tag:blogger.com,1999:blog-82601744684199500172024-03-16T11:52:54.206-07:00TecnoRemedioBlog de psicofarmacologia critica y antropología de la salud (antes Instituto de Psicofarmacología)Unknownnoreply@blogger.comBlogger224125tag:blogger.com,1999:blog-8260174468419950017.post-32528950072565140032023-11-16T11:38:00.000-08:002023-11-16T11:38:59.531-08:00Medicación psicotrópica y polifarmacia psicotrópica entre niños y adolescentes en el sistema de bienestar infantil de los EEUU.
Los jóvenes y niños del programa de “bienestar infantil” (custodia, acogimiento y adopción) de Medicaid reciben más psicofármacos que el resto de jóvenes y niños acogidos a Medicaid, según informan en una carta a JAMA Pediatrics publicada el 21 de agosto de 2023, por Radel LF y cols (1).
Utilizando la base de datos nacional de Medicaid entre el 7 de julio al 28 de septiembre se realizó un estudio transversal para estimar la tasa de medicación psicotrópica y de polifarmacia con estos fármacos (≥2 psicofármacos simultáneos) en jóvenes (de 3 a 17 años) acogidos al sistema de custodia, acogimiento y adopción (“acogidos al programa de bienestar infantil”), comparando con otros jóvenes del mismo rango de edad con cobertura Medicaid. La muestra, procedente de los 50 estados que conforman los EEUU más el distrito federal de Washington Puerto Rico y las Islas Vírgenes de EEUU, estuvo formada por 719.908 jóvenes beneficiarios del “programa de bienestar infantil” y 31.473.608 reclutados bajo otros códigos Medicaid.
El 26,25% y el 13,27% de los jóvenes en el “programa de bienestar infantil” se les había prescrito una medicación psicotrópica y recibían polifarmacia psicotrópica respectivamente. En el grupo de comparación (“otros jóvenes enrolados en Medicaid”) estas proporciones fueron respectivamente 9,06% y 3,11%. Estas tasas fueron más altas para el grupo del “programa de bienestar infantil” que en el grupo “otros jóvenes” para todos los intervalos de edad analizados (3-17; 3-5; 6-11 y 12-17 años), pero especialmente el de 12-17, en los que estas tasas fueron 30.34% vs 12,81% para medicación psicotrópica y19,10 % vs5,05% para polifarmacia psicotrópica. Los grupos de medicamentos más consumidos entre los jóvenes del “programa de bienestar infantil” fueron los estimulantes, recibidos por el 15,95% de los chicos, antidepresivos por el 9,88% y antipsicóticos por el 7,87%. En cuanto a las tasas de diagnósticos, un 42,85% de los niños del “programa de bienestar infantil” tenían diagnostico de una condición de salud mental. Los diagnósticos mas prevalentes fueron trauma o trastorno relacionado con el estrés en 22,93%, 21,49% de hiperactividad/déficit de atención y 11,67% de trastornos de conducta.
Es bien conocido el hecho de que muchos niños acogidos en el “programa de bienestar infantil” han experimentado traumas por diversos motivos, que pueden afectar al desarrollo posterior y facilitar el padecimiento posterior de trastornos mentales (2). Esto podría explicar las elevadas tasas de prescripción de psicótropos respecto al resto de jóvenes acogidos a otros programas de Medicaid. Se ha observado repetidamente que los niños acogidos al “programa de bienestar infantil” tienen también más probabilidades de recibir prescripciones de psicofármacos sin ir acompañados de psicoterapia o terapia de conducta que los jóvenes de otros programas Medicaid (3,4). Además, existe preocupación por la escasez de datos sobre la eficacia y seguridad de los tratamientos psicofarmacológicos en jóvenes de menos de 18 años(5), especialmente en los aspectos relacionados con el uso a largo plazo y el cerebro en desarrollo y los efectos metabólicos (6). Aunque se han publicado guías para el uso y supervisión segura de psicofármacos en esta población su implementación en la práctica no es uniforme, por lo que podrían ser útiles medias adicionales (6,7).
Referencias
1. Radel LF, Ali MM, West K, Lieff SA. Psychotropic Medication and Psychotropic Polypharmacy Among Children and Adolescents in the US Child Welfare System [published online ahead of print, 2023 Aug 21]. JAMA Pediatr. 2023;e233068. doi:10.1001/jamapediatrics.2023.3068. Psychotropic Medication and Psychotropic Polypharmacy Among Children and Adolescents in the US Child Welfare System - PubMed (nih.gov)
2. Bowden CF, Simmel C, Mendez A, Yu M, Neese-Todd S, Crystal S. The complexity of psychotropic medication prescription and treating trauma among youth in foster care: perspectives from the lived experience. Adm Policy Ment Health. 2022;49(5):821-833. doi:10.1007/s10488-022-01203-4 PubMedGoogle ScholarCrossref
3. Tan C, Greiner MV, Nause K, Shahabuddin Z, Beal SJ. Mental health diagnoses, health care utilization, and placement stability on antipsychotic prescribing among foster care youth. Acad Pediatr. 2023;23(3):675-680. doi:10.1016/j.acap.2022.08.005 PubMedGoogle ScholarCrossref
4. Nunes JC, Naccarato T, Stafford RS. Antipsychotics in the California foster care system: a 10-year analysis. J Child Adolesc Psychopharmacol. 2022;32(7):400-407. doi:10.1089/cap.2022.0040PubMedGoogle ScholarCrossref
5. American Academy of Child and Adolescent Psychiatry. Recommendations for the use of psychotropic medications for children and youth involved in child serving systems. Accessed May 29, 2023. https://www.aacap.org/App_Themes/AACAP/docs/clinical_practice_center/systems_of_care/AACAP_Psychotropic_Medication_Recommendations_2015_FINAL.pdf
6. Government Accountability Office. 2017. Foster care: HHS has taken steps to support states’ oversight of psychotropic medications, but additional assistance could further collaboration. Accessed May 29, 2023. https://www.gao.gov/assets/gao-17-129.pdf
7. American Academy of Pediatrics. Mental and behavioral health needs of children in foster care. Accessed May 29, 2023. https://www.aap.org/en/patient-care/foster-care/mental-and-behavioral-health-needs-of-children-in-foster-care/
Emilio Pol Yanguashttp://www.blogger.com/profile/03803951536939252596noreply@blogger.com0tag:blogger.com,1999:blog-8260174468419950017.post-62077689977472054412023-06-30T03:22:00.003-07:002023-06-30T03:24:30.380-07:00Estudio Foto-voz en abuso de drogas<p><!--[if !mso]>
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<![endif]--><b><span face=""Arial",sans-serif"></span></b></p><div class="separator" style="clear: both; text-align: center;"><b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEJWr-yzjx6wM_F2GbJd_q7o47s-snRh7Bswl5H5Y_2IG11L9xjLUbFKet1CUwyFEA0YDkNlEnSZc9dVzzXap2gMX2w5j5eC9NMaGj-JNSiNNrWXcIUHx6d1SA_xvQDAmPEPPeEOsaLHxM1J9EHH8T2iyYhkRwoqRM0P5TZ2b85geE62V4cuSwCNy79Ad3/s4032/IMG_0133(1).jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3024" data-original-width="4032" height="478" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEJWr-yzjx6wM_F2GbJd_q7o47s-snRh7Bswl5H5Y_2IG11L9xjLUbFKet1CUwyFEA0YDkNlEnSZc9dVzzXap2gMX2w5j5eC9NMaGj-JNSiNNrWXcIUHx6d1SA_xvQDAmPEPPeEOsaLHxM1J9EHH8T2iyYhkRwoqRM0P5TZ2b85geE62V4cuSwCNy79Ad3/w637-h478/IMG_0133(1).jpg" width="637" /></a></b></div><b> </b><p></p><p><b><span face=""Arial",sans-serif">Autora: Fátima Sempere Gil</span></b></p><p><span face=""Arial",sans-serif">Tutor: Paco Mtz.Granados </span>
</p><p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif">Modalidad: Estudio cualitativo</span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><b><span face=""Arial",sans-serif">Objetivos</span></b>
</p><p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif">La finalidad de este estudio consiste en
conocer el <b>significado del consumo de drogas</b> en personas que presentan
un historial de abuso de sustancias, para sensibilizar de manera crítica,
desvelar posibles patrones de abuso y daños psicosociales resultantes. Para
ello, se ha aplicado la metodología cualitativa. <sup>(1)</sup></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif"> </span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif">El conocimiento de todos esos
significados pone de manifiesto una nueva visión de lo que representa ese
consumo, permitiendo así la elaboración de estrategias de intervención
específicas. <sup>(2)</sup></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif"> </span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif">Al mismo tiempo, este método da voz y
empodera a un grupo de personas, lo cual resulta beneficioso para aquellas
poblaciones estigmatizadas e incluso criminalizadas por parte de la sociedad,
como ocurre en el ámbito de la “Salud Mental” y del “Abuso de Drogas”. <sup>(2,3,4)</sup></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif"> </span></p><b><span face=""Arial",sans-serif">Material y métodos</span></b>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif">Se empleó el método acción-participación
“fotovoz” mediante el cual los participantes, a través de una serie de
fotografías tomadas por ellos mismos, extrajeron los significados más
importantes que existen detrás de esa vivencia del consumo. <sup>(4,5)</sup></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif">Se llevó a cabo en un centro
psiquiátrico. Se requería a aquellos que tuvieran un patrón de abuso de drogas
el cual, al mismo tiempo, les estuviera repercutiendo negativamente en su
clínica psiquiátrica y/o somática sobre todo si presentan un diagnóstico de trastorno
mental grave del espectro psicótico. Finalmente fueron cinco los que
completaron el estudio, cuyas características sociodemográficas quedan
reflejadas en la Tabla 1:</span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif"> </span></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTable15Grid1LightAccent6" style="border-collapse: collapse; border: medium none; mso-border-alt: solid #C5E0B3 .5pt; mso-border-themecolor: accent6; mso-border-themetint: 102; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: -1; mso-yfti-lastfirstrow: yes;">
<td style="border-bottom: solid #A8D08D 1.5pt; border: 1pt solid rgb(197, 224, 179); mso-border-alt: solid #C5E0B3 .5pt; mso-border-bottom-alt: solid #A8D08D 1.5pt; mso-border-bottom-themecolor: accent6; mso-border-bottom-themetint: 153; mso-border-themecolor: accent6; mso-border-themetint: 102; padding: 0cm 5.4pt; width: 141.55pt;" valign="top" width="189">
<p align="center" class="MsoNormal" style="line-height: 150%; mso-yfti-cnfc: 5; text-align: center;"><b><span face=""Arial",sans-serif" style="font-size: 10pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 0pt; mso-ligatures: none;">CÓDIGO DE PARTICIPANTE</span></b></p>
</td>
<td style="border-bottom: solid #A8D08D 1.5pt; border-color: rgb(197, 224, 179) rgb(197, 224, 179) rgb(168, 208, 141) currentcolor; border-left: none; border-right: solid #C5E0B3 1.0pt; border-style: solid solid solid none; border-top: solid #C5E0B3 1.0pt; border-width: 1pt 1pt 1.5pt medium; mso-border-alt: solid #C5E0B3 .5pt; mso-border-bottom-alt: solid #A8D08D 1.5pt; mso-border-bottom-themecolor: accent6; mso-border-bottom-themetint: 153; mso-border-left-alt: solid #C5E0B3 .5pt; mso-border-left-themecolor: accent6; mso-border-left-themetint: 102; mso-border-right-themecolor: accent6; mso-border-right-themetint: 102; mso-border-themecolor: accent6; mso-border-themetint: 102; mso-border-top-themecolor: accent6; mso-border-top-themetint: 102; padding: 0cm 5.4pt; width: 141.55pt;" valign="top" width="189">
<p align="center" class="MsoNormal" style="line-height: 150%; mso-yfti-cnfc: 1; text-align: center;"><b><span face=""Arial",sans-serif" style="font-size: 10pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 0pt; mso-ligatures: none;">EDAD</span></b></p>
</td>
<td style="border-bottom: solid #A8D08D 1.5pt; border-color: rgb(197, 224, 179) rgb(197, 224, 179) rgb(168, 208, 141) currentcolor; border-left: none; border-right: solid #C5E0B3 1.0pt; border-style: solid solid solid none; border-top: solid #C5E0B3 1.0pt; border-width: 1pt 1pt 1.5pt medium; mso-border-alt: solid #C5E0B3 .5pt; mso-border-bottom-alt: solid #A8D08D 1.5pt; mso-border-bottom-themecolor: accent6; mso-border-bottom-themetint: 153; mso-border-left-alt: solid #C5E0B3 .5pt; mso-border-left-themecolor: accent6; mso-border-left-themetint: 102; mso-border-right-themecolor: accent6; mso-border-right-themetint: 102; mso-border-themecolor: accent6; mso-border-themetint: 102; mso-border-top-themecolor: accent6; mso-border-top-themetint: 102; padding: 0cm 5.4pt; width: 141.6pt;" valign="top" width="189">
<p align="center" class="MsoNormal" style="line-height: 150%; mso-yfti-cnfc: 1; text-align: center;"><b><span face=""Arial",sans-serif" style="font-size: 10pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 0pt; mso-ligatures: none;">SEXO</span></b></p>
</td>
</tr>
<tr style="mso-yfti-irow: 0;">
<td style="border-top: none; border: 1pt solid rgb(197, 224, 179); mso-border-alt: solid #C5E0B3 .5pt; mso-border-themecolor: accent6; mso-border-themetint: 102; mso-border-top-alt: solid #C5E0B3 .5pt; mso-border-top-themecolor: accent6; mso-border-top-themetint: 102; padding: 0cm 5.4pt; width: 141.55pt;" valign="top" width="189">
<p align="center" class="MsoNormal" style="line-height: 150%; mso-yfti-cnfc: 4; text-align: center;"><b><span face=""Arial",sans-serif" style="font-size: 10pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 0pt; mso-ligatures: none;">P1</span></b></p>
</td>
<td style="border-bottom: solid #C5E0B3 1.0pt; border-color: currentcolor rgb(197, 224, 179) rgb(197, 224, 179) currentcolor; border-left: none; border-right: solid #C5E0B3 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid #C5E0B3 .5pt; mso-border-bottom-themecolor: accent6; mso-border-bottom-themetint: 102; mso-border-left-alt: solid #C5E0B3 .5pt; mso-border-left-themecolor: accent6; mso-border-left-themetint: 102; mso-border-right-themecolor: accent6; mso-border-right-themetint: 102; mso-border-themecolor: accent6; mso-border-themetint: 102; mso-border-top-alt: solid #C5E0B3 .5pt; mso-border-top-themecolor: accent6; mso-border-top-themetint: 102; padding: 0cm 5.4pt; width: 141.55pt;" valign="top" width="189">
<p align="center" class="MsoNormal" style="line-height: 150%; text-align: center;"><span face=""Arial",sans-serif" style="font-size: 10pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 0pt; mso-ligatures: none;">39</span></p>
</td>
<td style="border-bottom: solid #C5E0B3 1.0pt; border-color: currentcolor rgb(197, 224, 179) rgb(197, 224, 179) currentcolor; border-left: none; border-right: solid #C5E0B3 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid #C5E0B3 .5pt; mso-border-bottom-themecolor: accent6; mso-border-bottom-themetint: 102; mso-border-left-alt: solid #C5E0B3 .5pt; mso-border-left-themecolor: accent6; mso-border-left-themetint: 102; mso-border-right-themecolor: accent6; mso-border-right-themetint: 102; mso-border-themecolor: accent6; mso-border-themetint: 102; mso-border-top-alt: solid #C5E0B3 .5pt; mso-border-top-themecolor: accent6; mso-border-top-themetint: 102; padding: 0cm 5.4pt; width: 141.6pt;" valign="top" width="189">
<p align="center" class="MsoNormal" style="line-height: 150%; text-align: center;"><span face=""Arial",sans-serif" style="font-size: 10pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 0pt; mso-ligatures: none;">Mujer</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: 1pt solid rgb(197, 224, 179); mso-border-alt: solid #C5E0B3 .5pt; mso-border-themecolor: accent6; mso-border-themetint: 102; mso-border-top-alt: solid #C5E0B3 .5pt; mso-border-top-themecolor: accent6; mso-border-top-themetint: 102; padding: 0cm 5.4pt; width: 141.55pt;" valign="top" width="189">
<p align="center" class="MsoNormal" style="line-height: 150%; mso-yfti-cnfc: 4; text-align: center;"><b><span face=""Arial",sans-serif" style="font-size: 10pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 0pt; mso-ligatures: none;">P2</span></b></p>
</td>
<td style="border-bottom: solid #C5E0B3 1.0pt; border-color: currentcolor rgb(197, 224, 179) rgb(197, 224, 179) currentcolor; border-left: none; border-right: solid #C5E0B3 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid #C5E0B3 .5pt; mso-border-bottom-themecolor: accent6; mso-border-bottom-themetint: 102; mso-border-left-alt: solid #C5E0B3 .5pt; mso-border-left-themecolor: accent6; mso-border-left-themetint: 102; mso-border-right-themecolor: accent6; mso-border-right-themetint: 102; mso-border-themecolor: accent6; mso-border-themetint: 102; mso-border-top-alt: solid #C5E0B3 .5pt; mso-border-top-themecolor: accent6; mso-border-top-themetint: 102; padding: 0cm 5.4pt; width: 141.55pt;" valign="top" width="189">
<p align="center" class="MsoNormal" style="line-height: 150%; text-align: center;"><span face=""Arial",sans-serif" style="font-size: 10pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 0pt; mso-ligatures: none;">27</span></p>
</td>
<td style="border-bottom: solid #C5E0B3 1.0pt; border-color: currentcolor rgb(197, 224, 179) rgb(197, 224, 179) currentcolor; border-left: none; border-right: solid #C5E0B3 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid #C5E0B3 .5pt; mso-border-bottom-themecolor: accent6; mso-border-bottom-themetint: 102; mso-border-left-alt: solid #C5E0B3 .5pt; mso-border-left-themecolor: accent6; mso-border-left-themetint: 102; mso-border-right-themecolor: accent6; mso-border-right-themetint: 102; mso-border-themecolor: accent6; mso-border-themetint: 102; mso-border-top-alt: solid #C5E0B3 .5pt; mso-border-top-themecolor: accent6; mso-border-top-themetint: 102; padding: 0cm 5.4pt; width: 141.6pt;" valign="top" width="189">
<p align="center" class="MsoNormal" style="line-height: 150%; text-align: center;"><span face=""Arial",sans-serif" style="font-size: 10pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 0pt; mso-ligatures: none;">Mujer</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: 1pt solid rgb(197, 224, 179); mso-border-alt: solid #C5E0B3 .5pt; mso-border-themecolor: accent6; mso-border-themetint: 102; mso-border-top-alt: solid #C5E0B3 .5pt; mso-border-top-themecolor: accent6; mso-border-top-themetint: 102; padding: 0cm 5.4pt; width: 141.55pt;" valign="top" width="189">
<p align="center" class="MsoNormal" style="line-height: 150%; mso-yfti-cnfc: 4; text-align: center;"><b><span face=""Arial",sans-serif" style="font-size: 10pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 0pt; mso-ligatures: none;">P3</span></b></p>
</td>
<td style="border-bottom: solid #C5E0B3 1.0pt; border-color: currentcolor rgb(197, 224, 179) rgb(197, 224, 179) currentcolor; border-left: none; border-right: solid #C5E0B3 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid #C5E0B3 .5pt; mso-border-bottom-themecolor: accent6; mso-border-bottom-themetint: 102; mso-border-left-alt: solid #C5E0B3 .5pt; mso-border-left-themecolor: accent6; mso-border-left-themetint: 102; mso-border-right-themecolor: accent6; mso-border-right-themetint: 102; mso-border-themecolor: accent6; mso-border-themetint: 102; mso-border-top-alt: solid #C5E0B3 .5pt; mso-border-top-themecolor: accent6; mso-border-top-themetint: 102; padding: 0cm 5.4pt; width: 141.55pt;" valign="top" width="189">
<p align="center" class="MsoNormal" style="line-height: 150%; text-align: center;"><span face=""Arial",sans-serif" style="font-size: 10pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 0pt; mso-ligatures: none;">48</span></p>
</td>
<td style="border-bottom: solid #C5E0B3 1.0pt; border-color: currentcolor rgb(197, 224, 179) rgb(197, 224, 179) currentcolor; border-left: none; border-right: solid #C5E0B3 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid #C5E0B3 .5pt; mso-border-bottom-themecolor: accent6; mso-border-bottom-themetint: 102; mso-border-left-alt: solid #C5E0B3 .5pt; mso-border-left-themecolor: accent6; mso-border-left-themetint: 102; mso-border-right-themecolor: accent6; mso-border-right-themetint: 102; mso-border-themecolor: accent6; mso-border-themetint: 102; mso-border-top-alt: solid #C5E0B3 .5pt; mso-border-top-themecolor: accent6; mso-border-top-themetint: 102; padding: 0cm 5.4pt; width: 141.6pt;" valign="top" width="189">
<p align="center" class="MsoNormal" style="line-height: 150%; text-align: center;"><span face=""Arial",sans-serif" style="font-size: 10pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 0pt; mso-ligatures: none;">Mujer</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: 1pt solid rgb(197, 224, 179); mso-border-alt: solid #C5E0B3 .5pt; mso-border-themecolor: accent6; mso-border-themetint: 102; mso-border-top-alt: solid #C5E0B3 .5pt; mso-border-top-themecolor: accent6; mso-border-top-themetint: 102; padding: 0cm 5.4pt; width: 141.55pt;" valign="top" width="189">
<p align="center" class="MsoNormal" style="line-height: 150%; mso-yfti-cnfc: 4; text-align: center;"><b><span face=""Arial",sans-serif" style="font-size: 10pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 0pt; mso-ligatures: none;">P4</span></b></p>
</td>
<td style="border-bottom: solid #C5E0B3 1.0pt; border-color: currentcolor rgb(197, 224, 179) rgb(197, 224, 179) currentcolor; border-left: none; border-right: solid #C5E0B3 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid #C5E0B3 .5pt; mso-border-bottom-themecolor: accent6; mso-border-bottom-themetint: 102; mso-border-left-alt: solid #C5E0B3 .5pt; mso-border-left-themecolor: accent6; mso-border-left-themetint: 102; mso-border-right-themecolor: accent6; mso-border-right-themetint: 102; mso-border-themecolor: accent6; mso-border-themetint: 102; mso-border-top-alt: solid #C5E0B3 .5pt; mso-border-top-themecolor: accent6; mso-border-top-themetint: 102; padding: 0cm 5.4pt; width: 141.55pt;" valign="top" width="189">
<p align="center" class="MsoNormal" style="line-height: 150%; text-align: center;"><span face=""Arial",sans-serif" style="font-size: 10pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 0pt; mso-ligatures: none;">22</span></p>
</td>
<td style="border-bottom: solid #C5E0B3 1.0pt; border-color: currentcolor rgb(197, 224, 179) rgb(197, 224, 179) currentcolor; border-left: none; border-right: solid #C5E0B3 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid #C5E0B3 .5pt; mso-border-bottom-themecolor: accent6; mso-border-bottom-themetint: 102; mso-border-left-alt: solid #C5E0B3 .5pt; mso-border-left-themecolor: accent6; mso-border-left-themetint: 102; mso-border-right-themecolor: accent6; mso-border-right-themetint: 102; mso-border-themecolor: accent6; mso-border-themetint: 102; mso-border-top-alt: solid #C5E0B3 .5pt; mso-border-top-themecolor: accent6; mso-border-top-themetint: 102; padding: 0cm 5.4pt; width: 141.6pt;" valign="top" width="189">
<p align="center" class="MsoNormal" style="line-height: 150%; text-align: center;"><span face=""Arial",sans-serif" style="font-size: 10pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 0pt; mso-ligatures: none;">Hombre</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 4; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: 1pt solid rgb(197, 224, 179); mso-border-alt: solid #C5E0B3 .5pt; mso-border-themecolor: accent6; mso-border-themetint: 102; mso-border-top-alt: solid #C5E0B3 .5pt; mso-border-top-themecolor: accent6; mso-border-top-themetint: 102; padding: 0cm 5.4pt; width: 141.55pt;" valign="top" width="189">
<p align="center" class="MsoNormal" style="line-height: 150%; mso-yfti-cnfc: 4; text-align: center;"><b><span face=""Arial",sans-serif" style="font-size: 10pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 0pt; mso-ligatures: none;">P5</span></b></p>
</td>
<td style="border-bottom: solid #C5E0B3 1.0pt; border-color: currentcolor rgb(197, 224, 179) rgb(197, 224, 179) currentcolor; border-left: none; border-right: solid #C5E0B3 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid #C5E0B3 .5pt; mso-border-bottom-themecolor: accent6; mso-border-bottom-themetint: 102; mso-border-left-alt: solid #C5E0B3 .5pt; mso-border-left-themecolor: accent6; mso-border-left-themetint: 102; mso-border-right-themecolor: accent6; mso-border-right-themetint: 102; mso-border-themecolor: accent6; mso-border-themetint: 102; mso-border-top-alt: solid #C5E0B3 .5pt; mso-border-top-themecolor: accent6; mso-border-top-themetint: 102; padding: 0cm 5.4pt; width: 141.55pt;" valign="top" width="189">
<p align="center" class="MsoNormal" style="line-height: 150%; text-align: center;"><span face=""Arial",sans-serif" style="font-size: 10pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 0pt; mso-ligatures: none;">30</span></p>
</td>
<td style="border-bottom: solid #C5E0B3 1.0pt; border-color: currentcolor rgb(197, 224, 179) rgb(197, 224, 179) currentcolor; border-left: none; border-right: solid #C5E0B3 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid #C5E0B3 .5pt; mso-border-bottom-themecolor: accent6; mso-border-bottom-themetint: 102; mso-border-left-alt: solid #C5E0B3 .5pt; mso-border-left-themecolor: accent6; mso-border-left-themetint: 102; mso-border-right-themecolor: accent6; mso-border-right-themetint: 102; mso-border-themecolor: accent6; mso-border-themetint: 102; mso-border-top-alt: solid #C5E0B3 .5pt; mso-border-top-themecolor: accent6; mso-border-top-themetint: 102; padding: 0cm 5.4pt; width: 141.6pt;" valign="top" width="189">
<p align="center" class="MsoNormal" style="line-height: 150%; text-align: center;"><span face=""Arial",sans-serif" style="font-size: 10pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 0pt; mso-ligatures: none;">Hombre</span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif" style="font-size: 9pt; line-height: 150%;">Tabla
1. Características sociodemográficas de los participantes.</span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif"> </span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><b><span face=""Arial",sans-serif">Resultados y discusión</span></b>
</p><p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif">Emergieron cinco categorías principales:
“Las drogas son un círculo vicioso”, “Y llegamos al aislamiento”, “Somos como
contenedores de basura”, “Enjaulados” y “Liberación” y, de cada una de ellas, dos
o tres subcategorías. <br /></span></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: medium none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 212.35pt;" valign="top" width="283">
<p align="center" class="MsoNormal" style="line-height: 150%; text-align: center;"><span face=""Arial",sans-serif" style="font-size: 9pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 0pt; mso-ligatures: none;">CATEGORÍAS</span></p>
</td>
<td style="border-left: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 212.35pt;" valign="top" width="283">
<p align="center" class="MsoNormal" style="line-height: 150%; text-align: center;"><span face=""Arial",sans-serif" style="font-size: 9pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 0pt; mso-ligatures: none;">SUBCATEGORÍAS</span></p>
</td>
</tr>
<tr style="height: 8.15pt; mso-yfti-irow: 1;">
<td rowspan="3" style="border-top: none; border: 1pt solid windowtext; height: 8.15pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 212.35pt;" valign="top" width="283">
<p class="MsoNormal" style="line-height: 150%; margin-left: 18pt; text-align: justify;"><span face=""Arial",sans-serif" style="font-size: 9pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 0pt; mso-ligatures: none;"> </span></p>
<p class="MsoNormal" style="line-height: 150%; margin-left: 18pt; text-align: justify;"><span face=""Arial",sans-serif" style="font-size: 9pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 0pt; mso-ligatures: none;"> </span></p>
<p class="MsoListParagraphCxSpFirst" style="line-height: 150%; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18pt;"><span face=""Arial",sans-serif" style="font-size: 9pt; line-height: 150%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">1.<span style="font: 7pt "Times New Roman";"> </span></span></span><span face=""Arial",sans-serif" style="font-size: 9pt; line-height: 150%;">“Las
drogas son un CÍRCULO VICIOSO”</span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 8.15pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 212.35pt;" valign="top" width="283">
<p class="MsoListParagraphCxSpLast" style="line-height: 150%; mso-list: l1 level2 lfo1; text-align: justify; text-indent: -18pt;"><span face=""Arial",sans-serif" style="font-size: 9pt; line-height: 150%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">1.1.<span style="font: 7pt "Times New Roman";"> </span></span></span><span face=""Arial",sans-serif" style="font-size: 9pt; line-height: 150%;">El
ciclo del consumo: “subidón” y “bajón”</span></p>
</td>
</tr>
<tr style="height: 9.25pt; mso-yfti-irow: 2;">
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 9.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 212.35pt;" valign="top" width="283">
<p class="MsoListParagraph" style="line-height: 150%; mso-list: l1 level2 lfo1; text-align: justify; text-indent: -18pt;"><span face=""Arial",sans-serif" style="font-size: 9pt; line-height: 150%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">1.2.<span style="font: 7pt "Times New Roman";"> </span></span></span><span face=""Arial",sans-serif" style="font-size: 9pt; line-height: 150%;">Drogas
legales: los primeros pasos del consumo</span></p>
</td>
</tr>
<tr style="height: 10.95pt; mso-yfti-irow: 3;">
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 10.95pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 212.35pt;" valign="top" width="283">
<p class="MsoListParagraph" style="line-height: 150%; mso-list: l1 level2 lfo1; text-align: justify; text-indent: -18pt;"><span face=""Arial",sans-serif" style="font-size: 9pt; line-height: 150%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">1.3.<span style="font: 7pt "Times New Roman";"> </span></span></span><span face=""Arial",sans-serif" style="font-size: 9pt; line-height: 150%;">Interacción
social mediada por el consumo</span></p>
</td>
</tr>
<tr style="height: 8.1pt; mso-yfti-irow: 4;">
<td rowspan="3" style="border-top: none; border: 1pt solid windowtext; height: 8.1pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 212.35pt;" valign="top" width="283">
<p class="MsoNormal" style="line-height: 150%; margin-left: 18pt; text-align: justify;"><span face=""Arial",sans-serif" style="font-size: 9pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 0pt; mso-ligatures: none;"> </span></p>
<p class="MsoListParagraphCxSpFirst" style="line-height: 150%; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18pt;"><span face=""Arial",sans-serif" style="font-size: 9pt; line-height: 150%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">2.<span style="font: 7pt "Times New Roman";"> </span></span></span><span face=""Arial",sans-serif" style="font-size: 9pt; line-height: 150%;">“Y
llegamos al AISLAMIENTO”</span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 8.1pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 212.35pt;" valign="top" width="283">
<p class="MsoListParagraphCxSpLast" style="line-height: 150%; mso-list: l1 level2 lfo1; text-align: justify; text-indent: -18pt;"><span face=""Arial",sans-serif" style="font-size: 9pt; line-height: 150%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">2.1.<span style="font: 7pt "Times New Roman";"> </span></span></span><span face=""Arial",sans-serif" style="font-size: 9pt; line-height: 150%;">“La
droga es soledad”</span></p>
</td>
</tr>
<tr style="height: 11.9pt; mso-yfti-irow: 5;">
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 11.9pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 212.35pt;" valign="top" width="283">
<p class="MsoListParagraph" style="line-height: 150%; mso-list: l1 level2 lfo1; text-align: justify; text-indent: -18pt;"><span face=""Arial",sans-serif" style="font-size: 9pt; line-height: 150%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">2.2.<span style="font: 7pt "Times New Roman";"> </span></span></span><span face=""Arial",sans-serif" style="font-size: 9pt; line-height: 150%;">“No
son amigos de verdad”</span></p>
</td>
</tr>
<tr style="height: 8.6pt; mso-yfti-irow: 6;">
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 8.6pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 212.35pt;" valign="top" width="283">
<p class="MsoListParagraph" style="line-height: 150%; mso-list: l1 level2 lfo1; text-align: justify; text-indent: -18pt;"><span face=""Arial",sans-serif" style="font-size: 9pt; line-height: 150%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">2.3.<span style="font: 7pt "Times New Roman";"> </span></span></span><span face=""Arial",sans-serif" style="font-size: 9pt; line-height: 150%;">Pérdida
de lazos afectivos</span></p>
</td>
</tr>
<tr style="height: 12.4pt; mso-yfti-irow: 7;">
<td rowspan="2" style="border-top: none; border: 1pt solid windowtext; height: 12.4pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 212.35pt;" valign="top" width="283">
<p class="MsoListParagraphCxSpFirst" style="line-height: 150%; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18pt;"><span face=""Arial",sans-serif" style="font-size: 9pt; line-height: 150%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">3.<span style="font: 7pt "Times New Roman";"> </span></span></span><span face=""Arial",sans-serif" style="font-size: 9pt; line-height: 150%;">“Somos
como CONTENEDORES DE BASURA”</span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 12.4pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 212.35pt;" valign="top" width="283">
<p class="MsoListParagraphCxSpLast" style="line-height: 150%; mso-list: l1 level2 lfo1; text-align: justify; text-indent: -18pt;"><span face=""Arial",sans-serif" style="font-size: 9pt; line-height: 150%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">3.1.<span style="font: 7pt "Times New Roman";"> </span></span></span><span face=""Arial",sans-serif" style="font-size: 9pt; line-height: 150%;">“Reciclaje
humano”</span></p>
</td>
</tr>
<tr style="height: 8.6pt; mso-yfti-irow: 8;">
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 8.6pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 212.35pt;" valign="top" width="283">
<p class="MsoListParagraph" style="line-height: 150%; mso-list: l1 level2 lfo1; text-align: justify; text-indent: -18pt;"><span face=""Arial",sans-serif" style="font-size: 9pt; line-height: 150%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">3.2.<span style="font: 7pt "Times New Roman";"> </span></span></span><span face=""Arial",sans-serif" style="font-size: 9pt; line-height: 150%;">Decadencia</span></p>
</td>
</tr>
<tr style="height: 14.8pt; mso-yfti-irow: 9;">
<td rowspan="3" style="border-top: none; border: 1pt solid windowtext; height: 14.8pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 212.35pt;" valign="top" width="283">
<p class="MsoNormal" style="line-height: 150%; margin-left: 18pt; text-align: justify;"><span face=""Arial",sans-serif" style="font-size: 9pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 0pt; mso-ligatures: none;"> </span></p>
<p class="MsoListParagraphCxSpFirst" style="line-height: 150%; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18pt;"><span face=""Arial",sans-serif" style="font-size: 9pt; line-height: 150%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">4.<span style="font: 7pt "Times New Roman";"> </span></span></span><span face=""Arial",sans-serif" style="font-size: 9pt; line-height: 150%;">“ENJAULADOS”</span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 14.8pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 212.35pt;" valign="top" width="283">
<p class="MsoListParagraphCxSpLast" style="line-height: 150%; mso-list: l1 level2 lfo1; text-align: justify; text-indent: -18pt;"><span face=""Arial",sans-serif" style="font-size: 9pt; line-height: 150%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">4.1.<span style="font: 7pt "Times New Roman";"> </span></span></span><span face=""Arial",sans-serif" style="font-size: 9pt; line-height: 150%;">El
camino de la droga: adicción</span></p>
</td>
</tr>
<tr style="height: 10.95pt; mso-yfti-irow: 10;">
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 10.95pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 212.35pt;" valign="top" width="283">
<p class="MsoListParagraph" style="line-height: 150%; mso-list: l1 level2 lfo1; text-align: justify; text-indent: -18pt;"><span face=""Arial",sans-serif" style="font-size: 9pt; line-height: 150%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">4.2.<span style="font: 7pt "Times New Roman";"> </span></span></span><span face=""Arial",sans-serif" style="font-size: 9pt; line-height: 150%;">“El consumo
te arruina la vida”</span></p>
</td>
</tr>
<tr style="height: 9.55pt; mso-yfti-irow: 11;">
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 9.55pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 212.35pt;" valign="top" width="283">
<p class="MsoListParagraph" style="line-height: 150%; mso-list: l1 level2 lfo1; text-align: justify; text-indent: -18pt;"><span face=""Arial",sans-serif" style="font-size: 9pt; line-height: 150%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">4.3.<span style="font: 7pt "Times New Roman";"> </span></span></span><span face=""Arial",sans-serif" style="font-size: 9pt; line-height: 150%;">Culpabilidad</span></p>
</td>
</tr>
<tr style="height: 12.4pt; mso-yfti-irow: 12;">
<td rowspan="3" style="border-top: none; border: 1pt solid windowtext; height: 12.4pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 212.35pt;" valign="top" width="283">
<p class="MsoNormal" style="line-height: 150%; margin-left: 18pt; text-align: justify;"><span face=""Arial",sans-serif" style="font-size: 9pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 0pt; mso-ligatures: none;"> </span></p>
<p class="MsoListParagraphCxSpFirst" style="line-height: 150%; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18pt;"><span face=""Arial",sans-serif" style="font-size: 9pt; line-height: 150%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">5.<span style="font: 7pt "Times New Roman";"> </span></span></span><span face=""Arial",sans-serif" style="font-size: 9pt; line-height: 150%;">LIBERACIÓN</span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 12.4pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 212.35pt;" valign="top" width="283">
<p class="MsoListParagraphCxSpLast" style="line-height: 150%; mso-list: l1 level2 lfo1; text-align: justify; text-indent: -18pt;"><span face=""Arial",sans-serif" style="font-size: 9pt; line-height: 150%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">5.1.<span style="font: 7pt "Times New Roman";"> </span></span></span><span face=""Arial",sans-serif" style="font-size: 9pt; line-height: 150%;">“Tu
lucha decide”</span></p>
</td>
</tr>
<tr style="height: 10.45pt; mso-yfti-irow: 13;">
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 10.45pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 212.35pt;" valign="top" width="283">
<p class="MsoListParagraph" style="line-height: 150%; mso-list: l1 level2 lfo1; text-align: justify; text-indent: -18pt;"><span face=""Arial",sans-serif" style="font-size: 9pt; line-height: 150%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">5.2.<span style="font: 7pt "Times New Roman";"> </span></span></span><span face=""Arial",sans-serif" style="font-size: 9pt; line-height: 150%;">Renacimiento</span></p>
</td>
</tr>
<tr style="height: 9.75pt; mso-yfti-irow: 14; mso-yfti-lastrow: yes;">
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; height: 9.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 212.35pt;" valign="top" width="283">
<p class="MsoListParagraph" style="line-height: 150%; mso-list: l1 level2 lfo1; text-align: justify; text-indent: -18pt;"><span face=""Arial",sans-serif" style="font-size: 9pt; line-height: 150%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">5.3.<span style="font: 7pt "Times New Roman";"> </span></span></span><span face=""Arial",sans-serif" style="font-size: 9pt; line-height: 150%;">“El
amigo”</span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif" style="font-size: 9pt; line-height: 150%;">Tabla
2. Categorías y subcategorías.</span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif"> </span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif">Si apreciamos todas ellas por separado
vemos que carecen de sentido, pues no son más que meros conceptos. Sin embargo,
todos los significados presentan una relación causal entre sí y ello se puede
apreciar en el mapa sistémico (Figura 1) que se detalla a continuación:</span></p><p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif"> </span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDr9h01Oq5wPJqjrjg-Hbv1KmMKSKJAgl71cDnH8N6AHHH_wGXsdqZqGuc7eduavKYvaCeAbaOGOF9qx_oq8-uyIKG4FK6kcdftM0hmTJZQuFV4LbuGATeUaxvQBoEjznqtL8QBftqbIS_JPb0h8LeBF03zwGh6-WC_l2syed8_C7LXwmdU-eNULygQLGT/s3196/MAPA%20SISTE%CC%81MICO.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2122" data-original-width="3196" height="409" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDr9h01Oq5wPJqjrjg-Hbv1KmMKSKJAgl71cDnH8N6AHHH_wGXsdqZqGuc7eduavKYvaCeAbaOGOF9qx_oq8-uyIKG4FK6kcdftM0hmTJZQuFV4LbuGATeUaxvQBoEjznqtL8QBftqbIS_JPb0h8LeBF03zwGh6-WC_l2syed8_C7LXwmdU-eNULygQLGT/w617-h409/MAPA%20SISTE%CC%81MICO.png" width="617" /></a></div><br /><span face=""Arial",sans-serif" style="mso-fareast-language: ES; mso-no-proof: yes;"></span><span face=""Arial",sans-serif" style="font-size: 9pt;">Figura
1. Mapa sistémico de categorías y subcategorías.</span>
<p></p><p class="MsoNormal"><span face=""Arial",sans-serif" style="font-size: 9pt;"> <br /></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif">Primero de todo, ¿cómo comienza ese
consumo? Según las narraciones de los participantes, tanto las drogas legales
(alcohol, tabaco y cafeína) como las primeras interacciones sociales supusieron
el incentivo necesario que les introdujo en lo que denominaron como “círculo
vicioso”. Al fin y al cabo, el consumo es un ciclo que se repite cada vez, con
el que siempre se buscan esos momentos de euforia o de “subidón” pero que, una
vez cesan, vendrán acompañados por lo que se conoce como el “bajón”.</span>
</p><p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif"> </span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif">El hecho de entrar en contacto con estas
sustancias les acaba aislando. Es decir, hay una pérdida de lazos afectivos y
además una exclusión por parte de la sociedad, lo que les lleva a experimentar
la soledad. La única compañía será la de aquellas personas que se encuentran en
su misma situación de consumo y aislamiento, a la que los participantes se han
referido como que “no son amigos de verdad” puesto que únicamente se incita a
que se sigan imitando esas malas conductas y, además, carecen de cualquier tipo
de apoyo y comprensión, bases fundamentales en el entablamiento de una
relación.</span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif"> </span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif">El hecho de que una persona sea aislada
de su comunidad provoca que los implicados se sientan “como contenedores de
basura”. Por una parte, la representación de la suciedad que en sí que genera
asco y repugnancia poniendo de manifiesto el estado de decadencia por el que
están pasando y, por otra parte, la figura del reciclaje como símbolo de la
“limpieza” a la que someten al cuerpo en los momentos puntuales de
desintoxicación.</span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif"> </span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif">Luego si estas decisiones tienen unas
consecuencias tan radicales, ¿por qué se sigue consumiendo? Los participantes
señalan a la adicción como responsable. Esta implica que el consumo ya no es
voluntario, como ocurría en un primer momento, sino por necesidad. Entre las
narrativas se mencionaba al cannabis, la cocaína y la cafeína. Estas drogas se
caracterizan por su perfil adictivo, por lo que el deseo por volver a consumir
será inmediato y ese “subidón” - “bajón” que dicen sentir vendrá determinado
por los efectos que provocan en el Sistema Nervioso Central. <sup>(6)</sup></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif"> </span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif">A rasgos generales, van a estimular la
vía de la recompensa que se encuentra en el sistema mesolímbico del cerebro,
aumentando así los niveles de dopamina directa o indirectamente. Esto explica
porque cuando se toman estas sustancias el cuerpo experimenta placer. El
problema reside en que, al realizar esta acción de manera continuada, esa
estimulación dopaminérgica es continua y ello va a originar una serie de
neuroadaptaciones en los distintos sistemas de neurotransmisión que provocarán
un desequilibrio en la química cerebral. De esta manera, el individuo solo
experimentará placer con la ingesta de estas sustancias, siendo incapaz de sentirlo
de forma natural, con las acciones y actividades que per se lo provocan, por lo
que este hará todo lo posible para que así sea, movido por los estímulos que le
envía su organismo. <sup>(6,7,8)</sup></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif"> </span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif">Por tanto, las decisiones que se van a
tomar a partir de ahora tendrán por objetivo conseguir esa droga para recibir la
recompensa buscada (euforia, placer, “subidón”). La mayoría de estas acciones “les
arruinan la vida”, ya que suelen implicar delincuencia, y ello agravará todavía
más su estado añadiendo otra razón por la que se sienten culpables. Esta
situación es limitante hasta tal punto que se compara con “una cárcel de la que
cuesta mucho escapar”.</span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif"> </span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif">A pesar de todo, entre “estar enjaulado”
y “liberarse” existe un puente que cada uno decide cruzar e implica elegir el
camino de la voluntad. La voluntad de cambiar, tomar mejores decisiones y de
empezar, por tanto, una nueva vida. A este puente se le ha llamado “tu lucha
decide”, refiriendo la lucha como al problema de adicción. Es por tanto
decisión de cada uno salir adelante. <span style="mso-spacerun: yes;"> </span>Alcanzar
la libertad conlleva un proceso de desintoxicación como el que se comentaba
antes, pero esta vez con carácter definitivo. La diferencia radica en que en
este punto los participantes ya no se identifican como “contenedores de
basura”, sino como personas dignas y orgullosas dotadas de la capacidad para
elegir su propia vida. El hecho de haber sido capaces de dar este paso constituye
un renacimiento personal el cual les permitirá reinsertarse de nuevo en su
comunidad, ayudados por aquella persona o personas que permanecen a su lado
durante todo el proceso, con una mención especial al personal sanitario.</span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif"> </span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><b><span face=""Arial",sans-serif">Bibliografía</span></b></p>
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</span></span></span><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">Berenguera
A, Fernández de Sanmamed MJ, Pons M, Pujol E, Rodríguez D, Saura S. Escuchar,
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<p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18pt;"><span face=""Arial",sans-serif" style="mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">2.<span style="font: 7pt "Times New Roman";">
</span></span></span><span face=""Arial",sans-serif" lang="EN-US" style="font-size: 12pt; line-height: 150%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">Drainoni ML, Childs E, Biello KB, Biancarelli DL,
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</span></span></span><span face=""Arial",sans-serif" lang="EN-US" style="font-size: 12pt; line-height: 150%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">Padilla M, Matiz-Reyes A, Colón-Burgos JF, Varas-Díaz
N, Vertovec J. Adaptation of PhotoVoice methodology to promote policy dialog
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<p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l0 level1 lfo2; text-align: justify; text-autospace: none; text-indent: -18pt;"><span face=""Arial",sans-serif" lang="EN-US" style="font-size: 12pt; line-height: 150%; mso-ansi-language: EN-US; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">4.<span style="font: 7pt "Times New Roman";"> </span></span></span><span face=""Arial",sans-serif" lang="EN-US" style="font-size: 12pt; line-height: 150%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">Budig K,
Diez J, Conde P, Sastre M, Hernán M, Franco M. Photovoice and empowerment:
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<p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18pt;"><span face=""Arial",sans-serif" style="mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">5.<span style="font: 7pt "Times New Roman";">
</span></span></span><span face=""Arial",sans-serif" lang="EN-US" style="font-size: 12pt; line-height: 150%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">Wang C, Burris MA. Photovoice: Concept, Methodology,
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<p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18pt;"><span face=""Arial",sans-serif" style="mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">7.<span style="font: 7pt "Times New Roman";">
</span></span></span><span face=""Arial",sans-serif" lang="EN-US" style="font-size: 12pt; line-height: 150%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">Volkow ND, Michaelides M, Baler R. The neuroscience of
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Madrid: Editorial Médica Panamericana; 2014.</span></p><p></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8260174468419950017.post-56228884265457520792023-03-12T15:25:00.002-07:002023-03-12T15:25:39.713-07:00A Method for Tapering Antipsychotic Treatment That May Minimize the Risk of Relapse.<p> <span style="background-color: white; color: #0071bc; font-family: BlinkMacSystemFont, -apple-system, "Segoe UI", Roboto, Oxygen, Ubuntu, Cantarell, "Fira Sans", "Droid Sans", "Helvetica Neue", sans-serif; font-size: 1.6rem; font-style: inherit; font-variant-caps: inherit; font-variant-ligatures: inherit;">Schizophr Bull</span></p><header class="heading" id="heading" style="background-color: white; box-sizing: inherit; color: #212121; font-family: BlinkMacSystemFont, -apple-system, "Segoe UI", Roboto, Oxygen, Ubuntu, Cantarell, "Fira Sans", "Droid Sans", "Helvetica Neue", sans-serif; font-size: 16px; margin: 0px 0px 3.6rem;"><div class="full-view" id="full-view-heading" style="box-sizing: inherit;"><div class="article-citation" style="box-sizing: inherit; 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color: #5b616b; font-family: BlinkMacSystemFont, -apple-system, "Segoe UI", Roboto, Oxygen, Ubuntu, Cantarell, "Fira Sans", "Droid Sans", "Helvetica Neue", sans-serif; font-size: 1.6rem; font-variant: small-caps; font-weight: 300; line-height: 2rem; margin: auto; text-align: left; text-transform: lowercase;"></div><div class="content" style="-webkit-box-direction: normal; -webkit-box-orient: vertical; box-sizing: inherit; display: flex; flex-direction: column; padding-left: 1.5rem; text-align: left; white-space: nowrap;"><ul class="journal-actions-links" style="box-sizing: inherit; display: block; line-height: 1.5; list-style: none; margin: 0px; padding: 0px;"><li style="box-sizing: inherit; display: list-item; line-height: 1.5; margin: 0px; padding: 1.5rem 0px 0px;"><a class="search-in-pubmed-link dropdown-block-link" data-ga-action="journal_link" data-ga-category="search" data-ga-label="Schizophr Bull" data-href="/?term=%22Schizophr+Bull%22%5Bjour%5D&sort=date&sort_order=desc" href="https://pubmed.ncbi.nlm.nih.gov/?term=%22Schizophr+Bull%22%5Bjour%5D&sort=date&sort_order=desc" ref="linksrc=search_in_pubmed_journal_name_link&journal_abbrev=Schizophr Bull" style="background-color: transparent; box-sizing: inherit; color: #212121; font-size: 1.6rem; text-decoration: none; transition: color 0.3s ease 0s;"></a></li><li style="box-sizing: inherit; display: list-item; line-height: 1.5; margin: 0px; padding: 1.5rem 0px 0px;"><a class="search-in-nlm-catalog-link dropdown-block-link" data-ga-action="journal_link" data-ga-category="search_catalog" data-ga-label="Schizophr Bull" href="https://www.ncbi.nlm.nih.gov/nlmcatalog?term=%22Schizophr+Bull%22%5BTitle+Abbreviation%5D" ref="linksrc=search_in_nlm_catalog_link" style="background-color: transparent; box-sizing: inherit; color: #212121; font-size: 1.6rem; text-decoration: none; transition: color 0.3s ease 0s;"></a></li><li style="box-sizing: inherit; display: list-item; line-height: 1.5; margin: 0px; padding: 1.5rem 0px 0px;"><a class="add-to-search-link dropdown-block-link" data-ga-action="add_to_search" data-ga-category="search" data-ga-label=""Schizophr Bull"[jour]" data-search-term=""Schizophr Bull"[jour]" href="https://pubmed.ncbi.nlm.nih.gov/33754644/#" ref="linksrc=add_to_search_link" role="button" style="background-color: transparent; box-sizing: inherit; color: #212121; font-size: 1.6rem; text-decoration: none; transition: color 0.3s ease 0s;"></a></li></ul></div></div></div><span class="period" style="box-sizing: inherit; color: #0071bc;">.<span> </span></span><span class="cit" style="box-sizing: inherit; display: inline-block;">2021 Jul 8;47(4):1116-1129.</span></div><span> </span><span class="citation-doi" style="box-sizing: inherit; color: #5b616b; display: inline-block; line-height: 1.5;">doi: 10.1093/schbul/sbab017.</span></div></div></header></h1><h1 class="heading-title" style="box-sizing: inherit; clear: both; font-family: Merriweather, Georgia, Cambria, "Times New Roman", Times, serif; font-size: 2.6rem; font-weight: 700; line-height: 1.4; margin: 0px 0px 1.6rem; overflow-wrap: break-word;">A Method for Tapering Antipsychotic Treatment That May Minimize the Risk of Relapse</h1><h1 class="heading-title" style="box-sizing: inherit; clear: both; font-family: Merriweather, Georgia, Cambria, "Times New Roman", Times, serif; font-size: 2.6rem; line-height: 1.4; margin: 0px 0px 1.6rem; overflow-wrap: break-word;"><header class="heading" style="box-sizing: inherit; font-family: BlinkMacSystemFont, -apple-system, "Segoe UI", Roboto, Oxygen, Ubuntu, Cantarell, "Fira Sans", "Droid Sans", "Helvetica Neue", sans-serif; font-size: 16px; font-weight: 400; margin: 0px 0px 3.6rem;"><div class="full-view" style="box-sizing: inherit;"><div class="inline-authors" style="box-sizing: inherit; color: #5b616b; line-height: 1.5; margin-bottom: 1.2rem;"><div class="authors" style="box-sizing: inherit;"><div class="authors-list" style="box-sizing: inherit; display: inline; line-height: 1.5;"><span class="authors-list-item " style="box-sizing: inherit; display: inline-block;"><a class="full-name" data-ga-action="author_link" data-ga-category="search" data-ga-label="Mark Abie Horowitz" href="https://pubmed.ncbi.nlm.nih.gov/?term=Horowitz+MA&cauthor_id=33754644" ref="linksrc=author_name_link" style="background-color: transparent; box-sizing: inherit; color: #0071bc; display: inline; text-decoration-line: none;">Mark Abie Horowitz</a><span class="affiliation-links" style="box-sizing: inherit; font-size: 12px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline;"><span class="author-sup-separator" style="box-sizing: inherit;"> </span><a class="affiliation-link" href="https://pubmed.ncbi.nlm.nih.gov/33754644/#affiliation-1" ref="linksrc=author_aff" style="background-color: #f1f1f1; border-radius: 2px; box-sizing: inherit; color: #323a45; display: inline-block; font-size: inherit; line-height: 1; padding: 0.1rem 0.3rem; text-decoration-line: none; transition: color 0.3s ease 0s;" title="Division of Psychiatry, University College London, Maple House, 149 Tottenham Court Road, Fitzrovia, London W1T 7BN, UK.">1</a><span class="author-sup-separator" style="box-sizing: inherit;"> </span><a class="affiliation-link" href="https://pubmed.ncbi.nlm.nih.gov/33754644/#affiliation-2" ref="linksrc=author_aff" style="background-color: #f1f1f1; border-radius: 2px; box-sizing: inherit; color: #323a45; display: inline-block; font-size: inherit; line-height: 1; margin-right: 0px; padding: 0.1rem 0.3rem; text-decoration-line: none; transition: color 0.3s ease 0s;" title="North East London Foundation Trust. Goodmayes Hospital, 157 Barley Lane, Goodmayes, Ilford IG3 8XJ, UK.">2</a></span><span class="comma" style="box-sizing: inherit;">, </span></span><span class="authors-list-item " style="box-sizing: inherit; display: inline-block;"><a class="full-name" data-ga-action="author_link" data-ga-category="search" data-ga-label="Sameer Jauhar" href="https://pubmed.ncbi.nlm.nih.gov/?term=Jauhar+S&cauthor_id=33754644" ref="linksrc=author_name_link" style="background-color: transparent; box-sizing: inherit; color: #0071bc; display: inline; text-decoration-line: none;">Sameer Jauhar</a><span class="affiliation-links" style="box-sizing: inherit; font-size: 12px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline;"><span class="author-sup-separator" style="box-sizing: inherit;"> </span><a class="affiliation-link" href="https://pubmed.ncbi.nlm.nih.gov/33754644/#affiliation-3" ref="linksrc=author_aff" style="background-color: #f1f1f1; border-radius: 2px; box-sizing: inherit; color: #323a45; display: inline-block; font-size: inherit; line-height: 1; margin-right: 0px; padding: 0.1rem 0.3rem; text-decoration-line: none; transition: color 0.3s ease 0s;" title="Institute of Psychiatry, Psychology and Neuroscience, King's College London, 16 De Crespigny Park, Camberwell, London SE5 8AF, UK.">3</a></span><span class="comma" style="box-sizing: inherit;">, </span></span><span class="authors-list-item " style="box-sizing: inherit; display: inline-block;"><a class="full-name" data-ga-action="author_link" data-ga-category="search" data-ga-label="Sridhar Natesan" href="https://pubmed.ncbi.nlm.nih.gov/?term=Natesan+S&cauthor_id=33754644" ref="linksrc=author_name_link" style="background-color: transparent; box-sizing: inherit; color: #0071bc; display: inline; text-decoration-line: none;">Sridhar Natesan</a><span class="affiliation-links" style="box-sizing: inherit; font-size: 12px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline;"><span class="author-sup-separator" style="box-sizing: inherit;"> </span><a class="affiliation-link" href="https://pubmed.ncbi.nlm.nih.gov/33754644/#affiliation-3" ref="linksrc=author_aff" style="background-color: #f1f1f1; border-radius: 2px; box-sizing: inherit; color: #323a45; display: inline-block; font-size: inherit; line-height: 1; margin-right: 0px; padding: 0.1rem 0.3rem; text-decoration-line: none; transition: color 0.3s ease 0s;" title="Institute of Psychiatry, Psychology and Neuroscience, King's College London, 16 De Crespigny Park, Camberwell, London SE5 8AF, UK.">3</a></span><span class="comma" style="box-sizing: inherit;">, </span></span><span class="authors-list-item " style="box-sizing: inherit; display: inline-block;"><a class="full-name" data-ga-action="author_link" data-ga-category="search" data-ga-label="Robin M Murray" href="https://pubmed.ncbi.nlm.nih.gov/?term=Murray+RM&cauthor_id=33754644" ref="linksrc=author_name_link" style="background-color: transparent; box-sizing: inherit; color: #0071bc; display: inline; text-decoration-line: none;">Robin M Murray</a><span class="affiliation-links" style="box-sizing: inherit; font-size: 12px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline;"><span class="author-sup-separator" style="box-sizing: inherit;"> </span><a class="affiliation-link" href="https://pubmed.ncbi.nlm.nih.gov/33754644/#affiliation-3" ref="linksrc=author_aff" style="background-color: #f1f1f1; border-radius: 2px; box-sizing: inherit; color: #323a45; display: inline-block; font-size: inherit; line-height: 1; margin-right: 0px; padding: 0.1rem 0.3rem; text-decoration-line: none; transition: color 0.3s ease 0s;" title="Institute of Psychiatry, Psychology and Neuroscience, King's College London, 16 De Crespigny Park, Camberwell, London SE5 8AF, UK.">3</a></span><span class="comma" style="box-sizing: inherit;">, </span></span><span class="authors-list-item " style="box-sizing: inherit; display: inline-block;"><a class="full-name" data-ga-action="author_link" data-ga-category="search" data-ga-label="David Taylor" href="https://pubmed.ncbi.nlm.nih.gov/?term=Taylor+D&cauthor_id=33754644" ref="linksrc=author_name_link" style="background-color: transparent; box-sizing: inherit; color: #0071bc; display: inline; text-decoration-line: none;">David Taylor</a><span class="affiliation-links" style="box-sizing: inherit; font-size: 12px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline;"><span class="author-sup-separator" style="box-sizing: inherit;"> </span><a class="affiliation-link" href="https://pubmed.ncbi.nlm.nih.gov/33754644/#affiliation-3" ref="linksrc=author_aff" style="background-color: #f1f1f1; border-radius: 2px; box-sizing: inherit; color: #323a45; display: inline-block; font-size: inherit; line-height: 1; padding: 0.1rem 0.3rem; text-decoration-line: none; transition: color 0.3s ease 0s;" title="Institute of Psychiatry, Psychology and Neuroscience, King's College London, 16 De Crespigny Park, Camberwell, London SE5 8AF, UK.">3</a><span class="author-sup-separator" style="box-sizing: inherit;"> </span><a class="affiliation-link" href="https://pubmed.ncbi.nlm.nih.gov/33754644/#affiliation-4" ref="linksrc=author_aff" style="background-color: #f1f1f1; border-radius: 2px; box-sizing: inherit; color: #323a45; display: inline-block; font-size: inherit; line-height: 1; margin-right: 0px; padding: 0.1rem 0.3rem; text-decoration-line: none; transition: color 0.3s ease 0s;" title="Pharmacy Department, South London and Maudsley NHS Foundation Trust, London SE5 8AZ, UK.">4</a></span></span></div></div></div><div class="short-article-details" style="box-sizing: inherit; margin-bottom: 0.3rem;">Affiliations <button aria-controls="expanded-authors" aria-expanded="false" class="more-details" data-alt-text="Collapse" data-fetch-url="/33754644/long-authors/" data-id-prefix="" data-pinger-ignore="" id="toggle-authors" style="-webkit-font-smoothing: antialiased; appearance: none; background-color: white; border-color: initial; border-radius: 3px; border-style: initial; border-width: 0px; box-sizing: inherit; color: #323a45; cursor: pointer; font-family: BlinkMacSystemFont, -apple-system, "Segoe UI", Roboto, Oxygen, Ubuntu, Cantarell, "Fira Sans", "Droid Sans", "Helvetica Neue", sans-serif; font-size: 1.6rem; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: normal; height: 2.4rem; line-height: 2.4rem; margin: auto 0px 0px; outline-offset: 0px; overflow: visible; padding: 0px 1rem 0px 2.5rem; position: relative; text-transform: lowercase; transition: color 0.3s ease 0s, background-color 0.3s ease 0s; width: auto;"><span class="title" style="box-sizing: inherit;">expand</span></button></div><ul class="identifiers" id="full-view-identifiers" style="box-sizing: inherit; line-height: 1.5; list-style: none; margin: 0px; padding: 0px;"><li style="box-sizing: inherit; display: inline-block; line-height: 1.5; margin: 0px 1rem 0px 0px; padding: 0px;"><span class="identifier pubmed" style="box-sizing: inherit;"><span class="id-label" style="box-sizing: inherit;">PMID: </span><span class="current-id" style="box-sizing: inherit;" title="PubMed ID">33754644</span></span></li> <li style="box-sizing: inherit; display: inline-block; line-height: 1.5; margin: 0px 1rem 0px 0px; padding: 0px;"><span class="identifier pmc" style="box-sizing: inherit;"><span class="id-label" style="box-sizing: inherit;">PMCID: </span><a class="id-link" data-ga-action="PMCID" data-ga-category="full_text" href="http://www.ncbi.nlm.nih.gov/pmc/articles/pmc8266572/" ref="linksrc=article_id_link&article_id=PMC8266572&id_type=PMC" rel="noopener" style="background-color: transparent; box-sizing: inherit; color: #0071bc; font-size: inherit; text-decoration-line: none;" target="_blank">PMC8266572</a></span></li> <li style="box-sizing: inherit; display: inline-block; line-height: 1.5; margin: 0px 1rem 0px 0px; padding: 0px;"><span class="identifier doi" style="box-sizing: inherit;"><span class="id-label" style="box-sizing: inherit;">DOI: </span><a class="id-link" data-ga-action="DOI" data-ga-category="full_text" href="https://doi.org/10.1093/schbul/sbab017" ref="linksrc=article_id_link&article_id=10.1093/schbul/sbab017&id_type=DOI" rel="noopener" style="background-color: transparent; box-sizing: inherit; color: #0071bc; font-size: inherit; text-decoration-line: none;" target="_blank">10.1093/schbul/sbab017</a></span></li></ul><span class="free-label" style="box-sizing: inherit; color: #c05600; display: inline-block; font-weight: 600; line-height: 1.5; margin-top: 0.3rem; padding-right: 2.4rem;">Free PMC article</span></div></header></h1><h3 class="title" style="box-sizing: inherit; clear: both; font-family: Merriweather, Georgia, Cambria, "Times New Roman", Times, serif; font-size: 2rem; line-height: 2.4rem; margin-bottom: 1.2rem; margin-top: 3.6rem;">Erratum in</h3><h1 class="heading-title" style="box-sizing: inherit; clear: both; font-family: Merriweather, Georgia, Cambria, "Times New Roman", Times, serif; font-size: 2.6rem; line-height: 1.4; margin: 0px 0px 1.6rem; overflow-wrap: break-word;"><div class="linked-articles" id="linked-correction-forward" style="box-sizing: inherit; font-family: BlinkMacSystemFont, -apple-system, "Segoe UI", Roboto, Oxygen, Ubuntu, Cantarell, "Fira Sans", "Droid Sans", "Helvetica Neue", sans-serif; font-size: 16px; font-weight: 400; margin: 3.6rem 0px 0px; position: relative; word-break: break-word;"><ul class="item-list usa-unstyled-list" style="box-sizing: inherit; line-height: 1.5; list-style: none; margin: 0px; padding: 0px;"><li class="full-docsum" style="box-sizing: inherit; line-height: 2.4rem; margin: 0px; padding: 0px; position: relative;"><div class="docsum-content" style="box-sizing: inherit; display: inline;"><a class="docsum-title" data-ga-action="35726874" data-ga-category="comment_correction" data-ga-label="linked-correction-forward" href="https://pubmed.ncbi.nlm.nih.gov/35726874/" ref="article_id=35726874&linksrc=comments_link" style="background-color: transparent; box-sizing: inherit; color: #0071bc; display: inline-block; font-size: 1.8rem; line-height: 2.4rem; margin: 0px; outline-offset: 0px; overflow-wrap: break-word; text-decoration-line: none;">Correction to: A Method for Tapering Antipsychotic Treatment That May Minimize the Risk of Relapse.</a><div class="docsum-citation full-citation" style="box-sizing: inherit; color: #4d8055; font-size: 1.4rem; line-height: 2.4rem;"><span class="docsum-authors full-authors" style="box-sizing: inherit; color: #212121; display: block;">[No authors listed]</span><span class="docsum-journal-citation full-journal-citation" style="box-sizing: inherit; display: block;">Schizophr Bull. 2022 Jun 21:sbac080. doi: 10.1093/schbul/sbac080. Online ahead of print.</span><span class="citation-part" style="box-sizing: inherit; display: inline-block;">PMID: <span class="docsum-pmid" style="box-sizing: inherit;">35726874</span></span> <span class="no-abstract spaced-citation-item citation-part" style="box-sizing: inherit; display: inline-block; padding-left: 2.4rem;">No abstract available.</span></div></div></li></ul></div></h1><h2 class="title" style="box-sizing: inherit; clear: both; font-family: Merriweather, Georgia, Cambria, "Times New Roman", Times, serif; font-size: 2rem; line-height: 2.4rem; margin-bottom: 1.2rem; margin-top: 3.6rem;">Abstract</h2><h1 class="heading-title" style="box-sizing: inherit; clear: both; font-family: Merriweather, Georgia, Cambria, "Times New Roman", Times, serif; font-size: 2.6rem; line-height: 1.4; margin: 0px 0px 1.6rem; overflow-wrap: break-word;"><div class="abstract" id="abstract" style="box-sizing: inherit; font-family: BlinkMacSystemFont, -apple-system, "Segoe UI", Roboto, Oxygen, Ubuntu, Cantarell, "Fira Sans", "Droid Sans", "Helvetica Neue", sans-serif; font-size: 16px; font-weight: 400; margin: 3.6rem 0px 0px; position: relative; word-break: break-word;"><div class="abstract-content selected" id="eng-abstract" style="box-sizing: inherit; clear: left;"><p style="box-sizing: inherit; line-height: 1.5; margin: 1.2rem 0px;">The process of stopping antipsychotics may be causally related to relapse, potentially linked to neuroadaptations that persist after cessation, including dopaminergic hypersensitivity. Therefore, the risk of relapse on cessation of antipsychotics may be minimized by more gradual tapering. There is converging evidence that suggests that adaptations to antipsychotic exposure can persist for months or years after stopping the medication-from animal studies, observation of tardive dyskinesia in patients, and the clustering of relapses in this time period after the cessation of antipsychotics. Furthermore, PET imaging demonstrates a hyperbolic relationship between doses of antipsychotic and D2 receptor blockade. We, therefore, suggest that when antipsychotics are reduced, it should be done gradually (over months or years) and in a hyperbolic manner (to reduce D2 blockade "evenly"): ie, reducing by one quarter (or one half) of the most recent dose of antipsychotic, equivalent approximately to a reduction of 5 (or 10) percentage points of its D2 blockade, sequentially (so that reductions become smaller and smaller in size as total dose decreases), at intervals of 3-6 months, titrated to individual tolerance. Some patients may prefer to taper at 10% or less of their most recent dose each month. This process might allow underlying adaptations time to resolve, possibly reducing the risk of relapse on discontinuation. Final doses before complete cessation may need to be as small as 1/40th a therapeutic dose to prevent a large decrease in D2 blockade when stopped. This proposal should be tested in randomized controlled trials.</p></div><p style="box-sizing: inherit; line-height: 1.5; margin: 1.2rem 0px;"><strong class="sub-title" style="box-sizing: inherit;">Keywords: </strong>D2 occupancy; discontinuation; dopaminergic hypersensitivity; hyperbolic; schizophrenia; withdrawal.</p></div><p class="copyright" id="copyright" style="box-sizing: inherit; font-family: BlinkMacSystemFont, -apple-system, "Segoe UI", Roboto, Oxygen, Ubuntu, Cantarell, "Fira Sans", "Droid Sans", "Helvetica Neue", sans-serif; font-size: 1.4rem; font-weight: 400; line-height: 2.4rem; margin-bottom: 1.2rem; margin-top: 1.2rem;">© The Author(s) 2021. Published by Oxford University Press on behalf of the Maryland Psychiatric Research Center.</p></h1><h3 class="title" style="box-sizing: inherit; clear: both; font-family: Merriweather, Georgia, Cambria, "Times New Roman", Times, serif; font-size: 2rem; line-height: 2.4rem; margin-bottom: 1.8rem; margin-top: 3.6rem;">Figures</h3><h1 class="heading-title" style="box-sizing: inherit; clear: both; font-family: Merriweather, Georgia, Cambria, "Times New Roman", Times, serif; font-size: 2.6rem; line-height: 1.4; margin: 0px 0px 1.6rem; overflow-wrap: break-word;"><div class="figures" id="figures" style="box-sizing: inherit; font-family: BlinkMacSystemFont, -apple-system, "Segoe UI", Roboto, Oxygen, Ubuntu, Cantarell, "Fira Sans", "Droid Sans", "Helvetica Neue", sans-serif; font-size: 16px; font-weight: 400; margin: 3.6rem 0px 0px; position: relative; word-break: break-word;"><div class="figures-list" id="slides-container" itemscope="" itemtype="http://schema.org/ImageGallery" style="box-sizing: inherit; margin-bottom: -2.4rem; margin-right: -2.4rem;"><figure class="figure-item " data-label-slug="fig-1" data-slide-index="0" itemprop="associatedMedia" itemscope="" itemtype="http://schema.org/ImageObject" style="box-shadow: rgba(0, 0, 0, 0.16) 0px 2px 2px 0px, rgba(0, 0, 0, 0.08) 0px 0px 0px 1px; box-sizing: inherit; cursor: pointer; display: inline-block; margin: 0px 2.4rem 2.4rem 0px; max-width: 20rem; vertical-align: bottom;"><a aria-describedby="figure-caption-0" class="figure-link" data-figure-id="F1" data-image-alt="Fig. 1." data-image-height="368" data-image-width="728" data-pmc-id="PMC8266572" href="https://www.ncbi.nlm.nih.gov/pmc/articles/instance/8266572/bin/sbab017f0001.jpg" itemprop="contentUrl" role="button" style="background-color: transparent; box-sizing: inherit; color: #0071bc; display: block; height: 18rem; position: relative; text-align: center; text-decoration-line: none; width: 20rem;"><img alt="Fig. 1." class="figure-thumb" id="article-image-0" itemprop="thumbnail" src="https://www.ncbi.nlm.nih.gov/pmc/articles/instance/8266572/bin/sbab017f0001.gif" style="border: 0px; box-sizing: inherit; display: block; left: 100px; max-height: calc(100% - 1rem); max-width: calc(100% - 1rem); position: absolute; top: 90px; transform: translate(-50%, -50%);" /></a><div aria-hidden="true" class="figure-caption figure-caption-text" itemprop="caption" itemtype="http://schema.org/ImageObject" style="background-color: #f1f1f1; box-sizing: inherit; display: table-cell; font-size: 1.4rem; height: 87px; padding: 1.5rem 2rem; vertical-align: middle; width: 20rem;"><div class="caption-wrap" style="box-sizing: inherit; max-height: 6rem; overflow: hidden;"><strong class="figure-label" style="box-sizing: inherit; display: inline;"><p style="box-sizing: inherit; display: inline; line-height: 1.5; margin: 1.2rem 0px;">Fig. 1. </p></strong><div class="figure-caption-contents" style="box-sizing: inherit; display: inline;"><p style="box-sizing: inherit; display: inline; line-height: 1.5; margin: 1.2rem 0px;">Symptoms of the antipsychotic withdrawal…</p></div></div></div></figure> <figure class="figure-item " data-label-slug="fig-2" data-slide-index="1" itemprop="associatedMedia" itemscope="" itemtype="http://schema.org/ImageObject" style="box-shadow: rgba(0, 0, 0, 0.16) 0px 2px 2px 0px, rgba(0, 0, 0, 0.08) 0px 0px 0px 1px; box-sizing: inherit; cursor: pointer; display: inline-block; margin: 0px 2.4rem 2.4rem 0px; max-width: 20rem; vertical-align: bottom;"><a aria-describedby="figure-caption-1" class="figure-link" data-figure-id="F2" data-image-alt="Fig. 2." data-image-height="545" data-image-width="750" data-pmc-id="PMC8266572" href="https://www.ncbi.nlm.nih.gov/pmc/articles/instance/8266572/bin/sbab017f0002.jpg" itemprop="contentUrl" role="button" style="background-color: transparent; box-sizing: inherit; color: #0071bc; display: block; height: 18rem; position: relative; text-align: center; text-decoration-line: none; width: 20rem;"><img alt="Fig. 2." class="figure-thumb" id="article-image-1" itemprop="thumbnail" src="https://www.ncbi.nlm.nih.gov/pmc/articles/instance/8266572/bin/sbab017f0002.gif" style="border: 0px; box-sizing: inherit; display: block; left: 100px; max-height: calc(100% - 1rem); max-width: calc(100% - 1rem); position: absolute; top: 90px; transform: translate(-50%, -50%);" /></a><div aria-hidden="true" class="figure-caption figure-caption-text" itemprop="caption" itemtype="http://schema.org/ImageObject" style="background-color: #f1f1f1; box-sizing: inherit; display: table-cell; font-size: 1.4rem; height: 87px; padding: 1.5rem 2rem; vertical-align: middle; width: 20rem;"><div class="caption-wrap" style="box-sizing: inherit; max-height: 6rem; overflow: hidden;"><strong class="figure-label" style="box-sizing: inherit; display: inline;"><p style="box-sizing: inherit; display: inline; line-height: 1.5; margin: 1.2rem 0px;">Fig. 2. </p></strong><div class="figure-caption-contents" style="box-sizing: inherit; display: inline;"><p style="box-sizing: inherit; display: inline; line-height: 1.5; margin: 1.2rem 0px;">The effect of linear or…</p></div></div></div></figure> <figure class="figure-item " data-label-slug="fig-3" data-slide-index="2" itemprop="associatedMedia" itemscope="" itemtype="http://schema.org/ImageObject" style="box-shadow: rgba(0, 0, 0, 0.16) 0px 2px 2px 0px, rgba(0, 0, 0, 0.08) 0px 0px 0px 1px; box-sizing: inherit; cursor: pointer; display: inline-block; margin: 0px 2.4rem 2.4rem 0px; max-width: 20rem; vertical-align: bottom;"><a aria-describedby="figure-caption-2" class="figure-link" data-figure-id="F3" data-image-alt="Fig. 3" data-image-height="915" data-image-width="750" data-pmc-id="PMC8266572" href="https://www.ncbi.nlm.nih.gov/pmc/articles/instance/8266572/bin/sbab017f0003.jpg" itemprop="contentUrl" role="button" style="background-color: transparent; box-sizing: inherit; color: #0071bc; display: block; height: 18rem; position: relative; text-align: center; text-decoration-line: none; width: 20rem;"><img alt="Fig. 3" class="figure-thumb" id="article-image-2" itemprop="thumbnail" src="https://www.ncbi.nlm.nih.gov/pmc/articles/instance/8266572/bin/sbab017f0003.gif" style="border: 0px; box-sizing: inherit; display: block; left: 100px; max-height: calc(100% - 1rem); max-width: calc(100% - 1rem); position: absolute; top: 90px; transform: translate(-50%, -50%);" /></a><div aria-hidden="true" class="figure-caption figure-caption-text" itemprop="caption" itemtype="http://schema.org/ImageObject" style="background-color: #f1f1f1; box-sizing: inherit; display: table-cell; font-size: 1.4rem; height: 87px; padding: 1.5rem 2rem; vertical-align: middle; width: 20rem;"><div class="caption-wrap" style="box-sizing: inherit; max-height: 6rem; overflow: hidden;"><strong class="figure-label" style="box-sizing: inherit; display: inline;"><p style="box-sizing: inherit; display: inline; line-height: 1.5; margin: 1.2rem 0px;">Fig. 3 </p></strong><div class="figure-caption-contents" style="box-sizing: inherit; display: inline;"><p style="box-sizing: inherit; display: inline; line-height: 1.5; margin: 1.2rem 0px;">Theoretical representation of abrupt vs…</p></div></div></div></figure></div></div></h1><div class="inline-authors" style="box-sizing: inherit; color: #5b616b; line-height: 1.5; margin-bottom: 1.2rem;"><div class="authors" style="box-sizing: inherit;"><div class="authors-list" style="box-sizing: inherit; display: inline; line-height: 1.5;"><span class="authors-list-item " style="box-sizing: inherit; display: inline-block;"><a class="full-name" data-ga-action="author_link" data-ga-category="search" data-ga-label="Mark Abie Horowitz" href="https://pubmed.ncbi.nlm.nih.gov/?term=Horowitz+MA&cauthor_id=33754644" ref="linksrc=author_name_link" style="background-color: transparent; box-sizing: inherit; color: #0071bc; display: inline; text-decoration-line: none;">Mark Abie Horowitz</a><span class="affiliation-links" style="box-sizing: inherit; font-size: 12px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline;"><span class="author-sup-separator" style="box-sizing: inherit;"> </span><a class="affiliation-link" href="https://pubmed.ncbi.nlm.nih.gov/33754644/#affiliation-1" ref="linksrc=author_aff" style="background-color: #f1f1f1; border-radius: 2px; box-sizing: inherit; color: #323a45; display: inline-block; font-size: inherit; line-height: 1; padding: 0.1rem 0.3rem; text-decoration-line: none; transition: color 0.3s ease 0s;" title="Division of Psychiatry, University College London, Maple House, 149 Tottenham Court Road, Fitzrovia, London W1T 7BN, UK.">1</a><span class="author-sup-separator" style="box-sizing: inherit;"> </span><a class="affiliation-link" href="https://pubmed.ncbi.nlm.nih.gov/33754644/#affiliation-2" ref="linksrc=author_aff" style="background-color: #f1f1f1; border-radius: 2px; box-sizing: inherit; color: #323a45; display: inline-block; font-size: inherit; line-height: 1; margin-right: 0px; padding: 0.1rem 0.3rem; text-decoration-line: none; transition: color 0.3s ease 0s;" title="North East London Foundation Trust. Goodmayes Hospital, 157 Barley Lane, Goodmayes, Ilford IG3 8XJ, UK.">2</a></span><span class="comma" style="box-sizing: inherit;">, </span></span><span class="authors-list-item " style="box-sizing: inherit; display: inline-block;"><a class="full-name" data-ga-action="author_link" data-ga-category="search" data-ga-label="Sameer Jauhar" href="https://pubmed.ncbi.nlm.nih.gov/?term=Jauhar+S&cauthor_id=33754644" ref="linksrc=author_name_link" style="background-color: transparent; box-sizing: inherit; color: #0071bc; display: inline; text-decoration-line: none;">Sameer Jauhar</a><span class="affiliation-links" style="box-sizing: inherit; font-size: 12px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline;"><span class="author-sup-separator" style="box-sizing: inherit;"> </span><a class="affiliation-link" href="https://pubmed.ncbi.nlm.nih.gov/33754644/#affiliation-3" ref="linksrc=author_aff" style="background-color: #f1f1f1; border-radius: 2px; box-sizing: inherit; color: #323a45; display: inline-block; font-size: inherit; line-height: 1; margin-right: 0px; padding: 0.1rem 0.3rem; text-decoration-line: none; transition: color 0.3s ease 0s;" title="Institute of Psychiatry, Psychology and Neuroscience, King's College London, 16 De Crespigny Park, Camberwell, London SE5 8AF, UK.">3</a></span><span class="comma" style="box-sizing: inherit;">, </span></span><span class="authors-list-item " style="box-sizing: inherit; display: inline-block;"><a class="full-name" data-ga-action="author_link" data-ga-category="search" data-ga-label="Sridhar Natesan" href="https://pubmed.ncbi.nlm.nih.gov/?term=Natesan+S&cauthor_id=33754644" ref="linksrc=author_name_link" style="background-color: transparent; box-sizing: inherit; color: #0071bc; display: inline; text-decoration-line: none;">Sridhar Natesan</a><span class="affiliation-links" style="box-sizing: inherit; font-size: 12px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline;"><span class="author-sup-separator" style="box-sizing: inherit;"> </span><a class="affiliation-link" href="https://pubmed.ncbi.nlm.nih.gov/33754644/#affiliation-3" ref="linksrc=author_aff" style="background-color: #f1f1f1; border-radius: 2px; box-sizing: inherit; color: #323a45; display: inline-block; font-size: inherit; line-height: 1; margin-right: 0px; padding: 0.1rem 0.3rem; text-decoration-line: none; transition: color 0.3s ease 0s;" title="Institute of Psychiatry, Psychology and Neuroscience, King's College London, 16 De Crespigny Park, Camberwell, London SE5 8AF, UK.">3</a></span><span class="comma" style="box-sizing: inherit;">, </span></span><span class="authors-list-item " style="box-sizing: inherit; display: inline-block;"><a class="full-name" data-ga-action="author_link" data-ga-category="search" data-ga-label="Robin M Murray" href="https://pubmed.ncbi.nlm.nih.gov/?term=Murray+RM&cauthor_id=33754644" ref="linksrc=author_name_link" style="background-color: transparent; box-sizing: inherit; color: #0071bc; display: inline; text-decoration-line: none;">Robin M Murray</a><span class="affiliation-links" style="box-sizing: inherit; font-size: 12px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline;"><span class="author-sup-separator" style="box-sizing: inherit;"> </span><a class="affiliation-link" href="https://pubmed.ncbi.nlm.nih.gov/33754644/#affiliation-3" ref="linksrc=author_aff" style="background-color: #f1f1f1; border-radius: 2px; box-sizing: inherit; color: #323a45; display: inline-block; font-size: inherit; line-height: 1; margin-right: 0px; padding: 0.1rem 0.3rem; text-decoration-line: none; transition: color 0.3s ease 0s;" title="Institute of Psychiatry, Psychology and Neuroscience, King's College London, 16 De Crespigny Park, Camberwell, London SE5 8AF, UK.">3</a></span><span class="comma" style="box-sizing: inherit;">, </span></span><span class="authors-list-item " style="box-sizing: inherit; display: inline-block;"><a class="full-name" data-ga-action="author_link" data-ga-category="search" data-ga-label="David Taylor" href="https://pubmed.ncbi.nlm.nih.gov/?term=Taylor+D&cauthor_id=33754644" ref="linksrc=author_name_link" style="background-color: transparent; box-sizing: inherit; color: #0071bc; display: inline; text-decoration-line: none;">David Taylor</a><span class="affiliation-links" style="box-sizing: inherit; font-size: 12px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline;"><span class="author-sup-separator" style="box-sizing: inherit;"> </span><a class="affiliation-link" href="https://pubmed.ncbi.nlm.nih.gov/33754644/#affiliation-3" ref="linksrc=author_aff" style="background-color: #f1f1f1; border-radius: 2px; box-sizing: inherit; color: #323a45; display: inline-block; font-size: inherit; line-height: 1; padding: 0.1rem 0.3rem; text-decoration-line: none; transition: color 0.3s ease 0s;" title="Institute of Psychiatry, Psychology and Neuroscience, King's College London, 16 De Crespigny Park, Camberwell, London SE5 8AF, UK.">3</a><span class="author-sup-separator" style="box-sizing: inherit;"> </span><a class="affiliation-link" href="https://pubmed.ncbi.nlm.nih.gov/33754644/#affiliation-4" ref="linksrc=author_aff" style="background-color: #f1f1f1; border-radius: 2px; box-sizing: inherit; color: #323a45; display: inline-block; font-size: inherit; line-height: 1; margin-right: 0px; padding: 0.1rem 0.3rem; text-decoration-line: none; transition: color 0.3s ease 0s;" title="Pharmacy Department, South London and Maudsley NHS Foundation Trust, London SE5 8AZ, UK.">4</a></span></span></div></div></div><div class="short-article-details" style="box-sizing: inherit; margin-bottom: 0.3rem;">Affiliations <button aria-controls="expanded-authors" aria-expanded="false" class="more-details" data-alt-text="Collapse" data-fetch-url="/33754644/long-authors/" data-id-prefix="" data-pinger-ignore="" id="toggle-authors" style="-webkit-font-smoothing: antialiased; 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padding: 0px;"><span class="identifier pubmed" style="box-sizing: inherit;"><span class="id-label" style="box-sizing: inherit;">PMID: </span><span class="current-id" style="box-sizing: inherit;" title="PubMed ID">33754644</span></span></li> <li style="box-sizing: inherit; display: inline-block; line-height: 1.5; margin: 0px 1rem 0px 0px; padding: 0px;"><span class="identifier pmc" style="box-sizing: inherit;"><span class="id-label" style="box-sizing: inherit;">PMCID: </span><a class="id-link" data-ga-action="PMCID" data-ga-category="full_text" href="http://www.ncbi.nlm.nih.gov/pmc/articles/pmc8266572/" ref="linksrc=article_id_link&article_id=PMC8266572&id_type=PMC" rel="noopener" style="background-color: transparent; box-sizing: inherit; color: #0071bc; font-size: inherit; text-decoration-line: none;" target="_blank">PMC8266572</a></span></li> <li style="box-sizing: inherit; display: inline-block; line-height: 1.5; margin: 0px 1rem 0px 0px; padding: 0px;"><span class="identifier doi" style="box-sizing: inherit;"><span class="id-label" style="box-sizing: inherit;">DOI: </span><a class="id-link" data-ga-action="DOI" data-ga-category="full_text" href="https://doi.org/10.1093/schbul/sbab017" ref="linksrc=article_id_link&article_id=10.1093/schbul/sbab017&id_type=DOI" rel="noopener" style="background-color: transparent; box-sizing: inherit; color: #0071bc; font-size: inherit; text-decoration-line: none;" target="_blank">10.1093/schbul/sbab017</a></span></li></ul><span class="free-label" style="box-sizing: inherit; color: #c05600; display: inline-block; font-weight: 600; line-height: 1.5; margin-top: 0.3rem; padding-right: 2.4rem;">Free PMC article</span></div></header><div class="linked-articles" id="linked-correction-forward" style="background-color: white; box-sizing: inherit; color: #212121; font-family: BlinkMacSystemFont, -apple-system, "Segoe UI", Roboto, Oxygen, Ubuntu, Cantarell, "Fira Sans", "Droid Sans", "Helvetica Neue", sans-serif; font-size: 16px; margin: 3.6rem 0px 0px; position: relative; word-break: break-word;"><h3 class="title" style="box-sizing: inherit; clear: both; font-family: Merriweather, Georgia, Cambria, "Times New Roman", Times, serif; font-size: 2rem; line-height: 2.4rem; margin-bottom: 1.2rem; margin-top: 3.6rem;">Erratum in</h3><ul class="item-list usa-unstyled-list" style="box-sizing: inherit; line-height: 1.5; list-style: none; margin: 0px; padding: 0px;"><li class="full-docsum" style="box-sizing: inherit; line-height: 2.4rem; margin: 0px; padding: 0px; position: relative;"><div class="docsum-content" style="box-sizing: inherit; display: inline;"><a class="docsum-title" data-ga-action="35726874" data-ga-category="comment_correction" data-ga-label="linked-correction-forward" href="https://pubmed.ncbi.nlm.nih.gov/35726874/" ref="article_id=35726874&linksrc=comments_link" style="background-color: transparent; box-sizing: inherit; color: #0071bc; display: inline-block; font-size: 1.8rem; line-height: 2.4rem; margin: 0px; outline-offset: 0px; overflow-wrap: break-word; text-decoration-line: none;">Correction to: A Method for Tapering Antipsychotic Treatment That May Minimize the Risk of Relapse.</a><div class="docsum-citation full-citation" style="box-sizing: inherit; color: #4d8055; font-size: 1.4rem; line-height: 2.4rem;"><span class="docsum-authors full-authors" style="box-sizing: inherit; color: #212121; display: block;">[No authors listed]</span><span class="docsum-journal-citation full-journal-citation" style="box-sizing: inherit; display: block;">Schizophr Bull. 2022 Jun 21:sbac080. doi: 10.1093/schbul/sbac080. Online ahead of print.</span><span class="citation-part" style="box-sizing: inherit; display: inline-block;">PMID: <span class="docsum-pmid" style="box-sizing: inherit;">35726874</span></span> <span class="no-abstract spaced-citation-item citation-part" style="box-sizing: inherit; display: inline-block; padding-left: 2.4rem;">No abstract available.</span></div></div></li></ul></div><div class="abstract" id="abstract" style="background-color: white; box-sizing: inherit; color: #212121; font-family: BlinkMacSystemFont, -apple-system, "Segoe UI", Roboto, Oxygen, Ubuntu, Cantarell, "Fira Sans", "Droid Sans", "Helvetica Neue", sans-serif; font-size: 16px; margin: 3.6rem 0px 0px; position: relative; word-break: break-word;"><h2 class="title" style="box-sizing: inherit; clear: both; font-family: Merriweather, Georgia, Cambria, "Times New Roman", Times, serif; font-size: 2rem; line-height: 2.4rem; margin-bottom: 1.2rem; margin-top: 3.6rem;">Abstract</h2><div class="abstract-content selected" id="eng-abstract" style="box-sizing: inherit; clear: left;"><p style="box-sizing: inherit; line-height: 1.5; margin: 1.2rem 0px;">The process of stopping antipsychotics may be causally related to relapse, potentially linked to neuroadaptations that persist after cessation, including dopaminergic hypersensitivity. Therefore, the risk of relapse on cessation of antipsychotics may be minimized by more gradual tapering. There is converging evidence that suggests that adaptations to antipsychotic exposure can persist for months or years after stopping the medication-from animal studies, observation of tardive dyskinesia in patients, and the clustering of relapses in this time period after the cessation of antipsychotics. Furthermore, PET imaging demonstrates a hyperbolic relationship between doses of antipsychotic and D2 receptor blockade. We, therefore, suggest that when antipsychotics are reduced, it should be done gradually (over months or years) and in a hyperbolic manner (to reduce D2 blockade "evenly"): ie, reducing by one quarter (or one half) of the most recent dose of antipsychotic, equivalent approximately to a reduction of 5 (or 10) percentage points of its D2 blockade, sequentially (so that reductions become smaller and smaller in size as total dose decreases), at intervals of 3-6 months, titrated to individual tolerance. Some patients may prefer to taper at 10% or less of their most recent dose each month. This process might allow underlying adaptations time to resolve, possibly reducing the risk of relapse on discontinuation. Final doses before complete cessation may need to be as small as 1/40th a therapeutic dose to prevent a large decrease in D2 blockade when stopped. This proposal should be tested in randomized controlled trials.</p></div><p style="box-sizing: inherit; line-height: 1.5; margin: 1.2rem 0px;"><strong class="sub-title" style="box-sizing: inherit;">Keywords: </strong>D2 occupancy; discontinuation; dopaminergic hypersensitivity; hyperbolic; schizophrenia; withdrawal.</p></div><p class="copyright" id="copyright" style="background-color: white; box-sizing: inherit; color: #212121; font-family: BlinkMacSystemFont, -apple-system, "Segoe UI", Roboto, Oxygen, Ubuntu, Cantarell, "Fira Sans", "Droid Sans", "Helvetica Neue", sans-serif; font-size: 1.4rem; line-height: 2.4rem; margin-bottom: 1.2rem; margin-top: 1.2rem;">© The Author(s) 2021. Published by Oxford University Press on behalf of the Maryland Psychiatric Research Center.</p><div class="figures" id="figures" style="background-color: white; box-sizing: inherit; color: #212121; font-family: BlinkMacSystemFont, -apple-system, "Segoe UI", Roboto, Oxygen, Ubuntu, Cantarell, "Fira Sans", "Droid Sans", "Helvetica Neue", sans-serif; font-size: 16px; margin: 3.6rem 0px 0px; position: relative; word-break: break-word;"><h3 class="title" style="box-sizing: inherit; clear: both; font-family: Merriweather, Georgia, Cambria, "Times New Roman", Times, serif; font-size: 2rem; line-height: 2.4rem; margin-bottom: 1.8rem; margin-top: 3.6rem;">Figures</h3><div class="figures-list" id="slides-container" itemscope="" itemtype="http://schema.org/ImageGallery" style="box-sizing: inherit; margin-bottom: -2.4rem; margin-right: -2.4rem;"><figure class="figure-item " data-label-slug="fig-1" data-slide-index="0" itemprop="associatedMedia" itemscope="" itemtype="http://schema.org/ImageObject" style="box-shadow: rgba(0, 0, 0, 0.16) 0px 2px 2px 0px, rgba(0, 0, 0, 0.08) 0px 0px 0px 1px; box-sizing: inherit; cursor: pointer; display: inline-block; margin: 0px 2.4rem 2.4rem 0px; max-width: 20rem; vertical-align: bottom;"><a aria-describedby="figure-caption-0" class="figure-link" data-figure-id="F1" data-image-alt="Fig. 1." data-image-height="368" data-image-width="728" data-pmc-id="PMC8266572" href="https://www.ncbi.nlm.nih.gov/pmc/articles/instance/8266572/bin/sbab017f0001.jpg" itemprop="contentUrl" role="button" style="background-color: transparent; box-sizing: inherit; color: #0071bc; display: block; height: 18rem; position: relative; text-align: center; text-decoration-line: none; width: 20rem;"><img alt="Fig. 1." class="figure-thumb" id="article-image-0" itemprop="thumbnail" src="https://www.ncbi.nlm.nih.gov/pmc/articles/instance/8266572/bin/sbab017f0001.gif" style="border: 0px; box-sizing: inherit; display: block; left: 100px; max-height: calc(100% - 1rem); max-width: calc(100% - 1rem); position: absolute; top: 90px; transform: translate(-50%, -50%);" /></a><div aria-hidden="true" class="figure-caption figure-caption-text" itemprop="caption" itemtype="http://schema.org/ImageObject" style="background-color: #f1f1f1; box-sizing: inherit; display: table-cell; font-size: 1.4rem; height: 87px; padding: 1.5rem 2rem; vertical-align: middle; width: 20rem;"><div class="caption-wrap" style="box-sizing: inherit; max-height: 6rem; overflow: hidden;"><strong class="figure-label" style="box-sizing: inherit; display: inline;"><p style="box-sizing: inherit; display: inline; line-height: 1.5; margin: 1.2rem 0px;">Fig. 1. </p></strong><div class="figure-caption-contents" style="box-sizing: inherit; display: inline;"><p style="box-sizing: inherit; display: inline; line-height: 1.5; margin: 1.2rem 0px;">Symptoms of the antipsychotic withdrawal…</p></div></div></div></figure> <figure class="figure-item " data-label-slug="fig-2" data-slide-index="1" itemprop="associatedMedia" itemscope="" itemtype="http://schema.org/ImageObject" style="box-shadow: rgba(0, 0, 0, 0.16) 0px 2px 2px 0px, rgba(0, 0, 0, 0.08) 0px 0px 0px 1px; box-sizing: inherit; cursor: pointer; display: inline-block; margin: 0px 2.4rem 2.4rem 0px; max-width: 20rem; vertical-align: bottom;"><a aria-describedby="figure-caption-1" class="figure-link" data-figure-id="F2" data-image-alt="Fig. 2." data-image-height="545" data-image-width="750" data-pmc-id="PMC8266572" href="https://www.ncbi.nlm.nih.gov/pmc/articles/instance/8266572/bin/sbab017f0002.jpg" itemprop="contentUrl" role="button" style="background-color: transparent; box-sizing: inherit; color: #0071bc; display: block; height: 18rem; position: relative; text-align: center; text-decoration-line: none; width: 20rem;"><img alt="Fig. 2." class="figure-thumb" id="article-image-1" itemprop="thumbnail" src="https://www.ncbi.nlm.nih.gov/pmc/articles/instance/8266572/bin/sbab017f0002.gif" style="border: 0px; box-sizing: inherit; display: block; left: 100px; max-height: calc(100% - 1rem); max-width: calc(100% - 1rem); position: absolute; top: 90px; transform: translate(-50%, -50%);" /></a><div aria-hidden="true" class="figure-caption figure-caption-text" itemprop="caption" itemtype="http://schema.org/ImageObject" style="background-color: #f1f1f1; box-sizing: inherit; display: table-cell; font-size: 1.4rem; height: 87px; padding: 1.5rem 2rem; vertical-align: middle; width: 20rem;"><div class="caption-wrap" style="box-sizing: inherit; max-height: 6rem; overflow: hidden;"><strong class="figure-label" style="box-sizing: inherit; display: inline;"><p style="box-sizing: inherit; display: inline; line-height: 1.5; margin: 1.2rem 0px;">Fig. 2. </p></strong><div class="figure-caption-contents" style="box-sizing: inherit; display: inline;"><p style="box-sizing: inherit; display: inline; line-height: 1.5; margin: 1.2rem 0px;">The effect of linear or…</p></div></div></div></figure> <figure class="figure-item " data-label-slug="fig-3" data-slide-index="2" itemprop="associatedMedia" itemscope="" itemtype="http://schema.org/ImageObject" style="box-shadow: rgba(0, 0, 0, 0.16) 0px 2px 2px 0px, rgba(0, 0, 0, 0.08) 0px 0px 0px 1px; box-sizing: inherit; cursor: pointer; display: inline-block; margin: 0px 2.4rem 2.4rem 0px; max-width: 20rem; vertical-align: bottom;"><a aria-describedby="figure-caption-2" class="figure-link" data-figure-id="F3" data-image-alt="Fig. 3" data-image-height="915" data-image-width="750" data-pmc-id="PMC8266572" href="https://www.ncbi.nlm.nih.gov/pmc/articles/instance/8266572/bin/sbab017f0003.jpg" itemprop="contentUrl" role="button" style="background-color: transparent; box-sizing: inherit; color: #0071bc; display: block; height: 18rem; position: relative; text-align: center; text-decoration-line: none; width: 20rem;"><img alt="Fig. 3" class="figure-thumb" id="article-image-2" itemprop="thumbnail" src="https://www.ncbi.nlm.nih.gov/pmc/articles/instance/8266572/bin/sbab017f0003.gif" style="border: 0px; box-sizing: inherit; display: block; left: 100px; max-height: calc(100% - 1rem); max-width: calc(100% - 1rem); position: absolute; top: 90px; transform: translate(-50%, -50%);" /></a><div aria-hidden="true" class="figure-caption figure-caption-text" itemprop="caption" itemtype="http://schema.org/ImageObject" style="background-color: #f1f1f1; box-sizing: inherit; display: table-cell; font-size: 1.4rem; height: 87px; padding: 1.5rem 2rem; vertical-align: middle; width: 20rem;"><div class="caption-wrap" style="box-sizing: inherit; max-height: 6rem; overflow: hidden;"><strong class="figure-label" style="box-sizing: inherit; display: inline;"><p style="box-sizing: inherit; display: inline; line-height: 1.5; margin: 1.2rem 0px;">Fig. 3 </p></strong><div class="figure-caption-contents" style="box-sizing: inherit; display: inline;"><p style="box-sizing: inherit; display: inline; line-height: 1.5; margin: 1.2rem 0px;">Theoretical representation of abrupt vs…</p></div></div></div></figure></div></div>Emilio Pol Yanguashttp://www.blogger.com/profile/03803951536939252596noreply@blogger.com7tag:blogger.com,1999:blog-8260174468419950017.post-82281800521348341072023-03-11T04:53:00.223-08:002023-03-18T15:14:17.109-07:00Un método de reducción de dosis del tratamiento antipsicótico que puede minimizar el riesgo de recaída.<p> </p><p class="MsoNormal"><b style="mso-bidi-font-weight: normal;">Un método de
reducción de dosis del tratamiento antipsicótico que puede minimizar el riesgo
de recaída. </b><span style="font-size: 8pt; line-height: 115%;">(Traducción de
Emilio Pol Yanguas)</span></p>
<p class="MsoNormal"><span style="font-size: 8pt; line-height: 115%;">(Texto del
artículo, bibliografía, figuras y tablas, material suplementario y bibliografía
correspondiente, comentarios del traductor, bibliografía ytablas)<o:p></o:p></span></p>
<p class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 8pt; line-height: 115%;">Horowitz MA, Jauhar S, Natesan S,
Murray RM t Taylor D. A Method for Tapering Antipsychotic Treatment That May
Minimize the Risk of Relapse. Schizophrenia Bulletin vol. 47 no. 4 pp.
1116–1129, 2021 doi:10.1093/schbul/sbab017.<o:p></o:p></span></b></p>
<p class="MsoNormal">El proceso de interrupción del antipsicótico puede estar
relacionado casualmente con recaídas, potencialmente asociadas a neuroadaptaciones que persisten después de la interrupción, incluyendo
hipersensibilidad dopaminérgica. Por tanto, el riesgo de recaída al cesar el
antipsicótico puede minimizarse por una reducción de dosis más gradual. Hay
evidencia convergente que sugiere que las adaptaciones a la exposición al
antipsicótico pueden persistir meses o años después de dejar la medicación – de
estudios animales, observación de discinesia tardía en pacientes y la
agrupación de recaídas en este periodo de tiempo después de la interrupción de
antipsicóticos. Además, la imagen PET demuestra una relación hiperbólica entre
dosis de antipsicótico y bloqueo de receptores D2. Nosotros, por tanto,
sugerimos que cuando se retiran los antipsicóticos, debe hacerse gradualmente
(en meses o años) y de manera hiperbólica (para reducir el bloqueo D2 “en
cantidades iguales”): es decir, reduciendo a un cuarto (o un medio) de la dosis
más reciente del antipsicótico, equivalente aproximadamente a una reducción de
5 (o de 10) puntos porcentuales de su bloqueo D2, secuencialmente (de modo que
las reducciones sean menores y menores en tamaño a medida que la dosis total disminuye),
a intervalos de 3-6 meses, titulando la tolerancia individual. Algunos
pacientes pueden preferir reducir el 10% o menos de su dosis más reciente cada
mes. Este proceso puede dar tiempo parar revertir las adaptaciones subyacentes,
y posiblemente reduciendo el riesgo de recaída por discontinuación. La dosis
final antes de completar la interrupción puede ser tan pequeña como 1/40 de la
dosis terapéutica, para prevenir que al cesarla se produzca un descenso grande
en el bloqueo D2. Esta propuesta debe ser examinada en ensayos controlados
aleatorizados.</p>
<p class="MsoNormal">Palabra clave: discontinuación / retirada / esquizofrenia / ocupación
D2 / hipérbola / hipersensibilidad dopaminérgica.</p>
<p class="MsoNormal">Introducción.</p>
<p class="MsoNormal">En una era de paternalismo menguante y toma de decisiones
compartidas, la preferencia del paciente se enfatiza cada vez más. En la
práctica, estas preferencias frecuentemente incluyen peticiones de reducción o
interrupción de la medicación antipsicótica de personas con trastornos
psicóticos (1). Además, los pacientes frecuentemente interrumpen su medicación
abruptamente (2), y esto puede ser más probable que suceda cuando sus preferencias
no son consideradas por el médico (1). La interrupción abrupta de la medicación
antipsicótica es el método más probable para inducir recaídas y síntomas de retirada
(3,4). </p>
<p class="MsoNormal">Estos conceptos están relacionados con el concepto más
amplio de deprescripción en medicina, como parte de la práctica de prescripción
de alta calidad, que intenta un balance optimo de beneficios y daños en el uso
de estas medicaciones. La práctica originalmente procede de la medicina
geriátrica, con sus preocupaciones acerca de la polifarmacia y el balance
incierto entre riesgos y beneficios de medicamentos prescritos durante muchos
años; algunas de estas preocupaciones son relevantes para la práctica
psiquiátrica.</p>
<p class="MsoNormal">Aunque la evidencia del beneficio de la medicación
antipsicótica en el tratamiento a corto plazo está bien establecida (5), hay un
debate en curso sobre la necesidad y el beneficio de la profilaxis a largo
plazo en todas las personas con esquizofrenia (6,7). En el contexto de los
efectos adversos a largo plazo de los medicamentos antipsicóticos (trastornos
del movimiento, como discinesia tardía (DT), efectos metabólicos, y efectos
sobre la estructura del cerebro) (6,8,9) e, importante, las preferencias del
paciente (10), puede ser razonable intentar reducciones o cese de los
antipsicóticos, en personas con enfermedad psicótica no afectiva que hayan
remitido tras el tratamiento (6), guiadas por psiquiatras. Actualmente hay
dudas significativas sobre la proporción de pacientes que pueden ser capaces de
permanecer bien sin antipsicótico, con numerosos estudios de interrupción de
antipsicóticos en progreso, pero algunos sugieren que pueden ser de hasta el
40% (6,11). Se ha propuesto que los pacientes con antipsicóticos a largo plazo deben
tener reducciones cuidadosas hasta las dosis efectivas mínimas, que para
algunos puede ser cero, sin afectar negativamente el resultado clínico y con potencial
mejora del funcionamiento social en algunos pacientes (6,12). De manera
importante, cuando son preguntados, los pacientes frecuentemente priorizan el
funcionamiento social sobre la reducción de los síntomas (13). Aquí, exploramos
lo que se conoce sobre reducción o discontinuación de antipsicóticos, incluyendo
los síndromes de retirada, y planteamos algunos principios para la reducción e
interrupción de los antipsicóticos de manera que se minimicen los riesgos de
recaída.</p>
<p class="MsoNormal">Síndromes de retirada</p>
<p class="MsoNormal">Los síndromes de retirada se producen con muchos
medicamentos (14,15), incluyendo toda clase de psicotrópicos (16-20). Es más,
los síndromes de retirada son tan comunes que se ha dicho que los efectos de la
discontinuación de medicamentos son aspectos predecibles de la farmacología de
un fármaco que se elimine más rápidamente que el tiempo necesario para revertir
la adaptación establecida al mismo (15). Los antagonistas de un receptor reducen
la activación del receptor diana y, como resultado, los receptores pueden
regularse al alza (incrementando la sensibilidad y/o el número) (21). Cuando el
antagonista es abruptamente retirado, los niveles fisiológicos de los ligandos
del receptor pueden causar sobreestimulación del receptor sensibilizado,
conduciendo a síntomas de retirada o rebote (22,23). Por ejemplo, la retirada abrupta
de betabloqueantes puede causar un rebote adrenérgico, caracterizado por
incremento de la presión sanguínea y del ritmo cardíaco, ansiedad, cefalea e,
incluso, infarto de miocardio (24).</p>
<p class="MsoNormal" style="text-align: justify;">Síndrome de retirada de
antipsicóticos</p>
<p class="MsoNormal">Aunque no es ampliamente reconocido, pueden ocurrir síntomas
de retirada al cesar antipsicóticos tanto de primera como de segunda generación
(APG y ASG) (17,20,23). Estos síntomas pueden agruparse en síntomas somáticos
(náuseas, sudoración, etc.), síntomas motores y síntomas psicológicos
(incluyendo psicosis, figura 1) (17,20, 23). Los síntomas autonómicos y
somáticos que se producen con el cese, generalmente comienzan dentro de días
después de la reducción de la dosis y se resuelven dentro de semanas
(23,25,26). Son atribuidos a la retirada abrupta de los efectos de antagonismo
colinérgico, adrenérgico, serotonérgico e histaminérgico de los antipsicóticos
(17,20). Por ejemplo, después de solo 4 semanas de tratamiento con clozapina,
el 13% de los pacientes que dejan el medicamento abruptamente experimentan
síntomas de moderado a graves como náuseas, vómitos y diarrea, con el 40%
experimentando síntomas leves (27). Estos síntomas se han atribuido al rebote
colinérgico tras la inducción de hipersensibilidad colinérgica durante el tratamiento
con clozapina (27). De manera notable, el rebote colinérgico puede
caracterizarse también por agitación, miedo y alucinaciones, los cuales pueden
confundirse con recaída psicótica (20).</p>
<p class="MsoNormal">Los síntomas motores pueden ocurrir más comúnmente con la
retirada de APG pero también con ASG (17,20) y consisten en discinesia,
parkinsonismo y síndrome neuroléptico maligno (SNM). Los síntomas se
desarrollan a lo largo de semanas tras la retirada y pueden persistir durante
meses o más (23,28). Se han informado de una incidencia de síntomas motores de
retirada del 31-50% después de la retirada abrupta de APG, si la duración del
tratamiento ha sido larga (29-31). Los ASG, incluyendo risperidona (32) y
aripiprazol (32), pueden asociarse también con discinesia tardía tras la
interrupción, pero no se han realizado estudios formales que examinen las tasas
de incidencia. El SNM se ha observado que ocurre con la retirada abrupta de
antipsicóticos, particularmente clozapina (33), aunque tampoco se han realizado
estudios de incidencia.</p>
<p class="MsoNormal">Neurobiología del síndrome de retirada de antipsicóticos.</p>
<p class="MsoNormal">Los efectos motores de retirada han sido atribuidos a
hipersensibilidad dopaminérgica desarrollada en las vías nigorestriadas causada
por el tratamiento antipsicótico (17,34). Cuando el antipsicótico se retira
abruptamente, los receptores de dopamina hipersensibilizados quedan expuestos a
niveles fisiológicos de dopamina, lo cual puede causar incremento de la
actividad dopaminérgica (20,34). La discinesia por retirada ha sido
interpretada como evidencia de una forma intermedia de hipersensibilidad
dopaminérgica, desenmascarada por la retirada del antagonista dopaminérgico, en
comparación con la DT en que la hipersensibilidad está presente en grado
evidente durante el tratamiento (23).</p>
<p class="MsoNormal">En animales, el bloqueo dopaminérgico conduce a
hipersensibilidad dopaminérgica (35,36). En un estudio, la administración de
antipsicóticos durante 2 semanas puede conducir a hipersensibilidad
dopaminérgica en ratas, como evidencia la disminución de la capacidad de los antipsicóticos
para suprimir los efectos conductuales inducidos por anfetamina (35). El número
de los receptores D2 aumenta también un 20-40%, junto a un incremento de 2 a 3
veces de la sensibilidad de los receptores de dopamina (35). En otro estudio
con ratas, 9 meses con haloperidol condujo a un incremento de 2 a 3 veces los
receptores D2 (36). El número de receptores se mantuvieron altos (e incluso
aumentaron) a lo largo de los 2 meses tras la retirada de haloperidol (36). Se
ha sugerido que este periodo de tiempo en ratas es equivalente a más de un año
en humanos (37).</p>
<p class="MsoNormal">Hay también evidencia de que la hipersensibilidad
dopaminérgica sucede en humanos. El metaanálisis de estudios de imágenes
moleculares en esquizofrenia encontró un aumento de la capacidad de los
receptores D2/D3 sólo en aquellos sujetos que habían sido expuestos a
medicación antipsicótica pero no en controles que nunca los habían recibido
(38). Un estudio cuantificó este incremento en el 30% en relación con pacientes
que nunca habían tomado antipsicóticos (39). Estudios longitudinales confirman
este efecto: un paciente mostró un incremento del 10% en la disponibilidad de
receptores D2/D3 a los 2 meses de tratamiento con dosis muy altas de
clorpromazina (40); otro estudio mostró un aumento en la disponibilidad receptores
D2/D3 en algunas regiones cerebrales después de 2-3 semanas en tratamiento con
dosis bajas de antipsicóticos (41).</p>
<p class="MsoNormal">Psicosis asociada a la retirada</p>
<p class="MsoNormal">Se ha propuesto que la hipersensibilidad dopaminérgica puede
contribuir a la recaída psicótica temprana tras el cese del antipsicótico (23).
La hipersensibilidad dopaminérgica observada en las vías nigroestriales puede
estar presente en otras vías dopaminérgicas (23,42), incluyendo las vías
asociativas estriales, ahora centralmente implicadas en la esquizofrenia (43).
Personas sin historia de psicosis que desarrollaron síntomas psicóticos tras la
interrupción abrupta de antagonistas dopaminérgicos utilizados en contextos no
psiquiátricos (por ejemplo, estimulación de la lactancia materna o el
tratamiento de náuseas) proporcionan soporte a esta hipótesis (tabla 1). Ocho
informes de casos describen síntomas psicóticos emergentes en 13 pacientes sin
historia de psicosis después de la retirada abrupta de antagonistas
dopaminérgicos (tabla 1). Estos casos manifestaron síntomas cardinales de
psicosis, como alucinaciones auditivas, delirio persecutorio, nihilista (de
Cotard y delirio de Capgras), y, en algunos casos, solo terminaron con la
reintroducción del antagonista dopaminérgico (44,45). En un caso, el
antagonista dopaminérgico no se reinició y los síntomas persistieron durante 10
meses (46): la misma duración que el curso de tratamiento inicial. Estos casos
se han atribuido a hipersensibilidad dopaminérgica (47), aunque de hecho,
representan una pequeña fracción de aquellos individuos no psicóticos tratados
con agonistas dopaminérgicos. No obstante, Seeman sugiere que tales reacciones
pueden estar infracomunicadas (46). Estas observaciones son consistentes con
informes de que la gravedad de la psicopatología psicótica que sigue a la
retirada de clozapina excede a la que había en el sujeto antes del tratamiento
con clozapina (48,49).</p>
<p class="MsoNormal">La esquizofrenia es atribuida a un incremento de la
capacidad de sintetizar dopamina (CSD) en la presinapsis (54); un estudio
reciente encontró que el tratamiento con antipsicóticos no parece alterar la
CSD (55). Sin embargo, los efectos del bloqueo D2 pueden dar lugar a que, lo
que se inicia como un trastorno presináptico, se complique y amplifique por los
efectos postsinápticos inducidos por el antipsicótico. Tras la retirada del
bloqueo, la CSD basal persistentemente aumentada en pacientes con esquizofrenia
puede interactuar con la sensibilidad aumentada postsináptica para aumentar la
probabilidad de recaída (7,23).</p>
<p class="MsoNormal">Psicosis asociada con retirada en personas con esquizofrenia</p>
<p class="MsoNormal">Distinguir la recaída asociada con retirada de la recaída en
un trastorno psicótico es difícil (7). La recaída asociada con retirada se
piensa que se caracteriza por la aparición temprana después de la eliminación
de la medicación (7,15) y la asociación con otras evidencias de retirada,
incluyendo síntomas motores (7,20,23).</p>
<p class="MsoNormal">La evidencia más fuerte para la existencia de recaída
asociada a la retirada es la preponderancia de recaídas que se produce en las
semanas y meses tras el cese (3,56-59). Esto es, las recaídas no se distribuyen
por igual a lo largo del tiempo, sino que tienden a producirse
predominantemente alrededor del momento de cese de la medicación. Esto es
diferente de la historia natural de la enfermedad donde las recaídas de las
personas con esquizofrenia se distribuyen igualmente a lo largo del tiempo,
como puede verse en los estudios temprano de Northwick Park, que examinó
personas con esquizofrenia tratados con placebo (por tanto revelando la historia
natural del trastorno), en donde una proporción similar de pacientes recayó
cada mes (60). Este patrón es comprensible debido a que no debe haber una
correlación sistemática entre los momentos a los cuales recaen pacientes diferentes.</p>
<p class="MsoNormal">Algunos han sugerido que la razón de que las tasas de
recaída sean mayores en los primeros pocos meses tras el cese de la medicación,
y luego gradualmente se reduzca, es debido a que luego quedan pocos pacientes
disponibles para recaer a medida que el tiempo trascurre a causa de que ya han
recaído. Sin embargo, el marcado incremento en las tasas de recaída que ocurren
tras la interrupción del medicamento no puede ser explicado por el simple
desgaste de pacientes a lo largo del tiempo: el agrupamiento en torno al punto
de discotinuación es de mucha más magnitud. Por ejemplo, en los 2 estudios con
más de 2 años de seguimiento después de la interrupción del tratamiento, uno
encontró que el 43% de la cohorte original de pacientes recayeron en el primer
año, el 21,5% en el segundo año, y justo el 3,7% por año en cada uno de los 5
años siguientes (57,61); el otro encontró que el 56,5% de los pacientes
recayeron en el primer año (41,3% en los primeros 6 meses), 8,7% en el segundo
año, y 2,2% por año después (58). Este patrón de rebote es evidente en otros
ensayos de discontinuación (59,62,63) y no es consistente con la simple
reducción de los pacientes en riesgo a lo largo del tiempo.</p>
<p class="MsoNormal">Los metaanálisis también dan soporte a este aparente efecto
rebote (2,56,64). Uno informó que el 48% de las recaídas se producen en los
primeros 12 meses después de la discontinuación antipsicótica (40% en los
primeros 6 meses), con solo 2% por año después (3). Una meta regresión encontró
que las tasas de recaída para sujetos mantenidos y discontinuados convergen a
los 3 años después de la discontinuación, aunque es mayor en sujetos en
discontinuación antes de este punto (56). Parece que las tasas de recaídas
están aumentadas en el grupo de pacientes discontinuados durante 1-3 años tras
el cambio a placebo, antes de converger con las tasas de recaídas de los
pacientes medicados (3.56-59).</p>
<p class="MsoNormal">Este periodo de aumento de recaídas tras el cese de
antipsicóticos puede ser debido en parte al efecto de recaída asociado a la
retirada. Este incremento temporal en la tasa de recaídas ha sido referido como
un efecto rebote y es coherente con el concepto de neuroadaptación, que toma
meses o años en revertirse tras la discontinuación; y que puede incrementar la
susceptibilidad a la recaída durante este periodo al exagerar la sensibilidad
aumentada a los sucesos de la vida y otros desencadenantes, que se hipotetiza
como el mecanismo patogénico de la enfermedad psicótica (6,23). La
neuroadaptación persistente puede disminuir el umbral para psicosis, pero solo
da lugar a un aumento de recaídas en el contexto de desencadenantes relevantes,
explicando por qué no todas las recaídas ocurren inmediatamente después de la
discontinuación del medicamento pero pueden estar aumentadas durante el periodo
de tiempo durante el que persiste la neuroadaptación. Este periodo de tiempo de
1-3 años es consistente con el periodo de tiempo en el que puede persistir la
DT, como se ha subrayado anteriormente. Este patrón de recaída temprana,
consistente con efectos relacionados con la abstinencia por retirada, no está
restringido a los antipsicóticos, también es evidente para antidepresivos en
ansiedad (65), así como para litio y otros estabilizadores del humor en el
trastorno afectivo bipolar (TABP) (18,66), que también persisten durante meses
(18,65,66). Sobre la interrupción de litio en TABP, en pacientes con ciclos de
duración media <span style="mso-spacerun: yes;"> </span>antes del tratamiento de
11,6 meses (con periodo de eutimia entre episodios), el tiempo para un nuevo
episodio tras el cese abrupto del tratamiento con litio fue justo 1,7 meses
(66).</p>
<p class="MsoNormal">Características farmacológicas de la retirada antipsicótica</p>
<p class="MsoNormal">Hay evidencia de que los sujetos con mayor exposición a
antipsicóticos tienen mayor probabilidad de tener psicosis a la retirada. Un
estudio, en una cohorte nacional, encontró una estrecha relación entre la
duración del tratamiento antipsicótico y el riesgo de recaída en la
discontinuación (67). Mientras que los sujetos que suspendieron el tratamiento
antipsicótico pronto después de su primera alta tuvieron un pequeño incremento
del riesgo de recaída, este riesgo se incrementa con la duración del tiempo
durante el que los sujetos han estado tomando antipsicóticos antes de
suspenderlos: el riesgo se duplica después de 1-2 años de exposición, se
triplica después de 2-5 años de exposición, y crece 7 veces después de 8 años
de exposición antipsicótica (67). Se ha sugerido que este hallazgo puede
explicarse porque los pacientes con una condición más grave son tratados
durante más tiempo – sin embargo, no hay un claro consenso de que constituye
una medida fiable de “gravedad” y, por cierto, la puntuación de los síntomas no
predice el riesgo de recaída (68). Sin embargo, otro documento encontró que el
tratamiento más prolongado se asociaba con menor riesgo de recaída, después de
controlar para una amplia variedad de variables demográficas y clínicas, aunque
las tasas de recaída del 2-5% anuales en estos pacientes fueron inusualmente
bajas, haciendo difícil la extrapolación a otras poblaciones (69). Por otra
parte, los pacientes que demostraron mayor evidencia de tolerancia a los
antipsicóticos (requiriendo aumentos de dosis, desarrollando resistencia al
tratamiento, o DT) son más propensos a tener psicosis en la retirada (23).</p>
<p class="MsoNormal">Disminuyendo los antipsicóticos</p>
<p class="MsoNormal">Las guías normalmente no mencionan la deprescripción (70) o
la reducción de dosis (71) de antipsicóticos, aunque algunas guías actuales
alientan la reducción de dosis hasta las mínimas efectivas sin especificar cómo
hacer eso (72,73). El principal medio para mitigar los síntomas de retirada es
reducir la velocidad con que se perturba el equilibrio, dando tiempo a la
reversión de la neuroadaptación subyacente hasta volver al nivel basal
(16,70,74). La disminución gradual de los antipsicóticos, cuando el cese es el
objetivo, se aconseja en ocasiones basándose en este principio (56,70,74). El
descenso gradual puede reducir la probabilidad e intensidad de los síntomas de
retirada, incluyendo, potencialmente, el riesgo de psicosis por retirada
(70,74). La persistencia de DT, la manifestación más visible de hipersensibilidad
dopaminérgica (75), durante un tiempo considerable después de la interrupción
del antipsicóticos, proporciona evidencia de que la neuroadaptación a los
antipsicóticos persiste durante muchos años y apoya la idea de una reducción de
dosis gradual y prolongada. En una revisión temprana de estudios se encontró
que tomaba 2-5 años para que se reviertan el 60-90% de los síntomas de DT tras
cesar el antipsicótico (tabla suplementaria S1) (76). Otro estudio encontró que
el 92,8% de los pacientes alcanzó una reducción del 50% en los síntomas de DT
46 semanas después de discontinuar tratamientos antipsicóticos con 10 años de
promedio de duración (77). Un estudio más reciente que examinó pacientes con 1
años de DT en quienes el antagonista de dopamina (incluyendo metoclopramida) fueron
cesados después de 5 años de exposición (74): en el 13% de los pacientes, los
síntomas se resolvieron completamente (tomando 2-4 años, promedio 2,3), y el
número definido como moderado a grave disminuyó desde el 63% a menos del 20%
(78). Esto sugiere que la DT (junto con, presumiblemente, la hiperactividad
dopaminérgica) puede resolverse cuando el antipsicótico es interrumpido, pero
este proceso, en algunos casos, toma años (75,76) y puede ser irreversible en
algunos pacientes (75). Los periodos de reducción de dosis necesitan ser
similarmente prolongados para minimizar el riesgo de recaída psicótica en
personas que han estado tomando estos medicamentos mucho tiempo. Esto es
consistente con el hallazgo de que la tasa de recaídas en sujetos
discontinuados tiende a equipararse a aquellas de los sujetos mantenidos, pero
solo después de 1-3 años (56,57,64). La reducción graduada es razonable dada la
duración del tratamiento antipsicótico en muchas personas, la larga
persistencia de las adaptaciones a los antipsicóticos en animales (6,79) y la
evidencia de que la retirada de otras medicaciones como los inhibidores
selectivos de recaptación de serotonina (ISRS) puede ser prolongada, durando de
meses a años (80,81), con una reducción mensual siendo la más efectiva para
minimizar los síntomas de retirada en algunas personas (82).</p>
<p class="MsoNormal">Evidencia para una reducción prolongada</p>
<p class="MsoNormal">Hay evidencia que apoya la noción de que un periodo de
reducción prolongado puede conducir a menores tasas de recaídas en comparación
con periodos de retirada más rápidos (3,4,57,74,83,84). Un metaanálisis de
estudios que examina las recaídas comparando la interrupción abrupta con
reducción “gradual” (periodo promedio de 4 semanas), no encontró beneficio
significativo para esta reducción gradual sobre la interrupción abrupta (56).
Sin embargo, 4 semanas es un periodo breve y un metaanálisis más reciente
encontró una relación dosis respuesta inversa entre la duración de la
discontinuación y la tasa de recaídas a lo largo del año siguiente: la
interrupción abrupta condujo a recaídas en el 77% de los pacientes; la retirada
a lo largo de 1-2 semanas a recaídas en el 57%; en 3-10 semanas al 47%; y la retirada
a lo largo de más de 10 semanas condujo a tasas de recaídas en el 31% (4).</p>
<p class="MsoNormal">Recientes revisiones sistemáticas (83,84) incluyeron 10
estudios de reducción gradual (n=1040) con brazos de mantenimiento en personas
con primer episodio de psicosis (PEP), con un estudio adicional observando a un
grupo con enfermedad de larga duración (74) (tabla 2) El grupo con
discontinuación mostró más recaídas que el grupo en mantenimiento (83,84) en
todos menos 3 de los estudios examinados (57,74,85). Estos 3 estudios se
distinguieron por tanto la larga duración del proceso de reducción (85) o la
larga duración del periodo de seguimiento (57) o ambos (74) (sin embargo, este
último estudio no fue aleatorizado, lo que significa que hubo posible sesgo de
selección). </p>
<p class="MsoNormal">Uno de estos estudios fue en personas con PEP con un periodo
de reducción gradual de 10-40 semanas, y no encontró diferencia significativa
en la tasa de recaída entre pacientes con retirada y pacientes que se
mantuvieron con antipsicóticos (85). La reducción a lo largo de meses y años
(por reducción del 25-30% de la dosis original cada 3 meses) tampoco demostró
diferencia significativa en la tasa de recaídas entre los pacientes que
continuaron o discontinuaron el antipsicótico (74).</p>
<p class="MsoNormal">La dosis final de medicación antes de completar el cese
puede ser también un predictor de recaída debido a que puede representar una
importante “caída” en el bloqueo dopaminérgico (y otras dianas) (tabla 2)(16).
Sin embargo, este es un valor difícil de establecer, la mayoría de los autores
informan que han utilizado el menor comprimido disponible o la mitad del mismo
(86,87) o este valor no se informó (57,58).</p>
<p class="MsoNormal">Estudios de la relación dosis-respuesta de los
antipsicóticos</p>
<p class="MsoNormal">La relación entre dosis de antipsicótico y efecto en los
receptores diana también puede dar información para la reducción de dosis. Los
estudios de tomografía de emisión de positrones (TEP) muestran una relación
hiperbólica entre dosis (o nivel plasmático) de antipsicótico y ocupación del
receptor D2 (figura 2) (91,92). Esta relación es típicamente una interacción
bimolecular (un receptor y un ligando) que sigue la ley de acción de masas y es
ampliamente aplicable a muchos fármacos y sus receptores diana (93). La
naturaleza de esta relación está frecuentemente obscurecida por la costumbre de
graficar las curvas dosis respuesta en ejes semilogarítmicos, dando la
apariencia de una relación lineal a dosis intermedias (93). Los sistemas que
obedecen esta dinámica se describen por la ecuación Emax de la forma y =
ocupación máxima x X / (X + DE50) (93) (y = porcentaje de ocupación de
receptores, X = dosis, DE50 = dosis requerida para a la que se alcanza el 50%
de la ocupación máxima del receptor diana), que son usadas como las líneas de
mejor ajuste en las gráficas mostradas y permiten el cálculo de la ocupación
del receptor para una dosis dada (91).</p>
<p class="MsoNormal">Tomando el ejemplo del haloperidol (figura 2 y tabla 3ª)
(91) se puede notar que una reducción lineal de la dosis desde la dosis
terapéutica de 4mg produce crecientes incrementos en la reducción de puntos porcentuales
de antagonismo D2: 3,5 puntos porcentuales (de 4 a 3mg); 6,1 puntos
porcentuales (de 3 a 2mg), 13,7 puntos porcentuales (de 2 a 1mg), y 55,7 puntos
porcentuales (de 1 a 0mg, figura 2b y tabla 3a). Esto hace, por tanto, probable
que los estudios de discontinuación que emplean reducciones lineales de las
dosis (74,83,84,86,87), como se recomienda en algunas guías (94), induzcan
reacciones de retirada (incluyendo, potencialmente psicosis por retirada) dado
que la reducción en el antagonismo D2 se hace cada vez mayor, causando mayor
probabilidad de rebote dopaminérgico.</p>
<p class="MsoNormal">De hecho, incluso reducciones desde 0,5 de haloperidol (el
comprimido disponible más pequeño) (en UK, en España el comprimido más pequeño
es de 10mg, pero también está disponible solución oral 2mg/ml) produciría una
reducción del antagonismo D2 del 40,0 puntos porcentuales, y una reducción
desde 0,25mg produce una reducción de 25´5 puntos porcentuales (mayor que el
cambio desde 20 a 2mg (19,6 puntos porcentuales); esto puede explicar la
relativamente fácil reducción de dosis altas de antipsicóticos y la dificultad
de reducción de dosis pequeñas (45,51,74). En un estudio reciente, no hubo
incremento significativo en las tasas de recaída cuando los pacientes redujeron
sus dosis en el 40% (95) en comparación con la significativa probabilidad de
recaída temprana cuando los pacientes redujeron completamente la dosis (56).</p>
<p class="MsoNormal">Al interpretar los datos PET, debe señalarse que hay un
grado de variabilidad individual en la fijación del receptor D2 y la respuesta
a través de los estudios (96). En este contexto, es notable que un puñado de
estudios haya sugerido que dosis bajas de medicación son efectivas en el
mantenimiento de pacientes con psicosis. Por ejemplo, dosis muy bajas de un antipsicótico
de depósito (2,5-10mg de flufenazina decanoato cada 2 semanas) fueron tan
efectivas en la prevención de recaídas como las dosis normalmente recomendadas,
5-10 veces esas cantidades (70,97); en otro estudio, 1mg de haloperidol o menos
fue efectivo en la reducción de síntomas en PEP en la mayoría de los pacientes
(98).</p>
<p class="MsoNormal">Aplicación a la reducción de dosis de antipsicóticos</p>
<p class="MsoNormal">Dado que la reducción en el antagonismo dopaminérgico en los
receptores D2 ha sido implicada en muchos de los fenómenos de retirada
atribuidos a los antipsicóticos, incluyendo los síntomas postpsicóticos
(17,20,23), sugerimos que los regímenes de desescalada de dosis deben intentar
reducir el antagonismo del receptor D2 de forma lineal, proporcionando entre
cada reducción de dosis el tiempo adecuado para permitir la adaptación a la
dosis menor de fármaco, ya que así se puede producir perturbaciones del sistema
“mas regularmente distribuidas”, lo cual minimiza los efectos asociados a la
retirada (figura 3) (16,99). Los decrementos lineales de, por ejemplo, 10
puntos porcentuales en la ocupación del receptor D2 desde el 90%, para
haloperidol requiere reducciones de dosis hiperbólicas (tabla 3b, decrementos
de 20 puntos porcentuales en la figura 2c), mostramos otros fármacos en la
tabla 4 y en las tablas suplementarias S3-S11. En ausencia de datos humanos
directos sobre el tiempo que toma revertir la adaptación del receptor D2,
podemos guiarnos por la observación de que la DT mejora en 2-3 años, y este es el
mismo periodo de tiempo en el cual las tasas de recaídas de los sujetos
discontinuados de la medicación convergen con las tasas de recaídas de los sujetos
mantenidos con la medicación, sugerimos que este puede ser un periodo de tiempo
razonable a lo largo del cual ir reduciendo la dosis de sujetos que hayan
recibido la dosis de antipsicótico crónicamente.</p>
<p class="MsoNormal">Hay algo de apoyo para este periodo de tiempo de
discontinuación en pequeños estudios que examinan las tasas tolerables de
discontinuación. Un estudio investigó la reducción de antipsicóticos en
pacientes con psicosis en remisión reduciendo el 25% de la dosis más reciente
cada 6 meses (un patrón logarítmico de se aproxima estrechamente a la reducción
hiperbólica de las dosis), con 3 cuartos de los pacientes capaces de alcanzar
entre el 25% y el 71,4% de la reducción sin recaída en el primer año del
estudio (100). Otro estudio piloto encontró que los pacientes con esquizofrenia
crónica quienes, en promedio, alcanzaron el 42% en la reducción de la dosis
antipsicóticos a lo largo de 6 meses sin<span style="mso-spacerun: yes;">
</span>mostrar diferencias en las tasas de recaídas respecto pacientes
mantenidos con antipsicóticos (95). Esto sugiere que muchos pacientes pueden
tolerar reducciones del 25-50% de la dosis más reciente (correspondiendo
aproximadamente a decrementos de 5-10 puntos porcentuales de la ocupación D2)
cada 3-6 meses. Menores reducciones (tales como el 10% de la dosis más
reciente) hecha cada más tiempo puede ser más tolerable en el intento de
producir perturbaciones del equilibrio más·”igualmente distribuidas”.</p>
<p class="MsoNormal">Es probable que haya una considerable variabilidad
interindividual en este proceso, con pacientes capaces de tolerar muy
diferentes velocidades de reducción: dados los datos sobre el periodo de tiempo
para revertir la DT, algunos pacientes tratados crónicamente pueden necesitar
periodos más largos, y algunos pacientes de primer episodio o aquello tratados
durante periodos breves de tiempo pueden tolerar periodos de reducción más
cortos (75,76,78,101). Sin embargo, sugerimos que, incluso con los protocolos
de reducción rápida de dosis, esta debe seguir un curso hiperbólico para lograr
cambios “uniformemente distribuidos” en los receptores. Si la razón para la
interrupción es apremiante, tal como una reacción adversa grave, tales esquemas
necesitan ser mucho más rápidos, aún reconociendo el riesgo incrementado de
síntomas de retirada. En pacientes con pobre cumplimiento, tales reducciones
prolongadas pueden ser un problema, aunque la reducción de los efectos adversos
molestos y la posibilidad de suspender el fármaco pueden fortalecer el
compromiso con el proceso (102).</p>
<p class="MsoNormal">El proceso de descenso de dosis debe ser conceptualizado
como el hallazgo de una nueva dosis mínimamente efectiva (70,74). El proceso
debe ser individualizado observando al paciente durante 3-6 meses tras una
reducción inicial de 5-10 puntos porcentuales del bloqueo del receptor D2, y
midiendo la respuesta, para determinar la velocidad tolerable de decrecimiento
posterior. Como se ha subrayado recientemente, es posible que pudiera haber un
aumento de los síntomas siguiendo una reducción de la dosis (70), pero puede
esperarse que estos síntomas decaigan con el tiempo, a medida que las
adaptaciones subyacentes se revierten (aunque esto puede tomas semanas e
inclusive meses); puede ser necesario incrementar el apoyo psicosocial
necesario para manejar este periodo si los riesgos fueran manejables (70,103). </p>
<p class="MsoNormal">Un ejemplo de régimen de reducción de dosis de haloperidol,
tomando en cuenta la facilidad de administración y la ocupación D2, podría ser
una reducción de la dosis de 4 a 3 a 2 a 1,5 a 0,75 a 0,5 a 0,375 a 0,25 a
0,125 a 0,06 a 0mg, necesitando fracciones de comprimidos y formulaciones
líquidas para las dosis menores (figura 2 y tablas 3 y 4). El tamaño de las
reducciones puede ser menor o el tiempo entre dosis aumentarse si los pacientes
experimentan un aumento significativo de los síntomas. Puede ser aconsejable
mantener la dosis por un periodo de tiempo prolongado o incrementar hasta la
dosis previamente tolerada si el paciente experimenta síntomas significativos;
posteriormente algunos pueden ser capaces de tolerar reducciones más lentas o
más graduales. En la tabla 4 se muestran regímenes similares para otros
antipsicóticos (con detalles adicionales en el material suplementario). Una de
las principales barreras a la reducción de dosis farmacológicamente informada es
la dificultad para lograr dosis intermedias entre las formas farmacéuticas
normalmente disponibles y las dosis verdaderamente pequeñas sugeridas al final
del proceso de desescalada (véase el comentario y tabla adicional 1 incorporados
por el traductor, referente a la posibilidad de fraccionamiento de los medicamentos
antipsicóticos orales disponibles en España), y las “tiras de desescalada”
desarrolladas en Holanda son otra opción, proporcionando pequeñas formulaciones
de comprimidos que pueden combinarse para facilitar una amplia variedad de dosis
para realizar una reducción progresiva (104).</p>
<p class="MsoNormal">Los medicamentos inyectables de depósito proporcionan una
opción útil de desescalada, ya que sus prolongadas vidas de hemieliminación presentan
una forma de incorporada de desescalada (tabla S3 suplementaria). Por ejemplo,
la paliperidona trimestral de depósito toma 52 semanas para alcanzar el estado
estacionario y puede ser desescalada a lo largo de 3 años con reducciones
anuales de dosis equivalentes a aproximadamente el 30% de la ocupación D2
(equivalente a la reducción de 10 puntos porcentuales de ocupación D2 cada 4
meses), con lo que el tiempo empleado en alcanzar el estado estacionario
proporciona el tiempo para la adaptación neuronal. Para la dosificación final
pueden ser necesarias cantidades muy pequeñas del depot (por ejemplo, 90mg,
equivalente a una ocupación D2 del 30%) (véase el comentario y tabla adicional
2, añadidos por el traductor, sobre la posibilidad real de desescalada con
antipsicóticos inyectables de depósito en el mercado farmacéutico español).</p>
<p class="MsoNormal">Para fármacos con vida de hemieliminación corta o con
característica “salida rápida”, como clozapina o quetiapina (tabla
suplementaria S12) (105), con reputación de rápida aparición de psicosis tras
la retirada, se requiere mayor precaución y pueden ser necesarias reducciones
de dosis correspondientes a 2,5-5 puntos porcentuales de ocupación D2 (o
colinérgicos o histaminérgicos) cada 6-12 semanas, dependiendo de la respuesta
individual (véase el material suplementario). Hay evidencia reciente de que
fármacos como aripiprazol que son agonistas parciales de los receptores D2
tienen menor probabilidad de inducir hipersensibilidad dopaminérgica (como
evidencia tasas muy bajas de DT) (106) y, por tanto, pude ser menos probable
que cause recaída al interrumpirlo, como apoyan datos animales (107), pero esto
no ha sido aún examinado con estudios clínicos.</p>
<p class="MsoNormal">Limitaciones</p>
<p class="MsoNormal">Hay potenciales limitaciones a la interpretación de las
curvas dosis-respuesta procedentes de estudios de TEP. Primero, la variación
individual puede no haber sido capturada por los tamaños de muestra
relativamente pequeños (91). Sin embargo, la forma de la curva dosis-respuesta
(hipérbola) fue la misma para cada individuo (93), sugiriendo que el régimen
hiperbólico de reducción de dosis debe ser universalmente aplicable. Debe
notarse también que hay alguna heterogeneidad en el metaanálisis de estudios
TEP (91), lo que indica la probabilidad de diferencias interindividuales en la
ocupación de receptores para una dosis dada, lo que enfatiza la importancia de
una desescalada individual guiada por la respuesta del paciente a las reducciones.
</p>
<p class="MsoNormal">Segundo, es difícil determinar si la ocupación D2 se
corresponde linealmente con los efectos de la retirada. Hay un cuerpo de
evidencias que sugiere que es necesario un umbral mínimo de antagonismo D2
antes de ver un efecto clínico beneficioso o adverso (108); lo que puede
aplicarse también a los efectos de retirada. Sin embargo, un metaanálisis
reciente ha encontrado una relación hiperbólica continua entre dosis de
antipsicótico y respuesta clínica (109), reflejando la relación entre dosis y
ocupación D2. Un metaanálisis encontró evidencia de una relación lineal
positiva entre mejoría clínica y ocupación de los receptores D2 (cuando se
excluyeron los pacientes que toman quetiapina o clozapina, que se piensa que
actuaban por otros mecanismos distintos del antagonismo D2, y los valores
atípicos con bloqueo dopaminérgico muy elevado) (110). La evidencia de una
relación lineal entre antagonismo D2 y efecto terapéutico puede extenderse
hasta los efectos de retirada, pero requiere más investigación.</p>
<p class="MsoNormal">Tercero, aunque los principales efectos terapéuticos de los
antipsicóticos son atribuidos al antagonismo D2, también se consideran
relevantes otros receptores diana, incluyendo los 5HT2 y 5HT1A, y estos
receptores y otros tales como los receptores colinérgicos pueden también
determinar efectos de retirada (20). Por tanto, disminuir la dosis de acuerdo a
la afinidad de fijación a los subtipos de receptores distintos del D2<span style="mso-spacerun: yes;"> </span>(111) puede estar indicado con algunos
antipsicóticos. Esta limitación puede aplicarse particularmente a la clozapina
debido a que actúa parcialmente a través de vías no dopaminérgicas, y demuestra
la menor correlación, entre los antipsicóticos normalmente utilizados, entre
niveles plasmáticos y ocupación D2 (110,112). Sin embargo, los esquemas de
reducción de dosis utilizando curvas dosis-respuesta de receptores alternativos
deben seguir similares reducciones hiperbólicas debido a que estas relaciones también
siguen la ley de acción de masas. </p>
<p class="MsoNormal">Direcciones futura</p>
<p class="MsoNormal">Este artículo ofrece algunos principios farmacológicos que
pueden ayudar con la retirada de antipsicóticos. Anticipamos que estos regímenes
pueden reducir las recaídas durante y después de la interrupción. Como mínimo,
debe reconocerse que periodos de desescalada gradual de semanas hasta dosis de
medicación mínimas o mitad de las mínimas terapéuticas probablemente son
inadecuada para evitar síntomas de retirada, incluyendo recaídas tempranas. En
aquellos que hayan recibido antipsicóticos durante periodos prolongados, los
regímenes de desescalada gradual durante meses y años hasta porciones pequeñas
de dosis del fármaco son probablemente más efectivos. La hipótesis planteada en
este artículo debe ser examinada en ensayos de retirada gradual de
antipsicóticos, incluyendo lentos descensos hasta dosis finales bajas antes de
completar el cese, incluyendo el uso de preparaciones de depósito. Se requiere
el establecimiento de recomendaciones-formales que guíen la reducción de
antipsicóticos.</p>
<span face=""Calibri","sans-serif"" style="font-size: 11pt; line-height: 115%; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><br clear="all" style="break-before: page; mso-special-character: line-break; page-break-before: always;" />
</span>
<p class="MsoNormal"><o:p> </o:p></p>
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<p class="MsoNormal">103. Moncrieff J, Gupta S, Horowitz MA. Barriers to stopping
neuroleptic (antipsychotic) treatment in people with schizophrenia, psychosis
or bipolar disorder. Ther Adv Psychopharmacol. 2020;10:2045125320937910.</p>
<p class="MsoNormal">104. Groot PC, van Os J. Outcome of antidepressant drug
discontinuation with taperingstrips after 1-5 years. Ther Adv Psychopharmacol.
2020;10:2045125320954609.</p>
<p class="MsoNormal">105. Kapur S, Seeman P. Does fast dissociation from the
dopamine D2 receptor explain the action of atypical antipsychotics?: a new
hypothesis. Am J Psychiatry. 2001;158:360–369.</p>
<p class="MsoNormal">106. Carbon M, Kane JM, Leucht S, Correll CU. Tardive dyskinesia
risk with first- and second-generation antipsychotics in comparative randomized
controlled trials: a meta-analysis. World Psychiatry. 2018;17(3):330–340.</p>
<p class="MsoNormal">107. Tadokoro S, Okamura N, Sekine Y, Kanahara N, Hashimoto
K, Iyo M. Chronic treatment with aripiprazole prevents development of dopamine
supersensitivity and potentially supersensitivity psychosis. Schizophr Bull.
2012;38(5):1012–1020.</p>
<p class="MsoNormal">108. Kapur S, Zipursky R, Jones C, Remington G, Houle S.
Relationship between dopamine D(2) occupancy, clinical response, and side
effects: a double-blind PET study of firstepisode schizophrenia. Am J
Psychiatry. 2000;157(4):514–520.</p>
<p class="MsoNormal">109. Leucht S, Crippa A, Siafis S, Patel MX, Orsini N, Davis
JM. Dose-response meta-analysis of antipsychotic drugs for acute schizophrenia.
Am J Psychiatry. 2020;177(4):342–353.</p>
<p class="MsoNormal">110. Yilmaz Z, Zai CC, Hwang R, et al. Antipsychotics,
dopamine D₂ receptor occupancy and clinical improvement in schizophrenia: a
meta-analysis. Schizophr Res. 2012;140(1-3):214–220.</p>
<p class="MsoNormal">111. Mauri MC, Paletta S, Maffini M, et al. Clinical
pharmacology of atypical antipsychotics: an update. EXCLI J. 2014;13:1163–1191.</p>
<p class="MsoNormal">112. Uchida H, Takeuchi H, Graff-Guerrero A, Suzuki T,
Watanabe K, Mamo DC. Predicting dopamine D₂ receptor occupancy from plasma
levels of antipsychotic drugs: a systematic review and pooled analysis. J Clin
Psychopharmacol. 2011;31(3):318–325.</p>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal"><o:p> </o:p></p>
<span face=""Calibri","sans-serif"" style="font-size: 11pt; line-height: 115%; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><br clear="all" style="break-before: page; mso-special-character: line-break; page-break-before: always;" />
</span>
<p class="MsoNormal"><o:p> </o:p></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-table-layout-alt: fixed; mso-yfti-tbllook: 1184; width: 598px;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 160.45pt;" valign="top" width="214">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 8pt;">Síntomas
colinérgicos de retirada</span></b><span style="font-size: 8pt;">.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 8pt;">Agitación, insomnio, ansiedad o
depresión. Mareos, cefalea, taquicardia. Náuseas, vómitos, salivación. Diarrea,
calambre abdominal. Temblor, parkinsonismo, inquietud. Mialgia, rigidez,
parestesias. Miedo, alucinaciones. Confusión o desorientación. Hipotermia,
sudoración</span></p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 11.8pt;" valign="top" width="16">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><o:p> </o:p></p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 121.35pt;" valign="top" width="162">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 8pt;">Síntomas
dopaminérgicos de retirada – nigroestriales.<o:p></o:p></span></b></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 8pt;">Discinesia de retirada. Parkinsonismo.
Síndrome neuroléptico maligno. Acatisia.<o:p></o:p></span></p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 11.8pt;" valign="top" width="16">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><o:p> </o:p></p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 143.3pt;" valign="top" width="191">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 8pt;">Síntomas
serotonérgicos de retirada</span></b><span style="font-size: 8pt;">.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 8pt;"><span style="mso-spacerun: yes;"> </span>Síntomas gripales, sudoración o escalofríos.
Mareos, cefaleas o taquicardia. Parestesias, sensación de choque eléctrico,
Ansiedad, agitación, humor bajo. Insomnio, pesadillas. Náuseas, vómitos,
diarrea. Confusión, falta de concentración.<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 6.05pt; mso-yfti-irow: 1;">
<td style="border-top: none; border: 1pt solid black; height: 6.05pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 160.45pt;" valign="top" width="214">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><v:shapetype coordsize="21600,21600" filled="f" id="_x0000_t32" o:oned="t" o:spt="32" path="m,l21600,21600e">
<v:path arrowok="t" fillok="f" o:connecttype="none">
<o:lock shapetype="t" v:ext="edit">
</o:lock></v:path></v:shapetype><v:shape id="_x0000_s1027" o:connectortype="straight" style="flip: x y; height: 10.2pt; margin-left: 118.8pt; margin-top: 1.8pt; mso-position-horizontal-relative: text; mso-position-vertical-relative: text; position: absolute; width: 34.05pt; z-index: 2;" type="#_x0000_t32">
<v:stroke endarrow="block">
</v:stroke></v:shape><b style="mso-bidi-font-weight: normal;"><span style="font-size: 8pt;"><o:p></o:p></span></b></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 6.05pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 11.8pt;" valign="top" width="16">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><o:p> </o:p></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 6.05pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 121.35pt;" valign="top" width="162">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><v:shape id="_x0000_s1026" o:connectortype="straight" style="flip: y; height: 12.65pt; margin-left: 48.7pt; margin-top: -0.65pt; mso-position-horizontal-relative: text; mso-position-vertical-relative: text; position: absolute; width: 0px; z-index: 1;" type="#_x0000_t32">
<v:stroke endarrow="block">
</v:stroke></v:shape><b style="mso-bidi-font-weight: normal;"><span style="font-size: 8pt;"><o:p></o:p></span></b></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 6.05pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 11.8pt;" valign="top" width="16">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><o:p> </o:p></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 6.05pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 143.3pt;" valign="top" width="191">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><v:shape id="_x0000_s1028" o:connectortype="straight" style="flip: y; height: 10.2pt; margin-left: -3.2pt; margin-top: 1.8pt; mso-position-horizontal-relative: text; mso-position-vertical-relative: text; position: absolute; width: 33.1pt; z-index: 3;" type="#_x0000_t32">
<v:stroke endarrow="block">
</v:stroke></v:shape><b style="mso-bidi-font-weight: normal;"><span style="font-size: 8pt;"><o:p></o:p></span></b></p>
</td>
</tr>
<tr style="height: 20.4pt; mso-yfti-irow: 2;">
<td style="border-top: none; border: 1pt solid black; height: 20.4pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 160.45pt;" valign="top" width="214">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 8pt;"><o:p> </o:p></span></b></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 20.4pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 11.8pt;" valign="top" width="16">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><o:p> </o:p></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 20.4pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 121.35pt;" valign="top" width="162">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 8pt;">Síndrome por retirada de antipsicóticos<o:p></o:p></span></b></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 20.4pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 11.8pt;" valign="top" width="16">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><o:p> </o:p></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 20.4pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 143.3pt;" valign="top" width="191">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 8pt;"><o:p> </o:p></span></b></p>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 160.45pt;" valign="top" width="214">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><v:shape id="_x0000_s1029" o:connectortype="straight" style="flip: x; height: 9.9pt; margin-left: 118.8pt; margin-top: 0.7pt; mso-position-horizontal-relative: text; mso-position-vertical-relative: text; position: absolute; width: 34.05pt; z-index: 4;" type="#_x0000_t32">
<v:stroke endarrow="block">
</v:stroke></v:shape><b style="mso-bidi-font-weight: normal;"><span style="font-size: 8pt;"><o:p></o:p></span></b></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 11.8pt;" valign="top" width="16">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><o:p> </o:p></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 121.35pt;" valign="top" width="162">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><v:shape id="_x0000_s1031" o:connectortype="straight" style="height: 12.5pt; margin-left: 48.7pt; margin-top: 0.7pt; mso-position-horizontal-relative: text; mso-position-vertical-relative: text; position: absolute; width: 0px; z-index: 6;" type="#_x0000_t32">
<v:stroke endarrow="block">
</v:stroke></v:shape><b style="mso-bidi-font-weight: normal;"><span style="font-size: 8pt;"><o:p></o:p></span></b></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 11.8pt;" valign="top" width="16">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><o:p> </o:p></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 143.3pt;" valign="top" width="191">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><v:shape id="_x0000_s1030" o:connectortype="straight" style="height: 9.9pt; margin-left: -3.2pt; margin-top: 0.7pt; mso-position-horizontal-relative: text; mso-position-vertical-relative: text; position: absolute; width: 36.5pt; z-index: 5;" type="#_x0000_t32">
<v:stroke endarrow="block">
</v:stroke></v:shape><b style="mso-bidi-font-weight: normal;"><span style="font-size: 8pt;"><o:p></o:p></span></b></p>
</td>
</tr>
<tr style="mso-yfti-irow: 4; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 160.45pt;" valign="top" width="214">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 8pt;">Síntomas
de retirada histaminérgica</span></b><span style="font-size: 8pt;">.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 8pt;">Irritabilidad, insomnio, agitación.
Afecto deprimido. Pérdida de apetito o náuseas. Temblor, descoordinación.
Letargia o amnesia.<b style="mso-bidi-font-weight: normal;"><o:p></o:p></b></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 11.8pt;" valign="top" width="16">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><o:p> </o:p></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 121.35pt;" valign="top" width="162">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 8pt;">Síntomas
dopaminérgicos de retirada<span style="mso-spacerun: yes;"> </span>– mesolímbicos
o estriales</span></b><span style="font-size: 8pt;">.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 8pt;">Alucinaciones auditivas. Delirios
persecutorios. Otros síntomas psicológicos.<b style="mso-bidi-font-weight: normal;"><o:p></o:p></b></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 11.8pt;" valign="top" width="16">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><o:p> </o:p></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 143.3pt;" valign="top" width="191">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 8pt;">Síntomas
adrenérgicos de retirada</span></b><span style="font-size: 8pt;">.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 8pt;">Cefalea, ansiedad o agitación.
Hipertensión, taquicardia. Angina, palpitaciones. Riesgo de infarto de
miocardio. Presíncope, temblor. Sudoración.<b style="mso-bidi-font-weight: normal;"><o:p></o:p></b></span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal">Figura 1. Síntomas del síndrome de retirada antipsicótica,
adaptado de Chouinard y cols (23).</p>
<span face=""Calibri","sans-serif"" style="font-size: 11pt; line-height: 115%; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><br clear="all" style="break-before: page; mso-special-character: line-break; page-break-before: always;" />
</span>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal" style="margin-bottom: 0cm;">Tabla 1.
Estudios de casos que informan de síntomas psicóticos tras el cese abrupto de
antagonistas dopaminérgicos prescritos por razones diferentes del tratamiento
de psicosis en pacientes sin historia de síntomas primarios de psicosis.</p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 62.1pt;" valign="top" width="83">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 9pt;">Estudio<o:p></o:p></span></b></p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 3cm;" valign="top" width="113">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 9pt;">Sujetos<o:p></o:p></span></b></p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 4cm;" valign="top" width="151">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 9pt;">Fármaco,
dosis y duración<o:p></o:p></span></b></p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 212.65pt;" valign="top" width="284">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 9pt;">Descripción
de la psicopatología tras el cese de la medicación.<o:p></o:p></span></b></p>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 62.1pt;" valign="top" width="83">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Kent y Wilber (50)<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 3cm;" valign="top" width="113">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Mujeres sin historia psiquiátrica<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 4cm;" valign="top" width="151">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Reserpina (agente depletor de dopamina)
para hipertensión durante 20 años<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 212.65pt;" valign="top" width="284">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Euforia, alucinaciones visuales,
hiperactividad y habla apresurada. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Solo cesaron al recomenzar e
tratamiento con reserpina<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 62.1pt;" valign="top" width="83">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Witschy y cols (51)<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 3cm;" valign="top" width="113">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">26 varón con TABP y PIF breve, sin
otros síntomas psicóticos<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 4cm;" valign="top" width="151">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Flufenazina para psicosis aguda
inducida por fármacos<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 212.65pt;" valign="top" width="284">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Paranoia, pensamientos desconectados y
sensación de disgregación personal. Distinto de cualquier experiencia previa.
Cesan al reiniciar flufenazina (no recurrió cuando la medicación fue reducida
gradualmente durante varios meses)<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 62.1pt;" valign="top" width="83">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Steiner y cols (52)<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 3cm;" valign="top" width="113">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">5 pacientes con TABP sin síntomas psicóticos<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 4cm;" valign="top" width="151">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Antipsicóticos de primera generación
utilizados como estabilizadores del ánimo durante2-8 años<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 212.65pt;" valign="top" width="284">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Delirio paranoide, alucinaciones
auditivas y visuales, irritabilidad, insomnio, disforia y pobre
concentración. Ninguno de estos síntomas habían estado presentes antes de
utilizar antipsicóticos<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 62.1pt;" valign="top" width="83">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Lu y cols (47)<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 3cm;" valign="top" width="113">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">2 varones sin historia psiquiátrica<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 4cm;" valign="top" width="151">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Metoclopramida por quejas
gastrointestinales durante 3-6 meses<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 212.65pt;" valign="top" width="284">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Alucinaciones auditivas, delirio
persecutorio, ideas de referencia, 12h y 3 días después del cese brusco.<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 62.1pt;" valign="top" width="83">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Roy-Desruisseaux y cols, (44)<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 3cm;" valign="top" width="113">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Mujeres ancianas con demencia pero sin
historia de salud mental<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 4cm;" valign="top" width="151">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Domperidona por reflujo gastroesofágico
durante 10 años<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 212.65pt;" valign="top" width="284">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Delirios de Capgras y persecutorio, pensamiento
formalmente desorganizado, suicida (sin evidencia de delirium). Respondió a
risperidona<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 62.1pt;" valign="top" width="83">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Jacob y cols. (45)<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 3cm;" valign="top" width="113">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">17 años mujer con depresión y desregulación
emocional pero sin historia de síntomas psicóticos.<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 4cm;" valign="top" width="151">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Ziprasidona para la desregulación
emocional durante 2 años.<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 212.65pt;" valign="top" width="284">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">La paciente experimentó alucinaciones táctiles
y visuales (insectos moviendo sobre ellas) después de acabar su prescripción.
Los síntomas revirtieron a las <span style="mso-spacerun: yes;"> </span>24h de recomenzar
ziprasidona.<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 62.1pt;" valign="top" width="83">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Bastiampillai y cols. (53)<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 3cm;" valign="top" width="113">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">28 años, varón, con retraso mental
moderado pero sin historia de síntomas psicóticos.<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 4cm;" valign="top" width="151">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Tioridazina para el manejo conductual
durante 15 años.<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 212.65pt;" valign="top" width="284">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Cuando tioridazina se cambió a
risperidona, el paciente experimentó delirios persecutorios y alucinaciones auditivas
por primera vez en su vida.<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 62.1pt;" valign="top" width="83">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Seeman(46)<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 3cm;" valign="top" width="113">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Mujer, abogado, sin historia de
síntomas psiquiátricos.<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 4cm;" valign="top" width="151">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Domperidona para estimulación de la
producción mamaria durante 10 meses.<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 212.65pt;" valign="top" width="284">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Acatisia, ansiedad grave, depresión,
delirio nihilista (“podrida por dentro”), problemas cognitivos y de memoria.
Conducta desorganizada, amotivada, suicida, <o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 9; mso-yfti-lastrow: yes;">
<td colspan="4" style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 473.2pt;" valign="top" width="631">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">AP, antipsicótico; TABP, trastorno afectivo
bipolar; PIF, psicosis inducida por fármacos<o:p></o:p></span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal"><o:p> </o:p></p>
<span face=""Calibri","sans-serif"" style="font-size: 11pt; line-height: 115%; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><br clear="all" style="break-before: page; mso-special-character: line-break; page-break-before: always;" />
</span>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal" style="margin-bottom: 0cm;">Tabla 2
Ensayos controlados aleatorizados que examinan grupos de discontinuación (DS)
vs grupos en mantenimiento (MT) (N.s.= diferencia no significativa; N/A = no
disponible).</p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-table-layout-alt: fixed; mso-yfti-tbllook: 1184;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 90.45pt;" valign="top" width="121">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 9pt;">Estudio<o:p></o:p></span></b></p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 3cm;" valign="top" width="113">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 9pt;">Sujetos<o:p></o:p></span></b></p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 78pt;" valign="top" width="104">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 9pt;">Periodo de reducción (semanas)<o:p></o:p></span></b></p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 70.85pt;" valign="top" width="94">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 9pt;">Menor dosis antes de completar el cese (mg
equivalentes de haloperidol*)<o:p></o:p></span></b></p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 62.6pt;" valign="top" width="83">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 9pt;">Periodo de seguimiento (años)<o:p></o:p></span></b></p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 49.05pt;" valign="top" width="65">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 9pt;">Diferencia en tasa de recaída DS vs MT <o:p></o:p></span></b></p>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 90.45pt;" valign="top" width="121">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Kane y cols (88)<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 3cm;" valign="top" width="113">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">28; MT=11,
DS=17<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 78pt;" valign="top" width="104">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">0 (algún
IM)<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 70.85pt;" valign="top" width="94">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">5–20<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 62.6pt;" valign="top" width="83">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">1<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 49.05pt;" valign="top" width="65">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">41%<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 90.45pt;" valign="top" width="121">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Crow y cols (89)<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 3cm;" valign="top" width="113">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">120;
MT=54, DS=66<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 78pt;" valign="top" width="104">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">4<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 70.85pt;" valign="top" width="94">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">>1.5<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 62.6pt;" valign="top" width="83">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">2<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 49.05pt;" valign="top" width="65">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">18%<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 90.45pt;" valign="top" width="121">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">McCreadie y cols (90)<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 3cm;" valign="top" width="113">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">15; MT=8,
DS=7<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 78pt;" valign="top" width="104">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">0<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 70.85pt;" valign="top" width="94">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">18,8<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 62.6pt;" valign="top" width="83">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">1<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 49.05pt;" valign="top" width="65">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">57%<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 90.45pt;" valign="top" width="121">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Wunderink<span style="mso-spacerun: yes;"> </span>y cols (61)<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 3cm;" valign="top" width="113">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">103; MT=51,
DS=52<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 78pt;" valign="top" width="104">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">descensos
guiado por la gravedad de los síntomas y las preferencias de los pacientes<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 70.85pt;" valign="top" width="94">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">N/A<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 62.6pt;" valign="top" width="83">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">2<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 49.05pt;" valign="top" width="65">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">22%<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 90.45pt;" valign="top" width="121">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Chen y cols (59)<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 3cm;" valign="top" width="113">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">178: MT=89,
DS=89<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 78pt;" valign="top" width="104">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">4-6<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 70.85pt;" valign="top" width="94">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">2,5<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 62.6pt;" valign="top" width="83">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">1<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 49.05pt;" valign="top" width="65">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">33%<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 90.45pt;" valign="top" width="121">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Boonstra y cols (86)<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 3cm;" valign="top" width="113">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">20; MT=9,
DS=11<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 78pt;" valign="top" width="104">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">6-12<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 70.85pt;" valign="top" width="94">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">1-3<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 62.6pt;" valign="top" width="83">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">2<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 49.05pt;" valign="top" width="65">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">46%<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 90.45pt;" valign="top" width="121">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Gaebel y cols (87)<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 3cm;" valign="top" width="113">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">44;
MT=23, DS=21<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 78pt;" valign="top" width="104">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">3-17
(mediana 10)<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 70.85pt;" valign="top" width="94">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">1<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 62.6pt;" valign="top" width="83">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">1<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 49.05pt;" valign="top" width="65">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">19%<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 90.45pt;" valign="top" width="121">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Wunderink y cols (57)<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 3cm;" valign="top" width="113">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">103; MT=51,
DS=52<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 78pt;" valign="top" width="104">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">descensos
guiado por la gravedad de los síntomas y las preferencias de los pacientes<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 70.85pt;" valign="top" width="94">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">N/A<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 62.6pt;" valign="top" width="83">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">7<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 49.05pt;" valign="top" width="65">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">-7,1%<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 9;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 90.45pt;" valign="top" width="121">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Landolt y cols (85)<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 3cm;" width="113">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">325; M =274, DS=51<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 78pt;" valign="top" width="104">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">10–40
(mediana 23.6)<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 70.85pt;" valign="top" width="94">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">N/A<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 62.6pt;" valign="top" width="83">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">1<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 49.05pt;" valign="top" width="65">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">0,6<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 10;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 90.45pt;" valign="top" width="121">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Mayoral-van Son (58)<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 3cm;" valign="top" width="113">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">46; MT=24,
DS=22<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 78pt;" valign="top" width="104">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">A
discreción del médico<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 70.85pt;" valign="top" width="94">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">N/A<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 62.6pt;" valign="top" width="83">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">3<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 49.05pt;" valign="top" width="65">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">35,6%<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 11;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 90.45pt;" valign="top" width="121">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">Steingard 2018 (74)<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 3cm;" valign="top" width="113">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">58;
MT=26, DS=32<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 78pt;" valign="top" width="104">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">Meses/años<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 70.85pt;" valign="top" width="94">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">N/A<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 62.6pt;" valign="top" width="83">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">5<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 49.05pt;" valign="top" width="65">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 9pt;">15,1%
(n.s.)<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 12; mso-yfti-lastrow: yes;">
<td colspan="6" style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 436pt;" width="581">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="font-size: 9pt;">*Dosis equivalente calculada empleando
las guías de prescripción Maudsley (73)<o:p></o:p></span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal"><o:p> </o:p></p>
<span face=""Calibri","sans-serif"" style="font-size: 11pt; line-height: 115%; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhxacqe8V7ayx_lHY2fxKd0K9BBPR8AusN1BSx-_RvLlS41mR-vIfQNsrMS1IHashN8mv2UOFsDKJjqRxjLL5_vVljVNae7k60_SuJ3IL5v7SN0bDJ0RH4fIustVjbr065KtW5QiKcZwTE-0lAx8dJNR62Udf6fVr6ghF81xs08mbaz5m_LRPncxjQzAg" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="571" data-original-width="1013" height="359" src="https://blogger.googleusercontent.com/img/a/AVvXsEhxacqe8V7ayx_lHY2fxKd0K9BBPR8AusN1BSx-_RvLlS41mR-vIfQNsrMS1IHashN8mv2UOFsDKJjqRxjLL5_vVljVNae7k60_SuJ3IL5v7SN0bDJ0RH4fIustVjbr065KtW5QiKcZwTE-0lAx8dJNR62Udf6fVr6ghF81xs08mbaz5m_LRPncxjQzAg=w637-h359" width="637" /></a></div><br /><br clear="all" style="break-before: page; mso-special-character: line-break; page-break-before: always;" />
</span>
<p class="MsoNormal"><br /></p>
<p class="MsoNormal"><span style="mso-fareast-language: ES; mso-no-proof: yes;"><v:shapetype coordsize="21600,21600" filled="f" id="_x0000_t75" o:preferrelative="t" o:spt="75" path="m@4@5l@4@11@9@11@9@5xe" stroked="f">
<v:stroke joinstyle="miter">
<v:formulas>
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<v:path gradientshapeok="t" o:connecttype="rect" o:extrusionok="f">
<o:lock aspectratio="t" v:ext="edit">
</o:lock></v:path></v:stroke></v:shapetype><v:shape alt="curva dosis ocupacion recpetor.png" id="_x0031__x0020_Imagen" o:spid="_x0000_i1026" style="height: 272.25pt; mso-wrap-style: square; visibility: visible; width: 483.75pt;" type="#_x0000_t75">
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<p class="MsoNormal">Figura 2. Efecto no lineal o hiperbólico de las reducciones
de la dosis de antipsicótico sobre la ocupación del receptor D2. A: Relación
entre dosis de haloperidol y % de ocupación del receptor D2 en TEP, adaptada a
partir de la ecuación para la línea de mejor ajuste en Lako y cols (91).B:
Reducciones lineales de la dosis de haloperidol producen cambios hiperbólicos
progresivamente crecientes en la ocupación D2, el mayor, de 55,7 puntos
porcentuales de ocupación D2, se produce cuando la dosis de se reduce de 1mg a
0. C: El descenso hiperbólico de dosis de haloperidol se corresponde con
reducciones lineales en la ocupación dopaminérgica D2 (en este caso, un
intervalo de 20 puntos porcentuales de ocupación D2). Las dosis en este caso
corresponden a 4,4mg (80% de ocupación D2), 1,2mg (60% de ocupación D2) y
0,18mg (20% de ocupación D2).</p>
<p class="MsoNormal"><span style="font-size: 9pt; line-height: 115%;">TEP
=Tomografía de Emisión de Positrones.<o:p></o:p></span></p>
<span face=""Calibri","sans-serif"" style="font-size: 11pt; line-height: 115%; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><br clear="all" style="break-before: page; mso-special-character: line-break; page-break-before: always;" />
</span>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal">Tabla 3. Relación entre la dosis de haloperidol y la ocupación
D2. A: dosis de haloperidol usadas comúnmente y su ocupación D2, derivada de la
ecuación Emax (91). B: Dosis de haloperidol correspondientes a 10 puntos
porcentuales de descenso de la ocupación D2 desde el 90% de ocupación. </p>
<p class="MsoNormal">A </p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 140.1pt;" valign="top" width="187">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Dosis de haloperidol (mg)</p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 99.2pt;" valign="top" width="132">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">% de ocupación D2</p>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 140.1pt;" valign="top" width="187">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">10</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.2pt;" valign="top" width="132">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">86,3</p>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 140.1pt;" valign="top" width="187">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">8</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.2pt;" valign="top" width="132">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">85,0</p>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 140.1pt;" valign="top" width="187">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">6</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.2pt;" valign="top" width="132">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">82,9</p>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 140.1pt;" valign="top" width="187">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">4</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.2pt;" valign="top" width="132">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">79,0</p>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 140.1pt;" valign="top" width="187">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">3</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.2pt;" valign="top" width="132">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">75,5</p>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 140.1pt;" valign="top" width="187">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">2</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.2pt;" valign="top" width="132">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">69,4</p>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 140.1pt;" valign="top" width="187">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">1</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.2pt;" valign="top" width="132">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">55,7</p>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 140.1pt;" valign="top" width="187">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">0,5</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.2pt;" valign="top" width="132">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">40,0</p>
</td>
</tr>
<tr style="mso-yfti-irow: 9;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 140.1pt;" valign="top" width="187">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">0,25<o:p></o:p></i></b></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.2pt;" valign="top" width="132">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">25,5<o:p></o:p></i></b></p>
</td>
</tr>
<tr style="mso-yfti-irow: 10; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 140.1pt;" valign="top" width="187">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">0</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.2pt;" valign="top" width="132">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">0</p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal">B </p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 140.1pt;" valign="top" width="187">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Dosis de haloperidol (mg)</p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 99.2pt;" valign="top" width="132">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">% de ocupación D2</p>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 140.1pt;" valign="top" width="187">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">30,8</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.2pt;" valign="top" width="132">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">90</p>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 140.1pt;" valign="top" width="187">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">4,4</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.2pt;" valign="top" width="132">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">80</p>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 140.1pt;" valign="top" width="187">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">2,1</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.2pt;" valign="top" width="132">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">70</p>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 140.1pt;" valign="top" width="187">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">1,2</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.2pt;" valign="top" width="132">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">60</p>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 140.1pt;" valign="top" width="187">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">0,78</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.2pt;" valign="top" width="132">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">50</p>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 140.1pt;" valign="top" width="187">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">0,5</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.2pt;" valign="top" width="132">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">40</p>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 140.1pt;" valign="top" width="187">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">0,32</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.2pt;" valign="top" width="132">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">30</p>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 140.1pt;" valign="top" width="187">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">0,18</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.2pt;" valign="top" width="132">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">20</p>
</td>
</tr>
<tr style="mso-yfti-irow: 9;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 140.1pt;" valign="top" width="187">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">0,08<o:p></o:p></i></b></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.2pt;" valign="top" width="132">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">10<o:p></o:p></i></b></p>
</td>
</tr>
<tr style="mso-yfti-irow: 10; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 140.1pt;" valign="top" width="187">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">0,0</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.2pt;" valign="top" width="132">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">0</p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal">Merece destacarse que hay una caída de 25 puntos
porcentuales en ocupación D2 cuando los últimos 0,25mg de haloperidol son
suprimidos y compararlo con la caída de 10 puntos porcentuales en la ocupación cuando
se suprimen los últimos 0,08mg (con negrita y en cursiva para destacarlo)</p>
<span face=""Calibri","sans-serif"" style="font-size: 11pt; line-height: 115%; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><br clear="all" style="break-before: page; mso-special-character: line-break; page-break-before: always;" />
</span>
<p class="MsoNormal"><o:p> </o:p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjpx7Pxm_uxHRrMta58bGad4wnmi-qRrXM5kgQk-NdvxmtNtKnL3Gu8FtIgBJAM_9L75BFyE0UtwfH1pOcHNbXDNoNJBhbrBxJRO2YzcOw9tqyqufRZ5SMvI9cFgHKaf8nSB4B3lZ2lLrHfPcDQXq_YuhpDf_KrxprQnuGulcDYB3gNsql4pj_IC5OV4g" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="757" data-original-width="990" height="500" src="https://blogger.googleusercontent.com/img/a/AVvXsEjpx7Pxm_uxHRrMta58bGad4wnmi-qRrXM5kgQk-NdvxmtNtKnL3Gu8FtIgBJAM_9L75BFyE0UtwfH1pOcHNbXDNoNJBhbrBxJRO2YzcOw9tqyqufRZ5SMvI9cFgHKaf8nSB4B3lZ2lLrHfPcDQXq_YuhpDf_KrxprQnuGulcDYB3gNsql4pj_IC5OV4g=w654-h500" width="654" /></a></div><br /><p></p>
<p class="MsoNormal"><span style="mso-fareast-language: ES; mso-no-proof: yes;"><v:shape alt="oupacion D2 sensibilizacion.png" id="_x0032__x0020_Imagen" o:spid="_x0000_i1025" style="height: 361.5pt; mso-wrap-style: square; visibility: visible; width: 473.25pt;" type="#_x0000_t75">
<v:imagedata o:title="oupacion D2 sensibilizacion" src="file:///C:\Users\Equipo\AppData\Local\Temp\msohtmlclip1\01\clip_image002.png">
</v:imagedata></v:shape></span></p>
<p class="MsoNormal">Figura 3. Representación teórica de una reducción brusca vs
gradual de la dosis de antipsicótico. A: Esquizofrenia no tratada representada
por receptores pos sinápticos D2 (círculos vacios). El antipsicótico causa
bloqueo del receptor D2 (círculos llenos). Se hipotetiza que el tratamiento
crónico causa regulación al alza de los receptores D2. B: El cese abrupto del
antipsicótico causa un gran incremento de trasmisión dopaminérgica en receptores
D2 sensibilizados, posiblemente asociada con un incremento de recaídas. C(i):
La reducción gradual de la dosis de antipsicótico conduce a crecientes aumentos
en la trasmisión dopaminérgica, posiblemente asociados con pequeños aumentos en
el riesgo de recaída o aumento temporal de los síntomas. Con el tiempo (probablemente
meses o años) la regulación al alza comience a revertirse. C(ii) – (iV): La
reducción gradual de las dosis se repite. Nótese que el marco temporal indicado
es teórico y está basado en unos pocos estudios pequeños (95,100).</p>
<span face=""Calibri","sans-serif"" style="font-size: 11pt; line-height: 115%; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><br clear="all" style="break-before: page; mso-special-character: line-break; page-break-before: always;" />
</span>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal" style="margin-bottom: 0cm;">Tabla 4. Reducción
progresiva de dosis (mg) de 6 antipsicóticos, basada farmacológicamente.</p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 61.7pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Paso</p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">haloperidol</p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">risperidona</p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">olanzapina</p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">clozapina</p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Quetiapina</p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">amisulpirida</p>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.7pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">1</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">4,0</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">4,0</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">7,5</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">300</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">300</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">400</p>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.7pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">2</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">2,0</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">2,5</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">5,9</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">210</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">240</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">270</p>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.7pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">3</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">1,3</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">1,7</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">4,6</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">150</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">200</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">190</p>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.7pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">4</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">0.85</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">1,2</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">3,6</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">110</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">160</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">140</p>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.7pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">5</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">0,60</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">0,85</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">2,7</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">80</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">120</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">95</p>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.7pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">6</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">0,40</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">0.60</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">2,0</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">55</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">90</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">70</p>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.7pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">7</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">0,25</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">0,40</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">1,4</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">40</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">67</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">45</p>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.7pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">8</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">0,15</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">0,25</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">0,9</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">25</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">40</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">25</p>
</td>
</tr>
<tr style="mso-yfti-irow: 9;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.7pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">9</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">0,05</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">0,10</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">0,4</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">10</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">20</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">10</p>
</td>
</tr>
<tr style="mso-yfti-irow: 10; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.7pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">10</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">0</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">0</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">0</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">0</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">0</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 61.75pt;" valign="top" width="82">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">0</p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal" style="margin-top: 12pt;">La dosis de inicio para cada
antipsicótico representa la menor dosis recomendada para múltiples episodios de
psicosis, de acuerdo con la guía de prescripción Maudsley (en el caso de
clozapina se han seleccionado basándonos en los regímenes usuales de
dosificación) (73). Los pasos bajo cada fármaco representan 9 reducciones
igualmente espaciadas basadas en la ocupación D2 hasta llegar a la ocupación del
0% (nótese que a causa de que la ocupación D2 de dosis mínima efectiva no es la
misma para todos los antipsicóticos, los intervalos no están igualmente espaciados
en los diferentes antipsicóticos). Se presenta la ocupación D2 basándonos en el
mejor ajuste de la ecuación Emax derivada del metaanálisis de exploraciones por
TEP de antipsicóticos de 6 fármacos para los cuales el R2 de la ecuación de
mejor ajuste explica al menos el 30%de la variabilidad de los datos (91). Las
dosis se han redondeado a 2 cifras significativas, con la última cifra
significativa redondeada a 0 ó 5 para simplificar. Algunos sujetos pueden requerir
pasos intermedios entre los valores mostrados, ya que estas reducciones pueden
ser mayores que las que toleren fácilmente, aunque otros pueden ser capaces de
tolerar reducciones mayores. La velocidad de reducción debe adaptarse a la
capacidad del paciente para tolerarlas.</p>
<span face=""Calibri","sans-serif"" style="font-size: 11pt; line-height: 115%; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><br clear="all" style="break-before: page; mso-special-character: line-break; page-break-before: always;" />
</span>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal"><u>Material suplementario<o:p></o:p></u></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 133pt;" valign="top" width="177">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">Referencias</p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 99.2pt;" valign="top" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">Número de pacientes</p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 94.8pt;" valign="top" width="126">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">Recuperación (%)</p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 109pt;" valign="top" width="145">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">Periodo de seguimiento (meses)</p>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 133pt;" valign="top" width="177">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">Paulson (1968)</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.2pt;" valign="top" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">33</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 94.8pt;" valign="top" width="126">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">0</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 109pt;" valign="top" width="145">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">3</p>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 133pt;" valign="top" width="177">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">Hershon et al. (1972)</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.2pt;" valign="top" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">23</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 94.8pt;" valign="top" width="126">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">0</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 109pt;" valign="top" width="145">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">4</p>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 133pt;" valign="top" width="177">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">Edwards (1970)</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.2pt;" valign="top" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">19</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 94.8pt;" valign="top" width="126">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">5</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 109pt;" valign="top" width="145">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">12</p>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 133pt;" valign="top" width="177">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">Crane (1970)</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.2pt;" valign="top" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">39</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 94.8pt;" valign="top" width="126">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">8</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 109pt;" valign="top" width="145">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">6-24</p>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 133pt;" valign="top" width="177">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">Itoh and Yagi (1979)</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.2pt;" valign="top" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">19</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 94.8pt;" valign="top" width="126">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">10</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 109pt;" valign="top" width="145">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">3</p>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 133pt;" valign="top" width="177">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">Degwitz (1969)</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.2pt;" valign="top" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">273</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 94.8pt;" valign="top" width="126">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">19</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 109pt;" valign="top" width="145">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">7-10</p>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 133pt;" valign="top" width="177">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">Uhrbrand y Faurbye (1960)</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.2pt;" valign="top" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">17</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 94.8pt;" valign="top" width="126">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">35</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 109pt;" valign="top" width="145">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">4-22</p>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 133pt;" valign="top" width="177">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">Yagi et al. (1976)</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.2pt;" valign="top" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">19</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 94.8pt;" valign="top" width="126">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">53</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 109pt;" valign="top" width="145">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">12-24</p>
</td>
</tr>
<tr style="mso-yfti-irow: 9;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 133pt;" valign="top" width="177">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">Jeste et al. (1979)</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.2pt;" valign="top" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">21</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 94.8pt;" valign="top" width="126">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">57</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 109pt;" valign="top" width="145">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">13</p>
</td>
</tr>
<tr style="mso-yfti-irow: 10;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 133pt;" valign="top" width="177">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">Itoh and Yagi (1979)</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.2pt;" valign="top" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">14</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 94.8pt;" valign="top" width="126">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">64</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 109pt;" valign="top" width="145">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">60</p>
</td>
</tr>
<tr style="mso-yfti-irow: 11; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 133pt;" valign="top" width="177">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">Quitkin et al. (1977)</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.2pt;" valign="top" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">12</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 94.8pt;" valign="top" width="126">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">92</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 109pt;" valign="top" width="145">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">1-24</p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal" style="margin-bottom: 0cm;">Tabla S1 –
Reversión de la discinesia tardía tras cesar la toma de antipsicóticos y su
relación con el periodo de seguimiento. Los estudios se han ordenado por orden
creciente del porcentaje de recuperación. Nótese la relación con un periodo
creciente de seguimiento Adaptado de Marsen (1985) (1).</p>
<p class="MsoNormal"><o:p> </o:p></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-border-insideh: .5pt solid windowtext; mso-border-insidev: .5pt solid windowtext; mso-padding-alt: 0cm 1.8pt 0cm 1.8pt; mso-table-layout-alt: fixed; mso-yfti-tbllook: 1184; width: 626px;">
<tbody><tr style="height: 45.9pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: 1pt solid windowtext; height: 45.9pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 164.85pt;" valign="top" width="220">
<p align="center" class="tabcolh" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none; text-align: center;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; font-weight: normal; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">Fármaco<o:p></o:p></span></p>
</td>
<td style="border-left: none; border: 1pt solid windowtext; height: 45.9pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 99.2pt;" valign="top" width="132">
<p align="center" class="tabcolh" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none; text-align: center;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; font-weight: normal; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">Nombre comercial en España<o:p></o:p></span></p>
</td>
<td style="border-left: none; border: 1pt solid windowtext; height: 45.9pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 49.6pt;" valign="top" width="66">
<p align="center" class="MsoNormal" style="text-align: center;">Tiempo para el pico
(días)</p>
</td>
<td style="border-left: none; border: 1pt solid windowtext; height: 45.9pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 3cm;" valign="top" width="113">
<p align="center" class="MsoNormal" style="text-align: center;">Vida de
hemieliminación (días)</p>
</td>
<td style="border-left: none; border: 1pt solid windowtext; height: 45.9pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 70.9pt;" valign="top" width="95">
<p align="center" class="tabcolh" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none; text-align: center;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; font-weight: normal; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">Tiempo hasta el estado estacionario
(semanas)<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 20.9pt; mso-yfti-irow: 1;">
<td style="border-top: none; border: 1pt solid windowtext; height: 20.9pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 164.85pt;" valign="top" width="220">
<p class="tabra" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">Aripiprazol<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; height: 20.9pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 99.2pt;" valign="top" width="132">
<p align="center" class="tabra" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none; text-align: center;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">Abilify Maintena<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; height: 20.9pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 49.6pt;" valign="top" width="66">
<p align="center" class="tabra" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none; text-align: center;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">7<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; height: 20.9pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 3cm;" valign="top" width="113">
<p align="center" class="tabra" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none; text-align: center;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">30-46<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; height: 20.9pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 70.9pt;" valign="top" width="95">
<p align="center" class="tabt" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none; text-align: center;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">20<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 21.95pt; mso-yfti-irow: 2;">
<td style="border-top: none; border: 1pt solid windowtext; height: 21.95pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 164.85pt;" valign="top" width="220">
<p class="tabra" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">Aripiprazol lauroxil<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; height: 21.95pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 99.2pt;" valign="top" width="132">
<p align="center" class="tabra" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none; text-align: center;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">Aristada *</span><span style="mso-ansi-language: ES;"><o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; height: 21.95pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 49.6pt;" valign="top" width="66">
<p align="center" class="tabra" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none; text-align: center;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">44-50<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; height: 21.95pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 3cm;" valign="top" width="113">
<p align="center" class="tabra" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none; text-align: center;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">30<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; height: 21.95pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 70.9pt;" valign="top" width="95">
<p align="center" class="tabt" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none; text-align: center;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">16<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 21.95pt; mso-yfti-irow: 3;">
<td style="border-top: none; border: 1pt solid windowtext; height: 21.95pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 164.85pt;" valign="top" width="220">
<p class="tabra" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">Flupentixol decanoato<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; height: 21.95pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 99.2pt;" valign="top" width="132">
<p align="center" class="tabra" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none; text-align: center;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">Depixol *<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; height: 21.95pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 49.6pt;" valign="top" width="66">
<p align="center" class="tabra" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none; text-align: center;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">7<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; height: 21.95pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 3cm;" valign="top" width="113">
<p align="center" class="tabra" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none; text-align: center;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">8-17<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; height: 21.95pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 70.9pt;" valign="top" width="95">
<p align="center" class="tabt" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none; text-align: center;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">9<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 18.8pt; mso-yfti-irow: 4;">
<td style="border-top: none; border: 1pt solid windowtext; height: 18.8pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 164.85pt;" valign="top" width="220">
<p class="tabra" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">Fluphenazina decanoato<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; height: 18.8pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 99.2pt;" valign="top" width="132">
<p align="center" class="tabra" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none; text-align: center;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">Modecate<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; height: 18.8pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 49.6pt;" valign="top" width="66">
<p align="center" class="tabra" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none; text-align: center;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">8-12<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; height: 18.8pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 3cm;" valign="top" width="113">
<p align="center" class="tabra" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none; text-align: center;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">10<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; height: 18.8pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 70.9pt;" valign="top" width="95">
<p align="center" class="tabt" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none; text-align: center;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">8<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 18.8pt; mso-yfti-irow: 5;">
<td style="border-top: none; border: 1pt solid windowtext; height: 18.8pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 164.85pt;" valign="top" width="220">
<p class="tabra" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">Haloperidol decanoato<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; height: 18.8pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 99.2pt;" valign="top" width="132">
<p align="center" class="tabra" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none; text-align: center;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">Haloperidol*<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; height: 18.8pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 49.6pt;" valign="top" width="66">
<p align="center" class="tabra" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none; text-align: center;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">7<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; height: 18.8pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 3cm;" valign="top" width="113">
<p align="center" class="tabra" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none; text-align: center;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">21<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; height: 18.8pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 70.9pt;" valign="top" width="95">
<p align="center" class="tabra" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none; text-align: center;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">14<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 22.55pt; mso-yfti-irow: 6;">
<td style="border-top: none; border: 1pt solid windowtext; height: 22.55pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 164.85pt;" valign="top" width="220">
<p class="tabra" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">Olanzapina pamoato<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; height: 22.55pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 99.2pt;" valign="top" width="132">
<p align="center" class="tabra" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none; text-align: center;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">ZypAdhera<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; height: 22.55pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 49.6pt;" valign="top" width="66">
<p align="center" class="MsoNormal" style="text-align: center;">2-3</p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; height: 22.55pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 3cm;" valign="top" width="113">
<p align="center" class="tabra" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none; text-align: center;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">30<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; height: 22.55pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 70.9pt;" valign="top" width="95">
<p align="center" class="tabrb" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none; text-align: center;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">12</span><span style="mso-ansi-language: ES;"><o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 22.55pt; mso-yfti-irow: 7;">
<td style="border-top: none; border: 1pt solid windowtext; height: 22.55pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 164.85pt;" valign="top" width="220">
<p class="tabra" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">Paliperidona palmitato (mensual)<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; height: 22.55pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 99.2pt;" valign="top" width="132">
<p align="center" class="tabra" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none; text-align: center;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">Xeplion<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; height: 22.55pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 49.6pt;" valign="top" width="66">
<p align="center" class="tabra" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none; text-align: center;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">13<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; height: 22.55pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 3cm;" valign="top" width="113">
<p align="center" class="tabra" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none; text-align: center;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">29-45</span><span style="mso-ansi-language: ES;"><o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; height: 22.55pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 70.9pt;" valign="top" width="95">
<p align="center" class="tabrb" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none; text-align: center;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">20<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 18.8pt; mso-yfti-irow: 8;">
<td style="border-top: none; border: 1pt solid windowtext; height: 18.8pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 164.85pt;" valign="top" width="220">
<p class="tabra" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">Paliperidona palmitato (trimestral)<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; height: 18.8pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 99.2pt;" valign="top" width="132">
<p align="center" class="tabra" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none; text-align: center;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">Trevicta<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; height: 18.8pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 49.6pt;" valign="top" width="66">
<p align="center" class="tabra" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none; text-align: center;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">25<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; height: 18.8pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 3cm;" valign="top" width="113">
<p align="center" class="tabra" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none; text-align: center;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">7d<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; height: 18.8pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 70.9pt;" valign="top" width="95">
<p align="center" class="tabt" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none; text-align: center;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">52<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 18.8pt; mso-yfti-irow: 9;">
<td style="border-top: none; border: 1pt solid windowtext; height: 18.8pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 164.85pt;" valign="top" width="220">
<p class="tabra" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">Pipotiazina palmitato<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; height: 18.8pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 99.2pt;" valign="top" width="132">
<p align="center" class="tabra" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none; text-align: center;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">Piportil *<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; height: 18.8pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 49.6pt;" valign="top" width="66">
<p align="center" class="tabra" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none; text-align: center;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">7-14<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; height: 18.8pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 3cm;" valign="top" width="113">
<p align="center" class="tabra" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none; text-align: center;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">15<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; height: 18.8pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 70.9pt;" valign="top" width="95">
<p align="center" class="tabt" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none; text-align: center;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">9<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 22.55pt; mso-yfti-irow: 10;">
<td style="border-top: none; border: 1pt solid windowtext; height: 22.55pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 164.85pt;" valign="top" width="220">
<p class="tabra" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">Risperidona microesderas<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; height: 22.55pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 99.2pt;" valign="top" width="132">
<p align="center" class="tabra" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none; text-align: center;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">Risperidal Consta<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; height: 22.55pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 49.6pt;" valign="top" width="66">
<p align="center" class="tabra" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none; text-align: center;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">30<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; height: 22.55pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 3cm;" valign="top" width="113">
<p align="center" class="tabra" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none; text-align: center;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">4<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; height: 22.55pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 70.9pt;" valign="top" width="95">
<p align="center" class="tabrb" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none; text-align: center;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">8<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 22.55pt; mso-yfti-irow: 11;">
<td style="border-top: none; border: 1pt solid windowtext; height: 22.55pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 164.85pt;" valign="top" width="220">
<p class="tabra" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">Zuclopentixol decanoato<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; height: 22.55pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 99.2pt;" valign="top" width="132">
<p align="center" class="tabra" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none; text-align: center;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">Clopixol<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; height: 22.55pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 49.6pt;" valign="top" width="66">
<p align="center" class="tabra" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none; text-align: center;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">4-7<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; height: 22.55pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 3cm;" valign="top" width="113">
<p align="center" class="tabra" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none; text-align: center;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">19<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid windowtext; border-left: none; border-right: 1pt solid windowtext; border-top: none; height: 22.55pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 70.9pt;" valign="top" width="95">
<p align="center" class="tabrb" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none; text-align: center;"><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">12<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 22.55pt; mso-yfti-irow: 12; mso-yfti-lastrow: yes;">
<td colspan="5" style="border-top: none; border: 1pt solid windowtext; height: 22.55pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 1.8pt; width: 469.6pt;" width="626">
<p class="tabrb" style="line-height: normal; margin-bottom: 0cm; margin-left: 6.0pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 0cm 6pt; mso-pagination: none;"><span face=""Calibri","sans-serif"" style="font-size: 14pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">*</span><span face=""Calibri","sans-serif"" style="font-size: 10pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">Nota del traductor: No comercializados en España a fecha actual (22/02/2023).</span><span face=""Calibri","sans-serif"" style="font-size: 11pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;"><o:p></o:p></span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal">Tabla S2. Farmacocinética d los antipsicóticos depot,
adaptada de Taylor y cols. 2018 (2)</p>
<p class="MsoNormal"><o:p> </o:p></p>
<span face=""Calibri","sans-serif"" style="font-size: 11pt; line-height: 115%; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><br clear="all" style="break-before: page; mso-special-character: line-break; page-break-before: always;" />
</span>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal"><o:p> </o:p></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; margin-left: 3.05pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 115.75pt;" valign="top" width="154">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">Olanzapina, dosis (mg)</p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="top" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">D2 ocupación (%)</p>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 115.75pt;" valign="bottom" width="154">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">40</span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">89.9</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 115.75pt;" valign="bottom" width="154">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">30</span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">87.0</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 115.75pt;" valign="bottom" width="154">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">20</span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">81.6</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 115.75pt;" valign="bottom" width="154">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">15</span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">76.9</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 115.75pt;" valign="bottom" width="154">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">10</span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">69.0</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 115.75pt;" valign="bottom" width="154">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">5</span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">52.6</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 115.75pt;" valign="bottom" width="154">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">2.5</span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">35.7</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 115.75pt;" valign="bottom" width="154">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1.25</span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">21.7</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 9; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 115.75pt;" valign="bottom" width="154">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0</span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0</span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal">Tabla S3a. Dosis de olanzapina utilizadas comúnmente y su
ocupación D2. Notar la ocupación significativa causada por dosis menores de
5mg. Basado en la ecuación de Emax derivada de los datos de Kapur y cols (1998)
<!--[if supportFields]><span style='mso-element:field-begin;mso-field-lock:
yes'></span>ADDIN CSL_CITATION
{"citationItems":[{"id":"ITEM-1","itemData":{"DOI":"10.1176/ajp.155.7.921","ISBN":"0002-953X
(Print)\\r0002-953x","ISSN":"0002953X","PMID":"9659858","abstract":"OBJECTIVE:
Olanzapine is a new atypical antipsychotic recently introduced for the
treatment of schizophrenia. The purpose of this study was to investigate
olanzapine's binding to the serotonin 5-HT2 and dopamine D2 receptors in
schizophrenic patients being treated with clinically relevant doses. METHOD:
Twelve patients with schizophrenia were randomly assigned to 5, 10, 15, or 20
mg/day of olanzapine in a prospective fashion. Three other subjects taking
30-40 mg/day were also included. Once steady-state plasma levels were achieved,
dopamine D2 and serotonin 5-HT2 receptors were assessed by using
[11C]raclopride and [18F]setoperone positron emission tomography imaging,
respectively. Ratings of clinical status, extrapyramidal side effects, and
prolactin levels were also obtained. RESULTS: Olanzapine induced near
saturation of the 5-HT2 receptors, even at 5 mg/day. Its D2 occupancy increased
with dose: patients taking 5-20 mg/day showed 43%-80% D2 occupancy, while
patients taking 30-40 mg/day showed 83%-88%. CONCLUSIONS: Olanzapine is a
potent 5-HT2 blocker and shows a higher 5-HT2 than D2 occupancy at all doses.
However, its D2 occupancy is higher than that of clozapine and similar to that
of risperidone. In the usual clinical dose range of 10-20 mg/day, its occupancy
varies from 71% to 80%, and this restricted range may explain its freedom from
extrapyramidal side effects and prolactin elevation. However, doses of 30
mg/day and higher are associated with more than 80% D2 occupancy and may have a
higher likelihood of prolactin elevation and extrapyramidal side
effects.","author":[{"dropping-particle":"","family":"Kapur","given":"Shitij","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Zipursky","given":"Robert
B.","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Remington","given":"Gary","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Jones","given":"Corey","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Dasilva","given":"Jean","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Wilson","given":"Alan
A.","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Houle","given":"Sylvain","non-dropping-particle":"","parse-names":false,"suffix":""}],"container-title":"American
Journal of
Psychiatry","id":"ITEM-1","issue":"7","issued":{"date-parts":[["1998"]]},"page":"921-928","title":"5-HT2and
D2receptor occupancy of olanzapine in schizophrenia: A PET
investigation","type":"article-journal","volume":"155"},"uris":["http://www.mendeley.com/documents/?uuid=bcfae260-2479-46d6-98c9-db285e80d38e"]}],"mendeley":{"formattedCitation":"(3)","plainTextFormattedCitation":"(3)","previouslyFormattedCitation":"<sup>6</sup>"},"properties":{"noteIndex":0},"schema":"https://github.com/citation-style-language/schema/raw/master/csl-citation.json"}<span
style='mso-element:field-separator'></span><![endif]--><span style="mso-no-proof: yes;">(3)</span><!--[if supportFields]><span style='mso-element:field-end'></span><![endif]--></p>
<p class="MsoNormal"><o:p> </o:p></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="top" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">Olanzapina dosis (mg)</p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="top" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">D2 ocupación (%)</p>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">85.5<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">95<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">40.5<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">90<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">25.5<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">85<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">18<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">80<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">13.5<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">75<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">10.5<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">70<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">8.4<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">65<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">6.8<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">60<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 9;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">5.5<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">55<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 10;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">4.5<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">50<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 11;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">3.7<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">45<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 12;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">3<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">40<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 13;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">2.4<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">35<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 14;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1.9<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">30<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 15;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1.5<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">25<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 16;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1.1<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">20<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 17;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0.8<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">15<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 18;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0.5<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">10<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 19;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0.24<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">5<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 20; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0<o:p></o:p></span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal">Tabla S3b. Dosis de olanzapina correspondientes a descensos
del 5% en la ocupación D2 desde el 90% de ocupación D2. Nótese que las dosis
son muy pequeñas hacia el final de la desescalada. Basado en la ecuación Emax derivada
de Kapur y cols (1998) <!--[if supportFields]><span style='mso-element:field-begin;
mso-field-lock:yes'></span>ADDIN CSL_CITATION
{"citationItems":[{"id":"ITEM-1","itemData":{"DOI":"10.1176/ajp.155.7.921","ISBN":"0002-953X
(Print)\\r0002-953x","ISSN":"0002953X","PMID":"9659858","abstract":"OBJECTIVE:
Olanzapine is a new atypical antipsychotic recently introduced for the
treatment of schizophrenia. The purpose of this study was to investigate
olanzapine's binding to the serotonin 5-HT2 and dopamine D2 receptors in
schizophrenic patients being treated with clinically relevant doses. METHOD:
Twelve patients with schizophrenia were randomly assigned to 5, 10, 15, or 20
mg/day of olanzapine in a prospective fashion. Three other subjects taking
30-40 mg/day were also included. Once steady-state plasma levels were achieved,
dopamine D2 and serotonin 5-HT2 receptors were assessed by using
[11C]raclopride and [18F]setoperone positron emission tomography imaging,
respectively. Ratings of clinical status, extrapyramidal side effects, and
prolactin levels were also obtained. RESULTS: Olanzapine induced near
saturation of the 5-HT2 receptors, even at 5 mg/day. Its D2 occupancy increased
with dose: patients taking 5-20 mg/day showed 43%-80% D2 occupancy, while
patients taking 30-40 mg/day showed 83%-88%. CONCLUSIONS: Olanzapine is a
potent 5-HT2 blocker and shows a higher 5-HT2 than D2 occupancy at all doses.
However, its D2 occupancy is higher than that of clozapine and similar to that
of risperidone. In the usual clinical dose range of 10-20 mg/day, its occupancy
varies from 71% to 80%, and this restricted range may explain its freedom from
extrapyramidal side effects and prolactin elevation. However, doses of 30
mg/day and higher are associated with more than 80% D2 occupancy and may have a
higher likelihood of prolactin elevation and extrapyramidal side
effects.","author":[{"dropping-particle":"","family":"Kapur","given":"Shitij","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Zipursky","given":"Robert
B.","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Remington","given":"Gary","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Jones","given":"Corey","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Dasilva","given":"Jean","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Wilson","given":"Alan
A.","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Houle","given":"Sylvain","non-dropping-particle":"","parse-names":false,"suffix":""}],"container-title":"American
Journal of
Psychiatry","id":"ITEM-1","issue":"7","issued":{"date-parts":[["1998"]]},"page":"921-928","title":"5-HT2and
D2receptor occupancy of olanzapine in schizophrenia: A PET
investigation","type":"article-journal","volume":"155"},"uris":["http://www.mendeley.com/documents/?uuid=bcfae260-2479-46d6-98c9-db285e80d38e"]}],"mendeley":{"formattedCitation":"(3)","plainTextFormattedCitation":"(3)","previouslyFormattedCitation":"<sup>6</sup>"},"properties":{"noteIndex":0},"schema":"https://github.com/citation-style-language/schema/raw/master/csl-citation.json"}<span
style='mso-element:field-separator'></span><![endif]--><span style="mso-no-proof: yes;">(3)</span><!--[if supportFields]><span style='mso-element:field-end'></span><![endif]--></p>
<p class="MsoNormal"><o:p> </o:p></p>
<span face=""Calibri","sans-serif"" style="font-size: 11pt; line-height: 115%; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><br clear="all" style="break-before: page; mso-special-character: line-break; page-break-before: always;" />
</span>
<p class="MsoNormal"><o:p> </o:p></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; margin-left: 3.05pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 122.85pt;" valign="top" width="164">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">Paliperidona dosis (mg)</p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 92.15pt;" valign="top" width="123">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">D2 ocupación (%)</p>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 122.85pt;" valign="bottom" width="164">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">18</span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 92.15pt;" valign="bottom" width="123">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">84.5</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 122.85pt;" valign="bottom" width="164">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">15</span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 92.15pt;" valign="bottom" width="123">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">82.9</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 122.85pt;" valign="bottom" width="164">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">12</span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 92.15pt;" valign="bottom" width="123">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">80.7</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 122.85pt;" valign="bottom" width="164">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">9</span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 92.15pt;" valign="bottom" width="123">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">77.3</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 122.85pt;" valign="bottom" width="164">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">6</span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 92.15pt;" valign="bottom" width="123">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">71.3</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 122.85pt;" valign="bottom" width="164">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">3</span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 92.15pt;" valign="bottom" width="123">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">57.9</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 122.85pt;" valign="bottom" width="164">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1.5</span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 92.15pt;" valign="bottom" width="123">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">42.0</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 8; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 122.85pt;" valign="bottom" width="164">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0</span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 92.15pt;" valign="bottom" width="123">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0</span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal">Tabla S4a. Dosis comúnmente utilizadas de paliperidona y su
ocupación D2. Nótese la ocupación significativa causada por dosis menores de
3mg. Basado en la ecuación Emax derivada de los datos de Arakawa y cols (2008) <!--[if supportFields]><span
style='mso-element:field-begin;mso-field-lock:yes'></span>ADDIN CSL_CITATION
{"citationItems":[{"id":"ITEM-1","itemData":{"DOI":"10.1007/s00213-007-1029-z","ISBN":"0033-3158
(Print) 0033-3158
(Linking)","ISSN":"00333158","PMID":"18058087","abstract":"RATIONALE:
Paliperidone ER is a novel antipsychotic drug in an extended-release (ER)
formulation. As with all antipsychotics, careful dose setting is necessary to
avoid side effects.\\n\\nOBJECTIVES: In this study, we measured striatal and
extrastriatal dopamine D2 receptor occupancy during paliperidone ER treatment
in patients with schizophrenia using positron emission tomography (PET) to
compare regional occupancy and to estimate the optimal dose.\\n\\nMATERIALS AND
METHODS: Thirteen male patients with schizophrenia participated in this 6-week
multiple-dose study. Six of them took 3 mg of paliperidone ER per day, four
took 9 mg, and three took 15 mg. Two to 6 weeks after first drug intake, two
PET scans, one with [11C]raclopride and one with [11C]FLB 457, were performed
in each patient on the same day. The relationship between the dose or plasma concentration
of paliperidone and dopamine D2 receptor occupancy was
calculated.\\n\\nRESULTS: The dopamine D2 receptor occupancies in the striatum
measured with [11C]raclopride and the temporal cortex measured with [11C]FLB
457 were 54.2-85.5% and 34.5-87.3%, respectively. ED50 values of the striatum
and temporal cortex were 2.38 and 2.84 mg/day, respectively. There was no
significant difference in dopamine D2 receptor occupancy between the striatum
and the temporal cortex.\\n\\nCONCLUSIONS: The data from this study suggest
that paliperidone ER at 6-9 mg provides an estimated level of dopamine D2
receptor occupancy between 70-80% and that the magnitude of dopamine D2
receptor occupancy is similar between the striatum and temporal
cortex.","author":[{"dropping-particle":"","family":"Arakawa","given":"Ryosuke","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Ito","given":"Hiroshi","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Takano","given":"Akihiro","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Takahashi","given":"Hidehiko","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Morimoto","given":"Takuya","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Sassa","given":"Takeshi","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Ohta","given":"Katsuya","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Kato","given":"Motoichiro","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Okubo","given":"Yoshiro","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Suhara","given":"Tetsuya","non-dropping-particle":"","parse-names":false,"suffix":""}],"container-title":"Psychopharmacology","id":"ITEM-1","issue":"2","issued":{"date-parts":[["2008"]]},"page":"229-235","title":"Dose-finding
study of paliperidone ER based on striatal and extrastriatal dopamine D2
receptor occupancy in patients with
schizophrenia","type":"article-journal","volume":"197"},"uris":["http://www.mendeley.com/documents/?uuid=2c67fd02-d89a-4851-85f4-d9f768f93486"]}],"mendeley":{"formattedCitation":"(4)","plainTextFormattedCitation":"(4)","previouslyFormattedCitation":"<sup>7</sup>"},"properties":{"noteIndex":0},"schema":"https://github.com/citation-style-language/schema/raw/master/csl-citation.json"}<span
style='mso-element:field-separator'></span><![endif]--><span style="mso-no-proof: yes;">(4)</span><!--[if supportFields]><span style='mso-element:field-end'></span><![endif]-->.</p>
<p class="MsoNormal"><o:p> </o:p></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="top" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">Paliperidona dosis (mg)</p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="top" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">D2 ocupación (%)</p>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">19.4<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">85<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 3.35pt; mso-yfti-irow: 2;">
<td style="border-top: none; border: 1pt solid black; height: 3.35pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">11.2<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 3.35pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">80<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">7.6<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">75<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">5.5<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">70<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">4.2<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">65<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">3.3<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">60<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">2.6<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">55<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">2.1<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">50<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 9;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1.7<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">45<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 10;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1.38<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">40<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 11;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1.10<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">35<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 12;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0.87<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">30<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 13;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0.67<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">25<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 14;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0.50<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">20<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 15;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0.35<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">15<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 16;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0.22<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">10<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 17;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0.10<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">5<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 18; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0<o:p></o:p></span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal">Tabla S4b. Dosis de paliperidona correspondientes a 5% de
disminución en la ocupación D2 desde la ocupación de 85%. Nótese que las dosis
son muy pequeñas hacia el final de la desescalada. Basado en la ecuación Emax
derivada de los datos de Arakawa y cols (2008) <!--[if supportFields]><span
style='mso-element:field-begin;mso-field-lock:yes'></span>ADDIN CSL_CITATION {"citationItems":[{"id":"ITEM-1","itemData":{"DOI":"10.1007/s00213-007-1029-z","ISBN":"0033-3158
(Print) 0033-3158
(Linking)","ISSN":"00333158","PMID":"18058087","abstract":"RATIONALE:
Paliperidone ER is a novel antipsychotic drug in an extended-release (ER)
formulation. As with all antipsychotics, careful dose setting is necessary to
avoid side effects.\\n\\nOBJECTIVES: In this study, we measured striatal and
extrastriatal dopamine D2 receptor occupancy during paliperidone ER treatment
in patients with schizophrenia using positron emission tomography (PET) to
compare regional occupancy and to estimate the optimal dose.\\n\\nMATERIALS AND
METHODS: Thirteen male patients with schizophrenia participated in this 6-week
multiple-dose study. Six of them took 3 mg of paliperidone ER per day, four
took 9 mg, and three took 15 mg. Two to 6 weeks after first drug intake, two
PET scans, one with [11C]raclopride and one with [11C]FLB 457, were performed
in each patient on the same day. The relationship between the dose or plasma
concentration of paliperidone and dopamine D2 receptor occupancy was
calculated.\\n\\nRESULTS: The dopamine D2 receptor occupancies in the striatum
measured with [11C]raclopride and the temporal cortex measured with [11C]FLB
457 were 54.2-85.5% and 34.5-87.3%, respectively. ED50 values of the striatum
and temporal cortex were 2.38 and 2.84 mg/day, respectively. There was no
significant difference in dopamine D2 receptor occupancy between the striatum
and the temporal cortex.\\n\\nCONCLUSIONS: The data from this study suggest
that paliperidone ER at 6-9 mg provides an estimated level of dopamine D2
receptor occupancy between 70-80% and that the magnitude of dopamine D2
receptor occupancy is similar between the striatum and temporal cortex.","author":[{"dropping-particle":"","family":"Arakawa","given":"Ryosuke","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Ito","given":"Hiroshi","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Takano","given":"Akihiro","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Takahashi","given":"Hidehiko","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Morimoto","given":"Takuya","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Sassa","given":"Takeshi","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Ohta","given":"Katsuya","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Kato","given":"Motoichiro","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Okubo","given":"Yoshiro","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Suhara","given":"Tetsuya","non-dropping-particle":"","parse-names":false,"suffix":""}],"container-title":"Psychopharmacology","id":"ITEM-1","issue":"2","issued":{"date-parts":[["2008"]]},"page":"229-235","title":"Dose-finding
study of paliperidone ER based on striatal and extrastriatal dopamine D2
receptor occupancy in patients with schizophrenia","type":"article-journal","volume":"197"},"uris":["http://www.mendeley.com/documents/?uuid=2c67fd02-d89a-4851-85f4-d9f768f93486"]}],"mendeley":{"formattedCitation":"(4)","plainTextFormattedCitation":"(4)","previouslyFormattedCitation":"<sup>7</sup>"},"properties":{"noteIndex":0},"schema":"https://github.com/citation-style-language/schema/raw/master/csl-citation.json"}<span
style='mso-element:field-separator'></span><![endif]--><span style="mso-no-proof: yes;">(4)</span><!--[if supportFields]><span style='mso-element:field-end'></span><![endif]-->.</p>
<p class="MsoNormal"><o:p> </o:p></p>
<span face=""Calibri","sans-serif"" style="font-size: 11pt; line-height: 115%; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><br clear="all" style="break-before: page; mso-special-character: line-break; page-break-before: always;" />
</span>
<p class="MsoNormal"><o:p> </o:p></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="top" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">Haloperidol dosis (mg)</p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="top" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">D2 ocupación (%)</p>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">30.8<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">90<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">8.0<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">85<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">4.4<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">80<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">2.9<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">75<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">2.1<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">70<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1.6<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">65<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1.2<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">60<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0.97<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">55<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 9;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0.78<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">50<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 10;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0.62<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">45<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 11;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0.50<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">40<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 12;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0.40<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">35<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 13;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0.32<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">30<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 14;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0.24<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">25<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 15;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0.18<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">20<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 16;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0.13<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">15<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 17;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0.08<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">10<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 18;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0.04<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">5<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 19; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0<o:p></o:p></span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal">Tabla S5a<a name="_GoBack"></a>. Dosis de haloperidol
correspondientes a disminuciones del 5% de la ocupación D2 desde el 90% de
ocupación. Obsérvense las dosis muy pequeñas hacia el final de la desescalada.
Basado en la ecuación Emax derivada de los datos de Lako y cols (2013) <!--[if supportFields]><span
style='mso-element:field-begin;mso-field-lock:yes'></span>ADDIN CSL_CITATION
{"citationItems":[{"id":"ITEM-1","itemData":{"DOI":"10.1097/JCP.0b013e3182983ffa","ISBN":"1533-712X","ISSN":"02710749","PMID":"23948784","abstract":"RATIONALE:
Dose equivalents based on dopamine D<span style='font-family:"Cambria Math","serif";
mso-bidi-font-family:"Cambria Math"'>₂</span> receptor occupancy can be used to
compare antipsychotics on D<span style='font-family:"Cambria Math","serif";
mso-bidi-font-family:"Cambria Math"'>₂</span> receptor-mediated (adverse)
effects such as extrapyramidal symptoms and altered emotional experiences.
Previous meta-analyses modeling the dose-occupancy relationship hardly
addressed potential heterogeneity of the imaging data.\\n\\nOBJECTIVES: To
model the relationship between dose and D<span style='font-family:"Cambria Math","serif";
mso-bidi-font-family:"Cambria Math"'>₂</span> receptor occupancy for a series
of frequently prescribed antipsychotics while addressing the potential
heterogeneity of the imaging data.\\n\\nMETHODS: We conducted a meta-analysis
on published D<span style='font-family:"Cambria Math","serif";mso-bidi-font-family:
"Cambria Math"'>₂</span> receptor occupancy data (positron emission tomography
and single-photon emission computed tomography) in patients with schizophrenia
treated with antipsychotics. A nonlinear mixed effects model estimated the
median D<span style='font-family:"Cambria Math","serif";mso-bidi-font-family:
"Cambria Math"'>₂</span> receptor occupancy for a given antipsychotic dose.
Heterogeneity between studies was investigated by incorporating study as a
random effect in the model, in addition to patient- and study-specific
explanatory variables.\\n\\nRESULTS: Included were 51 studies, describing 606
patients (mean ± SD age, 32.2 ±10.8 years; 25.7% female). The models described
the dose-occupancy relationship with narrow confidence bands around the
therapeutic dose range. Maximum occupancy (95% confidence interval[CI]) was
estimated for haloperidol (91.9%; 95% CI, 86.1-97.8), risperidone(92.4%; 95%
CI, 81.8-100), olanzapine (96.5%; 95% CI,85.8-100), clozapine (61.7%; 95% CI,
49.2-74.2), quetiapine (49.1%; 95% CI, 18.7-79.6), aripiprazole (86.9%; 95% CI,
78.2-95.7), ziprasidone (82.9%; 95% CI, 44.9-100), and amisulpride (85.0%; 95%
CI, 68.5-100). Interindividual differences explained most of the variability in
occupancy values, besides significant heterogeneity between
studies.\\n\\nCONCLUSIONS: Dose-occupancy functions estimated the median level
of dopamine D<span style='font-family:"Cambria Math","serif";mso-bidi-font-family:
"Cambria Math"'>₂</span> receptor occupancy for 8 frequently prescribed
antipsychotics in patients with schizophrenia. These dose equivalents can be
used to compare antipsychotic effects in epidemiological studies and clinical
practice.","author":[{"dropping-particle":"","family":"Lako","given":"Irene
M.","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Heuvel","given":"Edwin
R.","non-dropping-particle":"Van
Den","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Knegtering","given":"Henrikus","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Bruggeman","given":"Richard","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Taxis","given":"Katja","non-dropping-particle":"","parse-names":false,"suffix":""}],"container-title":"Journal
of Clinical
Psychopharmacology","id":"ITEM-1","issue":"5","issued":{"date-parts":[["2013"]]},"page":"675-681","title":"Estimating
dopamine d2 receptor occupancy for doses of 8 antipsychotics: A
meta-analysis","type":"article-journal","volume":"33"},"uris":["http://www.mendeley.com/documents/?uuid=4b6a686c-ca14-4b0a-88f4-a9115e049e9d"]}],"mendeley":{"formattedCitation":"(5)","plainTextFormattedCitation":"(5)","previouslyFormattedCitation":"<sup>8</sup>"},"properties":{"noteIndex":0},"schema":"https://github.com/citation-style-language/schema/raw/master/csl-citation.json"}<span
style='mso-element:field-separator'></span><![endif]--><span style="mso-no-proof: yes;">(5)</span><!--[if supportFields]><span style='mso-element:field-end'></span><![endif]-->.</p>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal"><o:p> </o:p></p>
<span face=""Calibri","sans-serif"" style="font-size: 11pt; line-height: 115%; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><br clear="all" style="break-before: page; mso-special-character: line-break; page-break-before: always;" />
</span>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal"><o:p> </o:p></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; margin-left: 3.05pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 131.85pt;" valign="top" width="176">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">Risperidona dosis (mg)</p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 155.7pt;" valign="top" width="208">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">D2 ocupación (%)</p>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 131.85pt;" valign="bottom" width="176">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">20</span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 155.7pt;" valign="bottom" width="208">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">87.7</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 131.85pt;" valign="bottom" width="176">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">16</span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 155.7pt;" valign="bottom" width="208">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">86.6</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 131.85pt;" valign="bottom" width="176">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">12</span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 155.7pt;" valign="bottom" width="208">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">84.8</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 131.85pt;" valign="bottom" width="176">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">8</span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 155.7pt;" valign="bottom" width="208">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">81.5</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 131.85pt;" valign="bottom" width="176">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">4</span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 155.7pt;" valign="bottom" width="208">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">72.9</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 131.85pt;" valign="bottom" width="176">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">2</span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 155.7pt;" valign="bottom" width="208">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">60.2</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 131.85pt;" valign="bottom" width="176">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1</span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 155.7pt;" valign="bottom" width="208">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">44.6</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 131.85pt;" valign="bottom" width="176">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0.5</span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 155.7pt;" valign="bottom" width="208">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">29.4</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 9; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 131.85pt;" valign="bottom" width="176">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 155.7pt;" valign="bottom" width="208">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0<o:p></o:p></span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal">Tabla S6a. Dosis comúnmente utilizadas de risperidona y su ocupación
D2. Nótese la ocupación significativa causada por dosis menores de 1mg. Basado
en la ecuación Emax derivada de los datos de Lako y cols (2013) <!--[if supportFields]><span
style='mso-element:field-begin;mso-field-lock:yes'></span>ADDIN CSL_CITATION
{"citationItems":[{"id":"ITEM-1","itemData":{"DOI":"10.1097/JCP.0b013e3182983ffa","ISBN":"1533-712X","ISSN":"02710749","PMID":"23948784","abstract":"RATIONALE:
Dose equivalents based on dopamine D<span style='font-family:"Cambria Math","serif";
mso-bidi-font-family:"Cambria Math"'>₂</span> receptor occupancy can be used to
compare antipsychotics on D<span style='font-family:"Cambria Math","serif";
mso-bidi-font-family:"Cambria Math"'>₂</span> receptor-mediated (adverse)
effects such as extrapyramidal symptoms and altered emotional experiences.
Previous meta-analyses modeling the dose-occupancy relationship hardly
addressed potential heterogeneity of the imaging data.\\n\\nOBJECTIVES: To
model the relationship between dose and D<span style='font-family:"Cambria Math","serif";
mso-bidi-font-family:"Cambria Math"'>₂</span> receptor occupancy for a series
of frequently prescribed antipsychotics while addressing the potential
heterogeneity of the imaging data.\\n\\nMETHODS: We conducted a meta-analysis
on published D<span style='font-family:"Cambria Math","serif";mso-bidi-font-family:
"Cambria Math"'>₂</span> receptor occupancy data (positron emission tomography
and single-photon emission computed tomography) in patients with schizophrenia
treated with antipsychotics. A nonlinear mixed effects model estimated the
median D<span style='font-family:"Cambria Math","serif";mso-bidi-font-family:
"Cambria Math"'>₂</span> receptor occupancy for a given antipsychotic dose.
Heterogeneity between studies was investigated by incorporating study as a
random effect in the model, in addition to patient- and study-specific
explanatory variables.\\n\\nRESULTS: Included were 51 studies, describing 606
patients (mean ± SD age, 32.2 ±10.8 years; 25.7% female). The models described
the dose-occupancy relationship with narrow confidence bands around the
therapeutic dose range. Maximum occupancy (95% confidence interval[CI]) was
estimated for haloperidol (91.9%; 95% CI, 86.1-97.8), risperidone(92.4%; 95%
CI, 81.8-100), olanzapine (96.5%; 95% CI,85.8-100), clozapine (61.7%; 95% CI,
49.2-74.2), quetiapine (49.1%; 95% CI, 18.7-79.6), aripiprazole (86.9%; 95% CI,
78.2-95.7), ziprasidone (82.9%; 95% CI, 44.9-100), and amisulpride (85.0%; 95%
CI, 68.5-100). Interindividual differences explained most of the variability in
occupancy values, besides significant heterogeneity between
studies.\\n\\nCONCLUSIONS: Dose-occupancy functions estimated the median level
of dopamine D<span style='font-family:"Cambria Math","serif";mso-bidi-font-family:
"Cambria Math"'>₂</span> receptor occupancy for 8 frequently prescribed
antipsychotics in patients with schizophrenia. These dose equivalents can be
used to compare antipsychotic effects in epidemiological studies and clinical
practice.","author":[{"dropping-particle":"","family":"Lako","given":"Irene
M.","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Heuvel","given":"Edwin
R.","non-dropping-particle":"Van
Den","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Knegtering","given":"Henrikus","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Bruggeman","given":"Richard","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Taxis","given":"Katja","non-dropping-particle":"","parse-names":false,"suffix":""}],"container-title":"Journal
of Clinical
Psychopharmacology","id":"ITEM-1","issue":"5","issued":{"date-parts":[["2013"]]},"page":"675-681","title":"Estimating
dopamine d2 receptor occupancy for doses of 8 antipsychotics: A
meta-analysis","type":"article-journal","volume":"33"},"uris":["http://www.mendeley.com/documents/?uuid=4b6a686c-ca14-4b0a-88f4-a9115e049e9d"]}],"mendeley":{"formattedCitation":"(5)","plainTextFormattedCitation":"(5)","previouslyFormattedCitation":"<sup>8</sup>"},"properties":{"noteIndex":0},"schema":"https://github.com/citation-style-language/schema/raw/master/csl-citation.json"}<span
style='mso-element:field-separator'></span><![endif]--><span style="mso-no-proof: yes;">(5)</span><!--[if supportFields]><span style='mso-element:field-end'></span><![endif]-->.</p>
<p class="MsoNormal"><o:p> </o:p></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="top" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">Risperidona dosis (mg)</p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="top" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">D2 ocupación (%)</p>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">40</span><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">90<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">12</span><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">85<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">6.9</span><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">80<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">4.6</span><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">75<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">3.3</span><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">70<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">2.5</span><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">65<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">2.0<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">60<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">1.6</span><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">55<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 9;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">1.3</span><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">50<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 10;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">1.0</span><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">45<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 11;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">0.82</span><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">40<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 12;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">0.65</span><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">35<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 13;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">0.51</span><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">30<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 14;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">0.40</span><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">25<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 15;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">0.30</span><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">20<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 16;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">0.21</span><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">15<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 17;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">0.13</span><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">10<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 18;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">0.06</span><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">5<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 19; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">0</span><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0<o:p></o:p></span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal">TableaS6b. Dosis de risperidona correspondientes a
disminuciones del 5% de la ocupación D2 desde el 90% de ocupación. Nótense las
dosis muy pequeñas hacia el final de la desescaladas. Basado en la ecuación
Emax derivada de los datos de Lako y cols (2013) <!--[if supportFields]><span
style='mso-element:field-begin;mso-field-lock:yes'></span>ADDIN CSL_CITATION
{"citationItems":[{"id":"ITEM-1","itemData":{"DOI":"10.1097/JCP.0b013e3182983ffa","ISBN":"1533-712X","ISSN":"02710749","PMID":"23948784","abstract":"RATIONALE:
Dose equivalents based on dopamine D<span style='font-family:"Cambria Math","serif";
mso-bidi-font-family:"Cambria Math"'>₂</span> receptor occupancy can be used to
compare antipsychotics on D<span style='font-family:"Cambria Math","serif";
mso-bidi-font-family:"Cambria Math"'>₂</span> receptor-mediated (adverse)
effects such as extrapyramidal symptoms and altered emotional experiences.
Previous meta-analyses modeling the dose-occupancy relationship hardly
addressed potential heterogeneity of the imaging data.\\n\\nOBJECTIVES: To
model the relationship between dose and D<span style='font-family:"Cambria Math","serif";
mso-bidi-font-family:"Cambria Math"'>₂</span> receptor occupancy for a series
of frequently prescribed antipsychotics while addressing the potential
heterogeneity of the imaging data.\\n\\nMETHODS: We conducted a meta-analysis
on published D<span style='font-family:"Cambria Math","serif";mso-bidi-font-family:
"Cambria Math"'>₂</span> receptor occupancy data (positron emission tomography
and single-photon emission computed tomography) in patients with schizophrenia
treated with antipsychotics. A nonlinear mixed effects model estimated the
median D<span style='font-family:"Cambria Math","serif";mso-bidi-font-family:
"Cambria Math"'>₂</span> receptor occupancy for a given antipsychotic dose.
Heterogeneity between studies was investigated by incorporating study as a
random effect in the model, in addition to patient- and study-specific
explanatory variables.\\n\\nRESULTS: Included were 51 studies, describing 606
patients (mean ± SD age, 32.2 ±10.8 years; 25.7% female). The models described
the dose-occupancy relationship with narrow confidence bands around the
therapeutic dose range. Maximum occupancy (95% confidence interval[CI]) was
estimated for haloperidol (91.9%; 95% CI, 86.1-97.8), risperidone(92.4%; 95%
CI, 81.8-100), olanzapine (96.5%; 95% CI,85.8-100), clozapine (61.7%; 95% CI,
49.2-74.2), quetiapine (49.1%; 95% CI, 18.7-79.6), aripiprazole (86.9%; 95% CI,
78.2-95.7), ziprasidone (82.9%; 95% CI, 44.9-100), and amisulpride (85.0%; 95%
CI, 68.5-100). Interindividual differences explained most of the variability in
occupancy values, besides significant heterogeneity between
studies.\\n\\nCONCLUSIONS: Dose-occupancy functions estimated the median level
of dopamine D<span style='font-family:"Cambria Math","serif";mso-bidi-font-family:
"Cambria Math"'>₂</span> receptor occupancy for 8 frequently prescribed
antipsychotics in patients with schizophrenia. These dose equivalents can be
used to compare antipsychotic effects in epidemiological studies and clinical
practice.","author":[{"dropping-particle":"","family":"Lako","given":"Irene
M.","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Heuvel","given":"Edwin
R.","non-dropping-particle":"Van
Den","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Knegtering","given":"Henrikus","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Bruggeman","given":"Richard","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Taxis","given":"Katja","non-dropping-particle":"","parse-names":false,"suffix":""}],"container-title":"Journal
of Clinical
Psychopharmacology","id":"ITEM-1","issue":"5","issued":{"date-parts":[["2013"]]},"page":"675-681","title":"Estimating
dopamine d2 receptor occupancy for doses of 8 antipsychotics: A
meta-analysis","type":"article-journal","volume":"33"},"uris":["http://www.mendeley.com/documents/?uuid=4b6a686c-ca14-4b0a-88f4-a9115e049e9d"]}],"mendeley":{"formattedCitation":"(5)","plainTextFormattedCitation":"(5)","previouslyFormattedCitation":"<sup>8</sup>"},"properties":{"noteIndex":0},"schema":"https://github.com/citation-style-language/schema/raw/master/csl-citation.json"}<span
style='mso-element:field-separator'></span><![endif]--><span style="mso-no-proof: yes;">(5)</span><!--[if supportFields]><span style='mso-element:field-end'></span><![endif]-->.</p>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal"><o:p> </o:p></p>
<span face=""Calibri","sans-serif"" style="font-size: 11pt; line-height: 115%; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><br clear="all" style="break-before: page; mso-special-character: line-break; page-break-before: always;" />
</span>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal"><o:p> </o:p></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; margin-left: 3.05pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 131.6pt;" valign="top" width="175">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">Clozapina dosis (mg)</p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 155.95pt;" valign="top" width="208">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">D2 ocupación (%)</p>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 131.6pt;" valign="bottom" width="175">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1000</span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 155.95pt;" valign="bottom" width="208">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">54.8</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 131.6pt;" valign="bottom" width="175">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">800</span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 155.95pt;" valign="bottom" width="208">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">53.4</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 131.6pt;" valign="bottom" width="175">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">600</span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 155.95pt;" valign="bottom" width="208">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">51.1</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 131.6pt;" valign="bottom" width="175">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">400</span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 155.95pt;" valign="bottom" width="208">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">47.0</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 131.6pt;" valign="bottom" width="175">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">200</span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 155.95pt;" valign="bottom" width="208">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">38.0</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 131.6pt;" valign="bottom" width="175">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">100</span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 155.95pt;" valign="bottom" width="208">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">27.4</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 131.6pt;" valign="bottom" width="175">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">50</span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 155.95pt;" valign="bottom" width="208">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">17.6</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 131.6pt;" valign="bottom" width="175">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">25</span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 155.95pt;" valign="bottom" width="208">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">10.3</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 9; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 131.6pt;" valign="bottom" width="175">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 155.95pt;" valign="bottom" width="208">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0<o:p></o:p></span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal">Tabla S7a. Dosis comúnmente utilizadas de clozapina y correspondiente
ocupación D2. Basado en la ecuación Emax derivada de los datos de Lako et
al(2013) <!--[if supportFields]><span style='mso-element:field-begin;
mso-field-lock:yes'></span>ADDIN CSL_CITATION
{"citationItems":[{"id":"ITEM-1","itemData":{"DOI":"10.1097/JCP.0b013e3182983ffa","ISBN":"1533-712X","ISSN":"02710749","PMID":"23948784","abstract":"RATIONALE:
Dose equivalents based on dopamine D<span style='font-family:"Cambria Math","serif";
mso-bidi-font-family:"Cambria Math"'>₂</span> receptor occupancy can be used to
compare antipsychotics on D<span style='font-family:"Cambria Math","serif";
mso-bidi-font-family:"Cambria Math"'>₂</span> receptor-mediated (adverse)
effects such as extrapyramidal symptoms and altered emotional experiences.
Previous meta-analyses modeling the dose-occupancy relationship hardly
addressed potential heterogeneity of the imaging data.\\n\\nOBJECTIVES: To
model the relationship between dose and D<span style='font-family:"Cambria Math","serif";
mso-bidi-font-family:"Cambria Math"'>₂</span> receptor occupancy for a series
of frequently prescribed antipsychotics while addressing the potential
heterogeneity of the imaging data.\\n\\nMETHODS: We conducted a meta-analysis
on published D<span style='font-family:"Cambria Math","serif";mso-bidi-font-family:
"Cambria Math"'>₂</span> receptor occupancy data (positron emission tomography
and single-photon emission computed tomography) in patients with schizophrenia
treated with antipsychotics. A nonlinear mixed effects model estimated the
median D<span style='font-family:"Cambria Math","serif";mso-bidi-font-family:
"Cambria Math"'>₂</span> receptor occupancy for a given antipsychotic dose.
Heterogeneity between studies was investigated by incorporating study as a
random effect in the model, in addition to patient- and study-specific
explanatory variables.\\n\\nRESULTS: Included were 51 studies, describing 606
patients (mean ± SD age, 32.2 ±10.8 years; 25.7% female). The models described
the dose-occupancy relationship with narrow confidence bands around the
therapeutic dose range. Maximum occupancy (95% confidence interval[CI]) was
estimated for haloperidol (91.9%; 95% CI, 86.1-97.8), risperidone(92.4%; 95%
CI, 81.8-100), olanzapine (96.5%; 95% CI,85.8-100), clozapine (61.7%; 95% CI,
49.2-74.2), quetiapine (49.1%; 95% CI, 18.7-79.6), aripiprazole (86.9%; 95% CI,
78.2-95.7), ziprasidone (82.9%; 95% CI, 44.9-100), and amisulpride (85.0%; 95%
CI, 68.5-100). Interindividual differences explained most of the variability in
occupancy values, besides significant heterogeneity between
studies.\\n\\nCONCLUSIONS: Dose-occupancy functions estimated the median level
of dopamine D<span style='font-family:"Cambria Math","serif";mso-bidi-font-family:
"Cambria Math"'>₂</span> receptor occupancy for 8 frequently prescribed
antipsychotics in patients with schizophrenia. These dose equivalents can be
used to compare antipsychotic effects in epidemiological studies and clinical
practice.","author":[{"dropping-particle":"","family":"Lako","given":"Irene
M.","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Heuvel","given":"Edwin
R.","non-dropping-particle":"Van
Den","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Knegtering","given":"Henrikus","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Bruggeman","given":"Richard","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Taxis","given":"Katja","non-dropping-particle":"","parse-names":false,"suffix":""}],"container-title":"Journal
of Clinical
Psychopharmacology","id":"ITEM-1","issue":"5","issued":{"date-parts":[["2013"]]},"page":"675-681","title":"Estimating
dopamine d2 receptor occupancy for doses of 8 antipsychotics: A
meta-analysis","type":"article-journal","volume":"33"},"uris":["http://www.mendeley.com/documents/?uuid=4b6a686c-ca14-4b0a-88f4-a9115e049e9d"]}],"mendeley":{"formattedCitation":"(5)","plainTextFormattedCitation":"(5)","previouslyFormattedCitation":"<sup>8</sup>"},"properties":{"noteIndex":0},"schema":"https://github.com/citation-style-language/schema/raw/master/csl-citation.json"}<span
style='mso-element:field-separator'></span><![endif]--><span style="mso-no-proof: yes;">(5)</span><!--[if supportFields]><span style='mso-element:field-end'></span><![endif]-->.
</p>
<p class="MsoNormal"><o:p> </o:p></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="top" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">Clozapina dosis (mg)</p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="top" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">D2 ocupación (%)</p>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1026<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">55<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">534<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">50<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">337<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">45<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">230<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">40<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">164<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">35<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">118<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">30<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">85.1<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">25<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">60.0<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">20<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 9;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">40.1<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">15<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 10;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">24.2<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">10<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 11;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">11.0<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">5<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 12; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0<o:p></o:p></span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal">Tabla S7b. Dosis de clozapina correspondientes a
disminuciones del 5% de la ocupación D2 desde el 55% de ocupación. Notar las
dosis muy pequeñas hacia el final de la desescaladas. Basado en la ecuación Emax
derivada de los datos de Lako et al(2013) <!--[if supportFields]><span
style='mso-element:field-begin;mso-field-lock:yes'></span>ADDIN CSL_CITATION
{"citationItems":[{"id":"ITEM-1","itemData":{"DOI":"10.1097/JCP.0b013e3182983ffa","ISBN":"1533-712X","ISSN":"02710749","PMID":"23948784","abstract":"RATIONALE:
Dose equivalents based on dopamine D<span style='font-family:"Cambria Math","serif";
mso-bidi-font-family:"Cambria Math"'>₂</span> receptor occupancy can be used to
compare antipsychotics on D<span style='font-family:"Cambria Math","serif";
mso-bidi-font-family:"Cambria Math"'>₂</span> receptor-mediated (adverse)
effects such as extrapyramidal symptoms and altered emotional experiences.
Previous meta-analyses modeling the dose-occupancy relationship hardly
addressed potential heterogeneity of the imaging data.\\n\\nOBJECTIVES: To
model the relationship between dose and D<span style='font-family:"Cambria Math","serif";
mso-bidi-font-family:"Cambria Math"'>₂</span> receptor occupancy for a series
of frequently prescribed antipsychotics while addressing the potential
heterogeneity of the imaging data.\\n\\nMETHODS: We conducted a meta-analysis
on published D<span style='font-family:"Cambria Math","serif";mso-bidi-font-family:
"Cambria Math"'>₂</span> receptor occupancy data (positron emission tomography
and single-photon emission computed tomography) in patients with schizophrenia
treated with antipsychotics. A nonlinear mixed effects model estimated the
median D<span style='font-family:"Cambria Math","serif";mso-bidi-font-family:
"Cambria Math"'>₂</span> receptor occupancy for a given antipsychotic dose.
Heterogeneity between studies was investigated by incorporating study as a
random effect in the model, in addition to patient- and study-specific
explanatory variables.\\n\\nRESULTS: Included were 51 studies, describing 606
patients (mean ± SD age, 32.2 ±10.8 years; 25.7% female). The models described
the dose-occupancy relationship with narrow confidence bands around the
therapeutic dose range. Maximum occupancy (95% confidence interval[CI]) was
estimated for haloperidol (91.9%; 95% CI, 86.1-97.8), risperidone(92.4%; 95%
CI, 81.8-100), olanzapine (96.5%; 95% CI,85.8-100), clozapine (61.7%; 95% CI,
49.2-74.2), quetiapine (49.1%; 95% CI, 18.7-79.6), aripiprazole (86.9%; 95% CI,
78.2-95.7), ziprasidone (82.9%; 95% CI, 44.9-100), and amisulpride (85.0%; 95%
CI, 68.5-100). Interindividual differences explained most of the variability in
occupancy values, besides significant heterogeneity between
studies.\\n\\nCONCLUSIONS: Dose-occupancy functions estimated the median level
of dopamine D<span style='font-family:"Cambria Math","serif";mso-bidi-font-family:
"Cambria Math"'>₂</span> receptor occupancy for 8 frequently prescribed
antipsychotics in patients with schizophrenia. These dose equivalents can be
used to compare antipsychotic effects in epidemiological studies and clinical
practice.","author":[{"dropping-particle":"","family":"Lako","given":"Irene
M.","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Heuvel","given":"Edwin
R.","non-dropping-particle":"Van
Den","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Knegtering","given":"Henrikus","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Bruggeman","given":"Richard","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Taxis","given":"Katja","non-dropping-particle":"","parse-names":false,"suffix":""}],"container-title":"Journal
of Clinical
Psychopharmacology","id":"ITEM-1","issue":"5","issued":{"date-parts":[["2013"]]},"page":"675-681","title":"Estimating
dopamine d2 receptor occupancy for doses of 8 antipsychotics: A
meta-analysis","type":"article-journal","volume":"33"},"uris":["http://www.mendeley.com/documents/?uuid=4b6a686c-ca14-4b0a-88f4-a9115e049e9d"]}],"mendeley":{"formattedCitation":"(5)","plainTextFormattedCitation":"(5)","previouslyFormattedCitation":"<sup>8</sup>"},"properties":{"noteIndex":0},"schema":"https://github.com/citation-style-language/schema/raw/master/csl-citation.json"}<span
style='mso-element:field-separator'></span><![endif]--><span style="mso-no-proof: yes;">(5)</span><!--[if supportFields]><span style='mso-element:field-end'></span><![endif]-->.
</p>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal"><o:p> </o:p></p>
<span face=""Calibri","sans-serif"" style="font-size: 11pt; line-height: 115%; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><br clear="all" style="break-before: page; mso-special-character: line-break; page-break-before: always;" />
</span>
<p class="MsoNormal"><o:p> </o:p></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; margin-left: 3.05pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 171.7pt;" valign="top" width="229">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">Quetiapina dosis (mg)</p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 115.85pt;" valign="top" width="154">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">D2 ocupación (%)</p>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 171.7pt;" valign="bottom" width="229">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1200<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 115.85pt;" valign="bottom" width="154">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">38.0<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 171.7pt;" valign="bottom" width="229">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1000</span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 115.85pt;" valign="bottom" width="154">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">36.3</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 171.7pt;" valign="bottom" width="229">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">800</span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 115.85pt;" valign="bottom" width="154">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">34.1</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 171.7pt;" valign="bottom" width="229">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">600</span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 115.85pt;" valign="bottom" width="154">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">30.9</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 171.7pt;" valign="bottom" width="229">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">400</span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 115.85pt;" valign="bottom" width="154">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">26.1</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 171.7pt;" valign="bottom" width="229">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">200</span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 115.85pt;" valign="bottom" width="154">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">17.8</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 171.7pt;" valign="bottom" width="229">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">100</span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 115.85pt;" valign="bottom" width="154">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">10.9</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 171.7pt;" valign="bottom" width="229">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">50</span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 115.85pt;" valign="bottom" width="154">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">6.1</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 9;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 171.7pt;" valign="bottom" width="229">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">25</span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 115.85pt;" valign="bottom" width="154">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">3.3</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 10; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 171.7pt;" valign="bottom" width="229">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 115.85pt;" valign="bottom" width="154">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0<o:p></o:p></span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal">Tabla S8a. Dosis comúnmente utilizadas de quetiapina y correspondiente
ocupación D2. Basado en la ecuación Emax derivada de los datos de Lako et
al(2013)<!--[if supportFields]><span style='mso-element:field-begin;mso-field-lock:
yes'></span>ADDIN CSL_CITATION
{"citationItems":[{"id":"ITEM-1","itemData":{"DOI":"10.1097/JCP.0b013e3182983ffa","ISBN":"1533-712X","ISSN":"02710749","PMID":"23948784","abstract":"RATIONALE:
Dose equivalents based on dopamine D<span style='font-family:"Cambria Math","serif";
mso-bidi-font-family:"Cambria Math"'>₂</span> receptor occupancy can be used to
compare antipsychotics on D<span style='font-family:"Cambria Math","serif";
mso-bidi-font-family:"Cambria Math"'>₂</span> receptor-mediated (adverse)
effects such as extrapyramidal symptoms and altered emotional experiences.
Previous meta-analyses modeling the dose-occupancy relationship hardly
addressed potential heterogeneity of the imaging data.\\n\\nOBJECTIVES: To
model the relationship between dose and D<span style='font-family:"Cambria Math","serif";
mso-bidi-font-family:"Cambria Math"'>₂</span> receptor occupancy for a series
of frequently prescribed antipsychotics while addressing the potential
heterogeneity of the imaging data.\\n\\nMETHODS: We conducted a meta-analysis
on published D<span style='font-family:"Cambria Math","serif";mso-bidi-font-family:
"Cambria Math"'>₂</span> receptor occupancy data (positron emission tomography
and single-photon emission computed tomography) in patients with schizophrenia
treated with antipsychotics. A nonlinear mixed effects model estimated the
median D<span style='font-family:"Cambria Math","serif";mso-bidi-font-family:
"Cambria Math"'>₂</span> receptor occupancy for a given antipsychotic dose.
Heterogeneity between studies was investigated by incorporating study as a
random effect in the model, in addition to patient- and study-specific
explanatory variables.\\n\\nRESULTS: Included were 51 studies, describing 606
patients (mean ± SD age, 32.2 ±10.8 years; 25.7% female). The models described
the dose-occupancy relationship with narrow confidence bands around the
therapeutic dose range. Maximum occupancy (95% confidence interval[CI]) was
estimated for haloperidol (91.9%; 95% CI, 86.1-97.8), risperidone(92.4%; 95%
CI, 81.8-100), olanzapine (96.5%; 95% CI,85.8-100), clozapine (61.7%; 95% CI,
49.2-74.2), quetiapine (49.1%; 95% CI, 18.7-79.6), aripiprazole (86.9%; 95% CI,
78.2-95.7), ziprasidone (82.9%; 95% CI, 44.9-100), and amisulpride (85.0%; 95%
CI, 68.5-100). Interindividual differences explained most of the variability in
occupancy values, besides significant heterogeneity between
studies.\\n\\nCONCLUSIONS: Dose-occupancy functions estimated the median level
of dopamine D<span style='font-family:"Cambria Math","serif";mso-bidi-font-family:
"Cambria Math"'>₂</span> receptor occupancy for 8 frequently prescribed
antipsychotics in patients with schizophrenia. These dose equivalents can be
used to compare antipsychotic effects in epidemiological studies and clinical
practice.","author":[{"dropping-particle":"","family":"Lako","given":"Irene
M.","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Heuvel","given":"Edwin
R.","non-dropping-particle":"Van
Den","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Knegtering","given":"Henrikus","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Bruggeman","given":"Richard","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Taxis","given":"Katja","non-dropping-particle":"","parse-names":false,"suffix":""}],"container-title":"Journal
of Clinical
Psychopharmacology","id":"ITEM-1","issue":"5","issued":{"date-parts":[["2013"]]},"page":"675-681","title":"Estimating
dopamine d2 receptor occupancy for doses of 8 antipsychotics: A
meta-analysis","type":"article-journal","volume":"33"},"uris":["http://www.mendeley.com/documents/?uuid=4b6a686c-ca14-4b0a-88f4-a9115e049e9d"]}],"mendeley":{"formattedCitation":"(5)","plainTextFormattedCitation":"(5)","previouslyFormattedCitation":"<sup>8</sup>"},"properties":{"noteIndex":0},"schema":"https://github.com/citation-style-language/schema/raw/master/csl-citation.json"}<span
style='mso-element:field-separator'></span><![endif]--><span style="mso-no-proof: yes;">(5)</span><!--[if supportFields]><span style='mso-element:field-end'></span><![endif]-->.</p>
<p class="MsoNormal"><o:p> </o:p></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 139.3pt;" valign="top" width="186">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">Quetiapina dosis (mg)</p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 153.5pt;" valign="top" width="205">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">D2 ocupación (%)</p>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 139.3pt;" valign="bottom" width="186">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1547<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 153.5pt;" valign="bottom" width="205">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">40<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 139.3pt;" valign="bottom" width="186">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">874<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 153.5pt;" valign="bottom" width="205">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">35<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 139.3pt;" valign="bottom" width="186">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">553<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 153.5pt;" valign="bottom" width="205">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">30<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 139.3pt;" valign="bottom" width="186">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">365<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 153.5pt;" valign="bottom" width="205">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">25<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 139.3pt;" valign="bottom" width="186">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">242<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 153.5pt;" valign="bottom" width="205">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">20<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 139.3pt;" valign="bottom" width="186">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">155<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 153.5pt;" valign="bottom" width="205">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">15<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 139.3pt;" valign="bottom" width="186">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">90.0<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 153.5pt;" valign="bottom" width="205">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">10<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 139.3pt;" valign="bottom" width="186">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">39.9<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 153.5pt;" valign="bottom" width="205">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">5<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 9; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 139.3pt;" valign="bottom" width="186">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 153.5pt;" valign="bottom" width="205">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0<o:p></o:p></span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal">Tabla S8b. Dosis de quetiapina correspondientes a
disminuciones del 5% de la ocupación D2 desde el 40% de ocupación. Notar las
dosis muy pequeñas hacia el final de la desescaladas. Basado en la ecuación
Emax derivada de los datos de Lako et al(2013) <!--[if supportFields]><span
style='mso-element:field-begin;mso-field-lock:yes'></span>ADDIN CSL_CITATION
{"citationItems":[{"id":"ITEM-1","itemData":{"DOI":"10.1097/JCP.0b013e3182983ffa","ISBN":"1533-712X","ISSN":"02710749","PMID":"23948784","abstract":"RATIONALE:
Dose equivalents based on dopamine D<span style='font-family:"Cambria Math","serif";
mso-bidi-font-family:"Cambria Math"'>₂</span> receptor occupancy can be used to
compare antipsychotics on D<span style='font-family:"Cambria Math","serif";
mso-bidi-font-family:"Cambria Math"'>₂</span> receptor-mediated (adverse)
effects such as extrapyramidal symptoms and altered emotional experiences.
Previous meta-analyses modeling the dose-occupancy relationship hardly
addressed potential heterogeneity of the imaging data.\\n\\nOBJECTIVES: To
model the relationship between dose and D<span style='font-family:"Cambria Math","serif";
mso-bidi-font-family:"Cambria Math"'>₂</span> receptor occupancy for a series
of frequently prescribed antipsychotics while addressing the potential
heterogeneity of the imaging data.\\n\\nMETHODS: We conducted a meta-analysis
on published D<span style='font-family:"Cambria Math","serif";mso-bidi-font-family:
"Cambria Math"'>₂</span> receptor occupancy data (positron emission tomography
and single-photon emission computed tomography) in patients with schizophrenia
treated with antipsychotics. A nonlinear mixed effects model estimated the
median D<span style='font-family:"Cambria Math","serif";mso-bidi-font-family:
"Cambria Math"'>₂</span> receptor occupancy for a given antipsychotic dose.
Heterogeneity between studies was investigated by incorporating study as a
random effect in the model, in addition to patient- and study-specific
explanatory variables.\\n\\nRESULTS: Included were 51 studies, describing 606
patients (mean ± SD age, 32.2 ±10.8 years; 25.7% female). The models described
the dose-occupancy relationship with narrow confidence bands around the
therapeutic dose range. Maximum occupancy (95% confidence interval[CI]) was
estimated for haloperidol (91.9%; 95% CI, 86.1-97.8), risperidone(92.4%; 95%
CI, 81.8-100), olanzapine (96.5%; 95% CI,85.8-100), clozapine (61.7%; 95% CI,
49.2-74.2), quetiapine (49.1%; 95% CI, 18.7-79.6), aripiprazole (86.9%; 95% CI,
78.2-95.7), ziprasidone (82.9%; 95% CI, 44.9-100), and amisulpride (85.0%; 95%
CI, 68.5-100). Interindividual differences explained most of the variability in
occupancy values, besides significant heterogeneity between
studies.\\n\\nCONCLUSIONS: Dose-occupancy functions estimated the median level
of dopamine D<span style='font-family:"Cambria Math","serif";mso-bidi-font-family:
"Cambria Math"'>₂</span> receptor occupancy for 8 frequently prescribed
antipsychotics in patients with schizophrenia. These dose equivalents can be
used to compare antipsychotic effects in epidemiological studies and clinical
practice.","author":[{"dropping-particle":"","family":"Lako","given":"Irene
M.","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Heuvel","given":"Edwin
R.","non-dropping-particle":"Van
Den","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Knegtering","given":"Henrikus","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Bruggeman","given":"Richard","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Taxis","given":"Katja","non-dropping-particle":"","parse-names":false,"suffix":""}],"container-title":"Journal
of Clinical Psychopharmacology","id":"ITEM-1","issue":"5","issued":{"date-parts":[["2013"]]},"page":"675-681","title":"Estimating
dopamine d2 receptor occupancy for doses of 8 antipsychotics: A
meta-analysis","type":"article-journal","volume":"33"},"uris":["http://www.mendeley.com/documents/?uuid=4b6a686c-ca14-4b0a-88f4-a9115e049e9d"]}],"mendeley":{"formattedCitation":"(5)","plainTextFormattedCitation":"(5)","previouslyFormattedCitation":"<sup>8</sup>"},"properties":{"noteIndex":0},"schema":"https://github.com/citation-style-language/schema/raw/master/csl-citation.json"}<span
style='mso-element:field-separator'></span><![endif]--><span style="mso-no-proof: yes;">(5)</span><!--[if supportFields]><span style='mso-element:field-end'></span><![endif]-->.</p>
<p class="MsoNormal"><o:p> </o:p></p>
<span face=""Calibri","sans-serif"" style="font-size: 11pt; line-height: 115%; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><br clear="all" style="break-before: page; mso-special-character: line-break; page-break-before: always;" />
</span>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal"><o:p> </o:p></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; margin-left: 3.05pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 126.75pt;" valign="top" width="169">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">Aripiprazol dosis (mg)</p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 146.4pt;" valign="top" width="195">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">D2 ocupación (%)</p>
</td>
</tr>
<tr style="height: 16pt; mso-yfti-irow: 1;">
<td nowrap="" style="border-top: none; border: 1pt solid black; height: 16pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 126.75pt;" valign="top" width="169">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">30<o:p></o:p></span></p>
</td>
<td nowrap="" style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 16pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 146.4pt;" valign="top" width="195">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">86.2<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 16pt; mso-yfti-irow: 2;">
<td nowrap="" style="border-top: none; border: 1pt solid black; height: 16pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 126.75pt;" valign="top" width="169">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">20<o:p></o:p></span></p>
</td>
<td nowrap="" style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 16pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 146.4pt;" valign="top" width="195">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">85.8<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 16pt; mso-yfti-irow: 3;">
<td nowrap="" style="border-top: none; border: 1pt solid black; height: 16pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 126.75pt;" valign="top" width="169">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">15<o:p></o:p></span></p>
</td>
<td nowrap="" style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 16pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 146.4pt;" valign="top" width="195">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">85.5<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 16pt; mso-yfti-irow: 4;">
<td nowrap="" style="border-top: none; border: 1pt solid black; height: 16pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 126.75pt;" valign="top" width="169">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">10<o:p></o:p></span></p>
</td>
<td nowrap="" style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 16pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 146.4pt;" valign="top" width="195">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">84.8<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 16pt; mso-yfti-irow: 5;">
<td nowrap="" style="border-top: none; border: 1pt solid black; height: 16pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 126.75pt;" valign="top" width="169">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">5<o:p></o:p></span></p>
</td>
<td nowrap="" style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 16pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 146.4pt;" valign="top" width="195">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">82.8<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 16pt; mso-yfti-irow: 6;">
<td nowrap="" style="border-top: none; border: 1pt solid black; height: 16pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 126.75pt;" valign="top" width="169">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">2.5<o:p></o:p></span></p>
</td>
<td nowrap="" style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 16pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 146.4pt;" valign="top" width="195">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">79<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 16pt; mso-yfti-irow: 7;">
<td nowrap="" style="border-top: none; border: 1pt solid black; height: 16pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 126.75pt;" valign="top" width="169">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1.25<o:p></o:p></span></p>
</td>
<td nowrap="" style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 16pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 146.4pt;" valign="top" width="195">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">72.4<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 16pt; mso-yfti-irow: 8; mso-yfti-lastrow: yes;">
<td nowrap="" style="border-top: none; border: 1pt solid black; height: 16pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 126.75pt;" valign="top" width="169">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0<o:p></o:p></span></p>
</td>
<td nowrap="" style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 16pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 146.4pt;" valign="top" width="195">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0<o:p></o:p></span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal">Tabla S9a. Dosis comúnmente utilizadas de aripiprazol y correspondiente
ocupación D2. Notar la significativa ocupación a dosis menores de 2,5mg. Basado
en la ecuación Emax derivada de los datos de Lako et al(2013)<!--[if supportFields]><span
style='mso-element:field-begin;mso-field-lock:yes'></span>ADDIN CSL_CITATION
{"citationItems":[{"id":"ITEM-1","itemData":{"DOI":"10.1097/JCP.0b013e3182983ffa","ISBN":"1533-712X","ISSN":"02710749","PMID":"23948784","abstract":"RATIONALE:
Dose equivalents based on dopamine D<span style='font-family:"Cambria Math","serif";
mso-bidi-font-family:"Cambria Math"'>₂</span> receptor occupancy can be used to
compare antipsychotics on D<span style='font-family:"Cambria Math","serif";
mso-bidi-font-family:"Cambria Math"'>₂</span> receptor-mediated (adverse)
effects such as extrapyramidal symptoms and altered emotional experiences.
Previous meta-analyses modeling the dose-occupancy relationship hardly
addressed potential heterogeneity of the imaging data.\\n\\nOBJECTIVES: To
model the relationship between dose and D<span style='font-family:"Cambria Math","serif";
mso-bidi-font-family:"Cambria Math"'>₂</span> receptor occupancy for a series
of frequently prescribed antipsychotics while addressing the potential
heterogeneity of the imaging data.\\n\\nMETHODS: We conducted a meta-analysis
on published D<span style='font-family:"Cambria Math","serif";mso-bidi-font-family:
"Cambria Math"'>₂</span> receptor occupancy data (positron emission tomography
and single-photon emission computed tomography) in patients with schizophrenia
treated with antipsychotics. A nonlinear mixed effects model estimated the
median D<span style='font-family:"Cambria Math","serif";mso-bidi-font-family:
"Cambria Math"'>₂</span> receptor occupancy for a given antipsychotic dose.
Heterogeneity between studies was investigated by incorporating study as a
random effect in the model, in addition to patient- and study-specific
explanatory variables.\\n\\nRESULTS: Included were 51 studies, describing 606
patients (mean ± SD age, 32.2 ±10.8 years; 25.7% female). The models described
the dose-occupancy relationship with narrow confidence bands around the
therapeutic dose range. Maximum occupancy (95% confidence interval[CI]) was
estimated for haloperidol (91.9%; 95% CI, 86.1-97.8), risperidone(92.4%; 95%
CI, 81.8-100), olanzapine (96.5%; 95% CI,85.8-100), clozapine (61.7%; 95% CI,
49.2-74.2), quetiapine (49.1%; 95% CI, 18.7-79.6), aripiprazole (86.9%; 95% CI,
78.2-95.7), ziprasidone (82.9%; 95% CI, 44.9-100), and amisulpride (85.0%; 95%
CI, 68.5-100). Interindividual differences explained most of the variability in
occupancy values, besides significant heterogeneity between
studies.\\n\\nCONCLUSIONS: Dose-occupancy functions estimated the median level
of dopamine D<span style='font-family:"Cambria Math","serif";mso-bidi-font-family:
"Cambria Math"'>₂</span> receptor occupancy for 8 frequently prescribed
antipsychotics in patients with schizophrenia. These dose equivalents can be
used to compare antipsychotic effects in epidemiological studies and clinical
practice.","author":[{"dropping-particle":"","family":"Lako","given":"Irene
M.","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Heuvel","given":"Edwin
R.","non-dropping-particle":"Van
Den","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Knegtering","given":"Henrikus","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Bruggeman","given":"Richard","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Taxis","given":"Katja","non-dropping-particle":"","parse-names":false,"suffix":""}],"container-title":"Journal
of Clinical
Psychopharmacology","id":"ITEM-1","issue":"5","issued":{"date-parts":[["2013"]]},"page":"675-681","title":"Estimating
dopamine d2 receptor occupancy for doses of 8 antipsychotics: A
meta-analysis","type":"article-journal","volume":"33"},"uris":["http://www.mendeley.com/documents/?uuid=4b6a686c-ca14-4b0a-88f4-a9115e049e9d"]}],"mendeley":{"formattedCitation":"(5)","plainTextFormattedCitation":"(5)","previouslyFormattedCitation":"<sup>8</sup>"},"properties":{"noteIndex":0},"schema":"https://github.com/citation-style-language/schema/raw/master/csl-citation.json"}<span
style='mso-element:field-separator'></span><![endif]--><span style="mso-no-proof: yes;">(5)</span><!--[if supportFields]><span style='mso-element:field-end'></span><![endif]-->.</p>
<p class="MsoNormal"><o:p> </o:p></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="top" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">Aripiprazol dosis (mg)</p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="top" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">D2 ocupación (%)</p>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">11.2<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">85<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">2.9<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">80<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1.6<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">75<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1.0<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">70<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0.74<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">65<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0.56<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">60<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0.43<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">55<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0.34<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">50<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 9;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0.27<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">45<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 10;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0.21<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">40<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 11;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0.17<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">35<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 12;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0.13<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">30<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 13;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0.10<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">25<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 14;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0.074<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">20<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 15;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0.052<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">15<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 16;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0.032<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">10<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 17;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0.015<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">5<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 18; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0<o:p></o:p></span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal">Tabla S9b. Dosis de aripiprazol correspondientes a
disminuciones del 5% de la ocupación D2 desde el 85% de ocupación. Notar las
dosis muy pequeñas hacia el final de la desescaladas. Basado en la ecuación
Emax derivada de los datos de Lako et al(2013) <!--[if supportFields]><span
style='mso-element:field-begin;mso-field-lock:yes'></span>ADDIN CSL_CITATION
{"citationItems":[{"id":"ITEM-1","itemData":{"DOI":"10.1097/JCP.0b013e3182983ffa","ISBN":"1533-712X","ISSN":"02710749","PMID":"23948784","abstract":"RATIONALE:
Dose equivalents based on dopamine D<span style='font-family:"Cambria Math","serif";
mso-bidi-font-family:"Cambria Math"'>₂</span> receptor occupancy can be used to
compare antipsychotics on D<span style='font-family:"Cambria Math","serif";
mso-bidi-font-family:"Cambria Math"'>₂</span> receptor-mediated (adverse)
effects such as extrapyramidal symptoms and altered emotional experiences.
Previous meta-analyses modeling the dose-occupancy relationship hardly
addressed potential heterogeneity of the imaging data.\\n\\nOBJECTIVES: To
model the relationship between dose and D<span style='font-family:"Cambria Math","serif";
mso-bidi-font-family:"Cambria Math"'>₂</span> receptor occupancy for a series
of frequently prescribed antipsychotics while addressing the potential
heterogeneity of the imaging data.\\n\\nMETHODS: We conducted a meta-analysis
on published D<span style='font-family:"Cambria Math","serif";mso-bidi-font-family:
"Cambria Math"'>₂</span> receptor occupancy data (positron emission tomography
and single-photon emission computed tomography) in patients with schizophrenia
treated with antipsychotics. A nonlinear mixed effects model estimated the
median D<span style='font-family:"Cambria Math","serif";mso-bidi-font-family:
"Cambria Math"'>₂</span> receptor occupancy for a given antipsychotic dose.
Heterogeneity between studies was investigated by incorporating study as a
random effect in the model, in addition to patient- and study-specific
explanatory variables.\\n\\nRESULTS: Included were 51 studies, describing 606
patients (mean ± SD age, 32.2 ±10.8 years; 25.7% female). The models described
the dose-occupancy relationship with narrow confidence bands around the
therapeutic dose range. Maximum occupancy (95% confidence interval[CI]) was
estimated for haloperidol (91.9%; 95% CI, 86.1-97.8), risperidone(92.4%; 95%
CI, 81.8-100), olanzapine (96.5%; 95% CI,85.8-100), clozapine (61.7%; 95% CI,
49.2-74.2), quetiapine (49.1%; 95% CI, 18.7-79.6), aripiprazole (86.9%; 95% CI,
78.2-95.7), ziprasidone (82.9%; 95% CI, 44.9-100), and amisulpride (85.0%; 95%
CI, 68.5-100). Interindividual differences explained most of the variability in
occupancy values, besides significant heterogeneity between
studies.\\n\\nCONCLUSIONS: Dose-occupancy functions estimated the median level
of dopamine D<span style='font-family:"Cambria Math","serif";mso-bidi-font-family:
"Cambria Math"'>₂</span> receptor occupancy for 8 frequently prescribed
antipsychotics in patients with schizophrenia. These dose equivalents can be
used to compare antipsychotic effects in epidemiological studies and clinical
practice.","author":[{"dropping-particle":"","family":"Lako","given":"Irene
M.","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Heuvel","given":"Edwin
R.","non-dropping-particle":"Van
Den","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Knegtering","given":"Henrikus","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Bruggeman","given":"Richard","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Taxis","given":"Katja","non-dropping-particle":"","parse-names":false,"suffix":""}],"container-title":"Journal
of Clinical
Psychopharmacology","id":"ITEM-1","issue":"5","issued":{"date-parts":[["2013"]]},"page":"675-681","title":"Estimating
dopamine d2 receptor occupancy for doses of 8 antipsychotics: A
meta-analysis","type":"article-journal","volume":"33"},"uris":["http://www.mendeley.com/documents/?uuid=4b6a686c-ca14-4b0a-88f4-a9115e049e9d"]}],"mendeley":{"formattedCitation":"(5)","plainTextFormattedCitation":"(5)","previouslyFormattedCitation":"<sup>8</sup>"},"properties":{"noteIndex":0},"schema":"https://github.com/citation-style-language/schema/raw/master/csl-citation.json"}<span
style='mso-element:field-separator'></span><![endif]--><span style="mso-no-proof: yes;">(5)</span><!--[if supportFields]><span style='mso-element:field-end'></span><![endif]-->.
</p>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal"><o:p> </o:p></p>
<span face=""Calibri","sans-serif"" style="font-size: 11pt; line-height: 115%; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><br clear="all" style="break-before: page; mso-special-character: line-break; page-break-before: always;" />
</span>
<p class="MsoNormal"><o:p> </o:p></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; margin-left: 3.05pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 126.75pt;" valign="top" width="169">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">Ziprasidona dosis (mg)</p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 146.4pt;" valign="top" width="195">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">D2 ocupación (%)</p>
</td>
</tr>
<tr style="height: 17.65pt; mso-yfti-irow: 1;">
<td nowrap="" style="border-top: none; border: 1pt solid black; height: 17.65pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 126.75pt;" valign="bottom" width="169">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">200<o:p></o:p></span></p>
</td>
<td nowrap="" style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 17.65pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 146.4pt;" valign="bottom" width="195">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">68.6<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 16pt; mso-yfti-irow: 2;">
<td nowrap="" style="border-top: none; border: 1pt solid black; height: 16pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 126.75pt;" valign="bottom" width="169">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">160<o:p></o:p></span></p>
</td>
<td nowrap="" style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 16pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 146.4pt;" valign="bottom" width="195">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">65.8<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 16pt; mso-yfti-irow: 3;">
<td nowrap="" style="border-top: none; border: 1pt solid black; height: 16pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 126.75pt;" valign="bottom" width="169">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">120<o:p></o:p></span></p>
</td>
<td nowrap="" style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 16pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 146.4pt;" valign="bottom" width="195">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">61.5<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 16pt; mso-yfti-irow: 4;">
<td nowrap="" style="border-top: none; border: 1pt solid black; height: 16pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 126.75pt;" valign="bottom" width="169">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">80<o:p></o:p></span></p>
</td>
<td nowrap="" style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 16pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 146.4pt;" valign="bottom" width="195">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">54.5<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 16pt; mso-yfti-irow: 5;">
<td nowrap="" style="border-top: none; border: 1pt solid black; height: 16pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 126.75pt;" valign="bottom" width="169">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">40<o:p></o:p></span></p>
</td>
<td nowrap="" style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 16pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 146.4pt;" valign="bottom" width="195">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">40.6<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 16pt; mso-yfti-irow: 6;">
<td nowrap="" style="border-top: none; border: 1pt solid black; height: 16pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 126.75pt;" valign="bottom" width="169">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">20<o:p></o:p></span></p>
</td>
<td nowrap="" style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 16pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 146.4pt;" valign="bottom" width="195">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">26.9<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 16pt; mso-yfti-irow: 7;">
<td nowrap="" style="border-top: none; border: 1pt solid black; height: 16pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 126.75pt;" valign="bottom" width="169">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">10<o:p></o:p></span></p>
</td>
<td nowrap="" style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 16pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 146.4pt;" valign="bottom" width="195">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">16.0<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 16pt; mso-yfti-irow: 8; mso-yfti-lastrow: yes;">
<td nowrap="" style="border-top: none; border: 1pt solid black; height: 16pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 126.75pt;" valign="bottom" width="169">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0<o:p></o:p></span></p>
</td>
<td nowrap="" style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 16pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 146.4pt;" valign="bottom" width="195">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0<o:p></o:p></span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal">Tabla S10a. Dosis comúnmente utilizadas de ziprasidona y correspondiente
ocupación D2. Notar la significativa ocupación a dosis menores de 40mg. Basado
en la ecuación Emax derivada de los datos de Lako et al(2013)<!--[if supportFields]><span
style='mso-element:field-begin;mso-field-lock:yes'></span>ADDIN CSL_CITATION
{"citationItems":[{"id":"ITEM-1","itemData":{"DOI":"10.1097/JCP.0b013e3182983ffa","ISBN":"1533-712X","ISSN":"02710749","PMID":"23948784","abstract":"RATIONALE:
Dose equivalents based on dopamine D<span style='font-family:"Cambria Math","serif";
mso-bidi-font-family:"Cambria Math"'>₂</span> receptor occupancy can be used to
compare antipsychotics on D<span style='font-family:"Cambria Math","serif";
mso-bidi-font-family:"Cambria Math"'>₂</span> receptor-mediated (adverse)
effects such as extrapyramidal symptoms and altered emotional experiences.
Previous meta-analyses modeling the dose-occupancy relationship hardly
addressed potential heterogeneity of the imaging data.\\n\\nOBJECTIVES: To
model the relationship between dose and D<span style='font-family:"Cambria Math","serif";
mso-bidi-font-family:"Cambria Math"'>₂</span> receptor occupancy for a series
of frequently prescribed antipsychotics while addressing the potential
heterogeneity of the imaging data.\\n\\nMETHODS: We conducted a meta-analysis
on published D<span style='font-family:"Cambria Math","serif";mso-bidi-font-family:
"Cambria Math"'>₂</span> receptor occupancy data (positron emission tomography
and single-photon emission computed tomography) in patients with schizophrenia
treated with antipsychotics. A nonlinear mixed effects model estimated the
median D<span style='font-family:"Cambria Math","serif";mso-bidi-font-family:
"Cambria Math"'>₂</span> receptor occupancy for a given antipsychotic dose.
Heterogeneity between studies was investigated by incorporating study as a
random effect in the model, in addition to patient- and study-specific
explanatory variables.\\n\\nRESULTS: Included were 51 studies, describing 606
patients (mean ± SD age, 32.2 ±10.8 years; 25.7% female). The models described
the dose-occupancy relationship with narrow confidence bands around the
therapeutic dose range. Maximum occupancy (95% confidence interval[CI]) was
estimated for haloperidol (91.9%; 95% CI, 86.1-97.8), risperidone(92.4%; 95%
CI, 81.8-100), olanzapine (96.5%; 95% CI,85.8-100), clozapine (61.7%; 95% CI,
49.2-74.2), quetiapine (49.1%; 95% CI, 18.7-79.6), aripiprazole (86.9%; 95% CI,
78.2-95.7), ziprasidone (82.9%; 95% CI, 44.9-100), and amisulpride (85.0%; 95% CI,
68.5-100). Interindividual differences explained most of the variability in
occupancy values, besides significant heterogeneity between
studies.\\n\\nCONCLUSIONS: Dose-occupancy functions estimated the median level
of dopamine D<span style='font-family:"Cambria Math","serif";mso-bidi-font-family:
"Cambria Math"'>₂</span> receptor occupancy for 8 frequently prescribed
antipsychotics in patients with schizophrenia. These dose equivalents can be
used to compare antipsychotic effects in epidemiological studies and clinical
practice.","author":[{"dropping-particle":"","family":"Lako","given":"Irene
M.","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Heuvel","given":"Edwin
R.","non-dropping-particle":"Van
Den","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Knegtering","given":"Henrikus","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Bruggeman","given":"Richard","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Taxis","given":"Katja","non-dropping-particle":"","parse-names":false,"suffix":""}],"container-title":"Journal
of Clinical
Psychopharmacology","id":"ITEM-1","issue":"5","issued":{"date-parts":[["2013"]]},"page":"675-681","title":"Estimating
dopamine d2 receptor occupancy for doses of 8 antipsychotics: A
meta-analysis","type":"article-journal","volume":"33"},"uris":["http://www.mendeley.com/documents/?uuid=4b6a686c-ca14-4b0a-88f4-a9115e049e9d"]}],"mendeley":{"formattedCitation":"(5)","plainTextFormattedCitation":"(5)","previouslyFormattedCitation":"<sup>8</sup>"},"properties":{"noteIndex":0},"schema":"https://github.com/citation-style-language/schema/raw/master/csl-citation.json"}<span
style='mso-element:field-separator'></span><![endif]--><span style="mso-no-proof: yes;">(5)</span><!--[if supportFields]><span style='mso-element:field-end'></span><![endif]-->.</p>
<p class="MsoNormal"><o:p> </o:p></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="top" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">Ziprasidona dosis (mg)</p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="top" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">D2 ocupación (%)</p>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1150<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">80<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">396<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">75<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">226<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">70<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">151<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">65<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">109<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">60<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">82<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">55<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">63.4<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">50<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">49.5<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">45<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 9;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">38.9<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">40<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 10;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">30.5<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">35<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 11;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">23.6<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">30<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 12;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">18.0<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">25<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 13;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">13.3<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">20<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 14;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">9.2<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">15<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 15;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">5.7<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">10<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 16;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">2.7<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">5<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 17; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0<o:p></o:p></span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal">Tabla S10b . Dosis de ziprasidona correspondientes a
disminuciones del 5% de la ocupación D2 desde el 80% de ocupación. Notar las
dosis muy pequeñas hacia el final de la desescaladas. Basado en la ecuación
Emax derivada de los datos de Lako et al(2013) <!--[if supportFields]><span
style='mso-element:field-begin;mso-field-lock:yes'></span>ADDIN CSL_CITATION
{"citationItems":[{"id":"ITEM-1","itemData":{"DOI":"10.1097/JCP.0b013e3182983ffa","ISBN":"1533-712X","ISSN":"02710749","PMID":"23948784","abstract":"RATIONALE:
Dose equivalents based on dopamine D<span style='font-family:"Cambria Math","serif";
mso-bidi-font-family:"Cambria Math"'>₂</span> receptor occupancy can be used to
compare antipsychotics on D<span style='font-family:"Cambria Math","serif";
mso-bidi-font-family:"Cambria Math"'>₂</span> receptor-mediated (adverse)
effects such as extrapyramidal symptoms and altered emotional experiences.
Previous meta-analyses modeling the dose-occupancy relationship hardly
addressed potential heterogeneity of the imaging data.\\n\\nOBJECTIVES: To
model the relationship between dose and D<span style='font-family:"Cambria Math","serif";
mso-bidi-font-family:"Cambria Math"'>₂</span> receptor occupancy for a series
of frequently prescribed antipsychotics while addressing the potential
heterogeneity of the imaging data.\\n\\nMETHODS: We conducted a meta-analysis
on published D<span style='font-family:"Cambria Math","serif";mso-bidi-font-family:
"Cambria Math"'>₂</span> receptor occupancy data (positron emission tomography
and single-photon emission computed tomography) in patients with schizophrenia
treated with antipsychotics. A nonlinear mixed effects model estimated the
median D<span style='font-family:"Cambria Math","serif";mso-bidi-font-family:
"Cambria Math"'>₂</span> receptor occupancy for a given antipsychotic dose.
Heterogeneity between studies was investigated by incorporating study as a
random effect in the model, in addition to patient- and study-specific
explanatory variables.\\n\\nRESULTS: Included were 51 studies, describing 606
patients (mean ± SD age, 32.2 ±10.8 years; 25.7% female). The models described
the dose-occupancy relationship with narrow confidence bands around the
therapeutic dose range. Maximum occupancy (95% confidence interval[CI]) was
estimated for haloperidol (91.9%; 95% CI, 86.1-97.8), risperidone(92.4%; 95%
CI, 81.8-100), olanzapine (96.5%; 95% CI,85.8-100), clozapine (61.7%; 95% CI,
49.2-74.2), quetiapine (49.1%; 95% CI, 18.7-79.6), aripiprazole (86.9%; 95% CI,
78.2-95.7), ziprasidone (82.9%; 95% CI, 44.9-100), and amisulpride (85.0%; 95%
CI, 68.5-100). Interindividual differences explained most of the variability in
occupancy values, besides significant heterogeneity between
studies.\\n\\nCONCLUSIONS: Dose-occupancy functions estimated the median level
of dopamine D<span style='font-family:"Cambria Math","serif";mso-bidi-font-family:
"Cambria Math"'>₂</span> receptor occupancy for 8 frequently prescribed
antipsychotics in patients with schizophrenia. These dose equivalents can be
used to compare antipsychotic effects in epidemiological studies and clinical
practice.","author":[{"dropping-particle":"","family":"Lako","given":"Irene
M.","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Heuvel","given":"Edwin
R.","non-dropping-particle":"Van
Den","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Knegtering","given":"Henrikus","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Bruggeman","given":"Richard","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Taxis","given":"Katja","non-dropping-particle":"","parse-names":false,"suffix":""}],"container-title":"Journal
of Clinical
Psychopharmacology","id":"ITEM-1","issue":"5","issued":{"date-parts":[["2013"]]},"page":"675-681","title":"Estimating
dopamine d2 receptor occupancy for doses of 8 antipsychotics: A
meta-analysis","type":"article-journal","volume":"33"},"uris":["http://www.mendeley.com/documents/?uuid=4b6a686c-ca14-4b0a-88f4-a9115e049e9d"]}],"mendeley":{"formattedCitation":"(5)","plainTextFormattedCitation":"(5)","previouslyFormattedCitation":"<sup>8</sup>"},"properties":{"noteIndex":0},"schema":"https://github.com/citation-style-language/schema/raw/master/csl-citation.json"}<span
style='mso-element:field-separator'></span><![endif]--><span style="mso-no-proof: yes;">(5)</span><!--[if supportFields]><span style='mso-element:field-end'></span><![endif]-->.</p>
<p class="MsoNormal"><o:p> </o:p></p>
<span face=""Calibri","sans-serif"" style="font-size: 11pt; line-height: 115%; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><br clear="all" style="break-before: page; mso-special-character: line-break; page-break-before: always;" />
</span>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal"><o:p> </o:p></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; margin-left: 3.05pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 126.75pt;" valign="top" width="169">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">Amisulprida dosis (mg)</p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 146.4pt;" valign="top" width="195">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">D2 ocupación (%)</p>
</td>
</tr>
<tr style="height: 17.65pt; mso-yfti-irow: 1;">
<td nowrap="" style="border-top: none; border: 1pt solid black; height: 17.65pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 126.75pt;" valign="bottom" width="169">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1200<o:p></o:p></span></p>
</td>
<td nowrap="" style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 17.65pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 146.4pt;" valign="bottom" width="195">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">76.3<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 16pt; mso-yfti-irow: 2;">
<td nowrap="" style="border-top: none; border: 1pt solid black; height: 16pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 126.75pt;" valign="bottom" width="169">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1000<o:p></o:p></span></p>
</td>
<td nowrap="" style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 16pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 146.4pt;" valign="bottom" width="195">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">74.8<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 16pt; mso-yfti-irow: 3;">
<td nowrap="" style="border-top: none; border: 1pt solid black; height: 16pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 126.75pt;" valign="bottom" width="169">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">800<o:p></o:p></span></p>
</td>
<td nowrap="" style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 16pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 146.4pt;" valign="bottom" width="195">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">72.6<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 16pt; mso-yfti-irow: 4;">
<td nowrap="" style="border-top: none; border: 1pt solid black; height: 16pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 126.75pt;" valign="bottom" width="169">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">600<o:p></o:p></span></p>
</td>
<td nowrap="" style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 16pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 146.4pt;" valign="bottom" width="195">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">69.2<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 16pt; mso-yfti-irow: 5;">
<td nowrap="" style="border-top: none; border: 1pt solid black; height: 16pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 126.75pt;" valign="bottom" width="169">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">400<o:p></o:p></span></p>
</td>
<td nowrap="" style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 16pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 146.4pt;" valign="bottom" width="195">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">63.3<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 16pt; mso-yfti-irow: 6;">
<td nowrap="" style="border-top: none; border: 1pt solid black; height: 16pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 126.75pt;" valign="bottom" width="169">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">200<o:p></o:p></span></p>
</td>
<td nowrap="" style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 16pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 146.4pt;" valign="bottom" width="195">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">50.4<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 16pt; mso-yfti-irow: 7;">
<td nowrap="" style="border-top: none; border: 1pt solid black; height: 16pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 126.75pt;" valign="bottom" width="169">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">100<o:p></o:p></span></p>
</td>
<td nowrap="" style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 16pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 146.4pt;" valign="bottom" width="195">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">35.9<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 16pt; mso-yfti-irow: 8;">
<td nowrap="" style="border-top: none; border: 1pt solid black; height: 16pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 126.75pt;" valign="bottom" width="169">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">50<o:p></o:p></span></p>
</td>
<td nowrap="" style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 16pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 146.4pt;" valign="bottom" width="195">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">22.7<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 16pt; mso-yfti-irow: 9;">
<td nowrap="" style="border-top: none; border: 1pt solid black; height: 16pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 126.75pt;" valign="bottom" width="169">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">25<o:p></o:p></span></p>
</td>
<td nowrap="" style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 16pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 146.4pt;" valign="bottom" width="195">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">13.1<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 16pt; mso-yfti-irow: 10; mso-yfti-lastrow: yes;">
<td nowrap="" style="border-top: none; border: 1pt solid black; height: 16pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 126.75pt;" valign="bottom" width="169">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0<o:p></o:p></span></p>
</td>
<td nowrap="" style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 16pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 146.4pt;" valign="bottom" width="195">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0<o:p></o:p></span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal">Tabla S11a. Dosis comúnmente utilizadas de amisulpride y correspondiente
ocupación D2. Notar la significativa ocupación a dosis menores de 100mg. Basado
en la ecuación Emax derivada de los datos de Lako et al(2013)<!--[if supportFields]><span
style='mso-element:field-begin;mso-field-lock:yes'></span>ADDIN CSL_CITATION
{"citationItems":[{"id":"ITEM-1","itemData":{"DOI":"10.1097/JCP.0b013e3182983ffa","ISBN":"1533-712X","ISSN":"02710749","PMID":"23948784","abstract":"RATIONALE:
Dose equivalents based on dopamine D<span style='font-family:"Cambria Math","serif";
mso-bidi-font-family:"Cambria Math"'>₂</span> receptor occupancy can be used to
compare antipsychotics on D<span style='font-family:"Cambria Math","serif";
mso-bidi-font-family:"Cambria Math"'>₂</span> receptor-mediated (adverse)
effects such as extrapyramidal symptoms and altered emotional experiences.
Previous meta-analyses modeling the dose-occupancy relationship hardly
addressed potential heterogeneity of the imaging data.\\n\\nOBJECTIVES: To
model the relationship between dose and D<span style='font-family:"Cambria Math","serif";
mso-bidi-font-family:"Cambria Math"'>₂</span> receptor occupancy for a series
of frequently prescribed antipsychotics while addressing the potential
heterogeneity of the imaging data.\\n\\nMETHODS: We conducted a meta-analysis
on published D<span style='font-family:"Cambria Math","serif";mso-bidi-font-family:
"Cambria Math"'>₂</span> receptor occupancy data (positron emission tomography
and single-photon emission computed tomography) in patients with schizophrenia
treated with antipsychotics. A nonlinear mixed effects model estimated the
median D<span style='font-family:"Cambria Math","serif";mso-bidi-font-family:
"Cambria Math"'>₂</span> receptor occupancy for a given antipsychotic dose.
Heterogeneity between studies was investigated by incorporating study as a
random effect in the model, in addition to patient- and study-specific
explanatory variables.\\n\\nRESULTS: Included were 51 studies, describing 606
patients (mean ± SD age, 32.2 ±10.8 years; 25.7% female). The models described
the dose-occupancy relationship with narrow confidence bands around the
therapeutic dose range. Maximum occupancy (95% confidence interval[CI]) was
estimated for haloperidol (91.9%; 95% CI, 86.1-97.8), risperidone(92.4%; 95%
CI, 81.8-100), olanzapine (96.5%; 95% CI,85.8-100), clozapine (61.7%; 95% CI,
49.2-74.2), quetiapine (49.1%; 95% CI, 18.7-79.6), aripiprazole (86.9%; 95% CI,
78.2-95.7), ziprasidone (82.9%; 95% CI, 44.9-100), and amisulpride (85.0%; 95%
CI, 68.5-100). Interindividual differences explained most of the variability in
occupancy values, besides significant heterogeneity between
studies.\\n\\nCONCLUSIONS: Dose-occupancy functions estimated the median level
of dopamine D<span style='font-family:"Cambria Math","serif";mso-bidi-font-family:
"Cambria Math"'>₂</span> receptor occupancy for 8 frequently prescribed
antipsychotics in patients with schizophrenia. These dose equivalents can be
used to compare antipsychotic effects in epidemiological studies and clinical
practice.","author":[{"dropping-particle":"","family":"Lako","given":"Irene
M.","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Heuvel","given":"Edwin
R.","non-dropping-particle":"Van
Den","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Knegtering","given":"Henrikus","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Bruggeman","given":"Richard","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Taxis","given":"Katja","non-dropping-particle":"","parse-names":false,"suffix":""}],"container-title":"Journal
of Clinical
Psychopharmacology","id":"ITEM-1","issue":"5","issued":{"date-parts":[["2013"]]},"page":"675-681","title":"Estimating
dopamine d2 receptor occupancy for doses of 8 antipsychotics: A
meta-analysis","type":"article-journal","volume":"33"},"uris":["http://www.mendeley.com/documents/?uuid=4b6a686c-ca14-4b0a-88f4-a9115e049e9d"]}],"mendeley":{"formattedCitation":"(5)","plainTextFormattedCitation":"(5)","previouslyFormattedCitation":"<sup>8</sup>"},"properties":{"noteIndex":0},"schema":"https://github.com/citation-style-language/schema/raw/master/csl-citation.json"}<span
style='mso-element:field-separator'></span><![endif]--><span style="mso-no-proof: yes;">(5)</span><!--[if supportFields]><span style='mso-element:field-end'></span><![endif]-->.</p>
<p class="MsoNormal"><o:p> </o:p></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="top" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">Amisulprida dosis (mg)</p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="top" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">D2 ocupación (%)</p>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">2192<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">80<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1028<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">75<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">639<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">70<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">445<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">65<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">329<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">60<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">251<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">55<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">196<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">50<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">154<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">45<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 9;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">122<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">40<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 10;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">95.9<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">35<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 11;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">74.7<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">30<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 12;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">57.1<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">25<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 13;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">42.2<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">20<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 14;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">29.4<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">15<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 15;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">18.3<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">10<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 16;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">8.6<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">5<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 17; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 120.55pt;" valign="bottom" width="161">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 99.25pt;" valign="bottom" width="132">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0<o:p></o:p></span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal">Tabla S11b. Dosis de amisulprida correspondientes a
disminuciones del 5% de la ocupación D2 desde el 80% de ocupación. Notar las
dosis muy pequeñas hacia el final de la desescaladas. Basado en la ecuación
Emax derivada de los datos de Lako et al(2013) <!--[if supportFields]><span
style='mso-element:field-begin;mso-field-lock:yes'></span>ADDIN CSL_CITATION
{"citationItems":[{"id":"ITEM-1","itemData":{"DOI":"10.1097/JCP.0b013e3182983ffa","ISBN":"1533-712X","ISSN":"02710749","PMID":"23948784","abstract":"RATIONALE:
Dose equivalents based on dopamine D<span style='font-family:"Cambria Math","serif";
mso-bidi-font-family:"Cambria Math"'>₂</span> receptor occupancy can be used to
compare antipsychotics on D<span style='font-family:"Cambria Math","serif";
mso-bidi-font-family:"Cambria Math"'>₂</span> receptor-mediated (adverse)
effects such as extrapyramidal symptoms and altered emotional experiences.
Previous meta-analyses modeling the dose-occupancy relationship hardly
addressed potential heterogeneity of the imaging data.\\n\\nOBJECTIVES: To
model the relationship between dose and D<span style='font-family:"Cambria Math","serif";
mso-bidi-font-family:"Cambria Math"'>₂</span> receptor occupancy for a series
of frequently prescribed antipsychotics while addressing the potential
heterogeneity of the imaging data.\\n\\nMETHODS: We conducted a meta-analysis
on published D<span style='font-family:"Cambria Math","serif";mso-bidi-font-family:
"Cambria Math"'>₂</span> receptor occupancy data (positron emission tomography
and single-photon emission computed tomography) in patients with schizophrenia
treated with antipsychotics. A nonlinear mixed effects model estimated the
median D<span style='font-family:"Cambria Math","serif";mso-bidi-font-family:
"Cambria Math"'>₂</span> receptor occupancy for a given antipsychotic dose.
Heterogeneity between studies was investigated by incorporating study as a
random effect in the model, in addition to patient- and study-specific
explanatory variables.\\n\\nRESULTS: Included were 51 studies, describing 606
patients (mean ± SD age, 32.2 ±10.8 years; 25.7% female). The models described
the dose-occupancy relationship with narrow confidence bands around the
therapeutic dose range. Maximum occupancy (95% confidence interval[CI]) was
estimated for haloperidol (91.9%; 95% CI, 86.1-97.8), risperidone(92.4%; 95%
CI, 81.8-100), olanzapine (96.5%; 95% CI,85.8-100), clozapine (61.7%; 95% CI,
49.2-74.2), quetiapine (49.1%; 95% CI, 18.7-79.6), aripiprazole (86.9%; 95% CI,
78.2-95.7), ziprasidone (82.9%; 95% CI, 44.9-100), and amisulpride (85.0%; 95%
CI, 68.5-100). Interindividual differences explained most of the variability in
occupancy values, besides significant heterogeneity between
studies.\\n\\nCONCLUSIONS: Dose-occupancy functions estimated the median level
of dopamine D<span style='font-family:"Cambria Math","serif";mso-bidi-font-family:
"Cambria Math"'>₂</span> receptor occupancy for 8 frequently prescribed
antipsychotics in patients with schizophrenia. These dose equivalents can be
used to compare antipsychotic effects in epidemiological studies and clinical
practice.","author":[{"dropping-particle":"","family":"Lako","given":"Irene
M.","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Heuvel","given":"Edwin
R.","non-dropping-particle":"Van
Den","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Knegtering","given":"Henrikus","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Bruggeman","given":"Richard","non-dropping-particle":"","parse-names":false,"suffix":""},{"dropping-particle":"","family":"Taxis","given":"Katja","non-dropping-particle":"","parse-names":false,"suffix":""}],"container-title":"Journal
of Clinical Psychopharmacology","id":"ITEM-1","issue":"5","issued":{"date-parts":[["2013"]]},"page":"675-681","title":"Estimating
dopamine d2 receptor occupancy for doses of 8 antipsychotics: A
meta-analysis","type":"article-journal","volume":"33"},"uris":["http://www.mendeley.com/documents/?uuid=4b6a686c-ca14-4b0a-88f4-a9115e049e9d"]}],"mendeley":{"formattedCitation":"(5)","plainTextFormattedCitation":"(5)","previouslyFormattedCitation":"<sup>8</sup>"},"properties":{"noteIndex":0},"schema":"https://github.com/citation-style-language/schema/raw/master/csl-citation.json"}<span
style='mso-element:field-separator'></span><![endif]--><span style="mso-no-proof: yes;">(5)</span><!--[if supportFields]><span style='mso-element:field-end'></span><![endif]-->.</p>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal"><o:p> </o:p></p>
<span face=""Calibri","sans-serif"" style="font-size: 11pt; line-height: 115%; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><br clear="all" style="break-before: page; mso-special-character: line-break; page-break-before: always;" />
</span>
<p class="MsoNormal"><o:p> </o:p></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; margin-left: 19.35pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184; width: 485px;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 88.7pt;" valign="top" width="118">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">Antipsicóticos<o:p></o:p></span></p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 45.9pt;" valign="top" width="61">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">Tmax (horas)<o:p></o:p></span></p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 134.95pt;" valign="top" width="180">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">Tiempo-de
hemieliminación (media)(horas)<o:p></o:p></span></p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 94pt;" valign="top" width="125">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">Tiempo
hasta el estado estacionario (días))<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 88.7pt;" valign="top" width="118">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">Clozapina<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 45.9pt;" valign="top" width="61">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">1-4<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 134.95pt;" valign="top" width="180">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">9-17<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 94pt;" valign="top" width="125">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">7-10<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 88.7pt;" valign="top" width="118">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">Risperidona<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 45.9pt;" valign="top" width="61">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">1-1.5<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 134.95pt;" valign="top" width="180">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">3-24 (22
para risp y 9-OH risp)<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 94pt;" valign="top" width="125">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">5<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 88.7pt;" valign="top" width="118">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">Paliperidona<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 45.9pt;" valign="top" width="61">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">1-1.5<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 134.95pt;" valign="top" width="180">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">20-30
(25)<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 94pt;" valign="top" width="125">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 10pt; mso-themecolor: text1;">5<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 88.7pt;" valign="top" width="118">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">Olanzapina<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 45.9pt;" valign="top" width="61">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">5-6<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 134.95pt;" valign="top" width="180">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">21-54
(33)<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 94pt;" valign="top" width="125">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 10pt; mso-themecolor: text1;">4-11<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 88.7pt;" valign="top" width="118">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">Quetiapina<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 45.9pt;" valign="top" width="61">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">1-1.5<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 134.95pt;" valign="top" width="180">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">6(6)<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 94pt;" valign="top" width="125">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 10pt; mso-themecolor: text1;">1<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 88.7pt;" valign="top" width="118">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">Sertindol<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 45.9pt;" valign="top" width="61">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">10<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 134.95pt;" valign="top" width="180">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">24-200
(55-90)<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 94pt;" valign="top" width="125">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 10pt; mso-themecolor: text1;">5-50<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 88.7pt;" valign="top" width="118">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">Ziprasidona<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 45.9pt;" valign="top" width="61">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">5<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 134.95pt;" valign="top" width="180">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">8-10<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 94pt;" valign="top" width="125">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 10pt; mso-themecolor: text1;">1.5-2<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 88.7pt;" valign="top" width="118">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">Aripiprazol<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 45.9pt;" valign="top" width="61">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">3-5<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 134.95pt;" valign="top" width="180">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">75-94<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 94pt;" valign="top" width="125">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 10pt; mso-themecolor: text1;">15-20<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 9;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 88.7pt;" valign="top" width="118">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">Amisulprida<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 45.9pt;" valign="top" width="61">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">1-4<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 134.95pt;" valign="top" width="180">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">12<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 94pt;" valign="top" width="125">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">2-3<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 10;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 88.7pt;" valign="top" width="118">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">Iloperidona<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 45.9pt;" valign="top" width="61">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">2-4<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 134.95pt;" valign="top" width="180">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">18-33
(23-37 para los metabolitos)<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 94pt;" valign="top" width="125">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 10pt; mso-themecolor: text1;">4 -7<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 3.55pt; mso-yfti-irow: 11;">
<td style="border-top: none; border: 1pt solid black; height: 3.55pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 88.7pt;" valign="top" width="118">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">Asenapina<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 3.55pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 45.9pt;" valign="top" width="61">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">0.5-1.5<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 3.55pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 134.95pt;" valign="top" width="180">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">24<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 3.55pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 94pt;" valign="top" width="125">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 10pt; mso-themecolor: text1;">5<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 12;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 88.7pt;" valign="top" width="118">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">Lurasidona<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 45.9pt;" valign="top" width="61">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">1-3<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 134.95pt;" valign="top" width="180">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">18<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 94pt;" valign="top" width="125">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 10pt; mso-themecolor: text1;">3-4<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 13;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 88.7pt;" valign="top" width="118">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">Cariprazina<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 45.9pt;" valign="top" width="61">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">3-4<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 134.95pt;" valign="top" width="180">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">2-5 días<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 94pt;" valign="top" width="125">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 10pt; mso-themecolor: text1;">10-25<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 14;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 88.7pt;" valign="top" width="118">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">Clorpromazina<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 45.9pt;" valign="top" width="61">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">2-4<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 134.95pt;" valign="top" width="180">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">30<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 94pt;" valign="top" width="125">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 10pt; mso-themecolor: text1;">6<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 15;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 88.7pt;" valign="top" width="118">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">Haloperidol<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 45.9pt;" valign="top" width="61">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">1-6<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 134.95pt;" valign="top" width="180">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">20<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 94pt;" valign="top" width="125">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 10pt; mso-themecolor: text1;">4<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 9.95pt; mso-yfti-irow: 16;">
<td style="border-top: none; border: 1pt solid black; height: 9.95pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 88.7pt;" valign="top" width="118">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">Flufenazina<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 9.95pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 45.9pt;" valign="top" width="61">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">2-5<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 9.95pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 134.95pt;" valign="top" width="180">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">16<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 9.95pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 94pt;" valign="top" width="125">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 10pt; mso-themecolor: text1;">3-4<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 9.95pt; mso-yfti-irow: 17; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: 1pt solid black; height: 9.95pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 88.7pt;" valign="top" width="118">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">Metoclopramida<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 9.95pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 45.9pt;" valign="top" width="61">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">1<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 9.95pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 134.95pt;" valign="top" width="180">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="font-size: 10pt;">3-5<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 9.95pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 94pt;" valign="top" width="125">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;"><span style="color: black; font-size: 10pt; mso-themecolor: text1;">1<o:p></o:p></span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal">Tabla S12. Farmacocinética de los antipsicóticos orales,
adaptado de (6-8).</p>
<p class="MsoNormal"><o:p> </o:p></p>
<span face=""Calibri","sans-serif"" style="font-size: 11pt; line-height: 115%; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><br clear="all" style="break-before: page; page-break-before: always;" />
</span>
<p class="MsoNormal">Bibliografía</p>
<p class="MsoNormal" style="margin-left: 32pt; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none; text-indent: -32pt;"><!--[if supportFields]><span
style='mso-element:field-begin;mso-field-lock:yes'></span>ADDIN Mendeley
Bibliography CSL_BIBLIOGRAPHY <span style='mso-element:field-separator'></span><![endif]--><span style="mso-no-proof: yes;">1. <span style="mso-tab-count: 1;"> </span>Marsden
CD. Is tardive dyskinesia a unique disorder? In: Casey DE, Chase TN,
Christensen AV, Gerlach J, editors. Dyskinesia: Research and Treatment.
Springer- Verlag, Berlin Heidelberg; 1985. p. 64–71. <o:p></o:p></span></p>
<p class="MsoNormal" style="margin-left: 32pt; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none; text-indent: -32pt;"><span style="mso-no-proof: yes;">2. <span style="mso-tab-count: 1;"> </span>Taylor D, Barnes T,
Young A. The Maudsley Prescribing Guidelines in Psychiatry: 13th Edition. Wiley
Blackwell; 2018. <o:p></o:p></span></p>
<p class="MsoNormal" style="margin-left: 32pt; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none; text-indent: -32pt;"><span style="mso-no-proof: yes;">3. <span style="mso-tab-count: 1;"> </span>Kapur S, Zipursky RB,
Remington G, Jones C, Dasilva J, Wilson AA, et al. 5-HT2and D2receptor
occupancy of olanzapine in schizophrenia: A PET investigation. Am J Psychiatry.
1998;155(7):921–8. <o:p></o:p></span></p>
<p class="MsoNormal" style="margin-left: 32pt; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none; text-indent: -32pt;"><span style="mso-no-proof: yes;">4. <span style="mso-tab-count: 1;"> </span>Arakawa R, Ito H, Takano
A, Takahashi H, Morimoto T, Sassa T, et al. Dose-finding study of paliperidone
ER based on striatal and extrastriatal dopamine D2 receptor occupancy in
patients with schizophrenia. Psychopharmacology (Berl). 2008;197(2):229–35. <o:p></o:p></span></p>
<p class="MsoNormal" style="margin-left: 32pt; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none; text-indent: -32pt;"><span style="mso-no-proof: yes;">5. <span style="mso-tab-count: 1;"> </span>Lako IM, Van Den Heuvel
ER, Knegtering H, Bruggeman R, Taxis K. Estimating dopamine d2 receptor
occupancy for doses of 8 antipsychotics: A meta-analysis. J Clin
Psychopharmacol. 2013;33(5):675–81. <o:p></o:p></span></p>
<p class="MsoNormal" style="margin-left: 32pt; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none; text-indent: -32pt;"><span style="mso-no-proof: yes;">6. <span style="mso-tab-count: 1;"> </span>Mauri MC, Paletta S,
Maffini M, Colasanti A, Dragogna F, Di Pace C, et al. Clinical pharmacology of
atypical antipsychotics: An update. Vol. 13, EXCLI Journal. 2014. p. 1163–91. <o:p></o:p></span></p>
<p class="MsoNormal" style="margin-left: 32pt; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none; text-indent: -32pt;"><span style="mso-no-proof: yes;">7. <span style="mso-tab-count: 1;"> </span>Javaid J. Clinical
Pharmacokinetics of Antipsychotics. J Clin Pharmacol. 1994;34:286–95. <o:p></o:p></span></p>
<p class="MsoNormal" style="margin-left: 32pt; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none; text-indent: -32pt;"><span style="mso-no-proof: yes;">8. <span style="mso-tab-count: 1;"> </span>Bateman DN. Clinical
Pharmacokinetics of Metoclopramide. Clin Pharmacokinet. 1983;8(6):523–9. <o:p></o:p></span></p>
<p class="MsoNormal"><!--[if supportFields]><span style='mso-element:field-end'></span><![endif]--><o:p> </o:p></p>
<span face=""Calibri","sans-serif"" style="font-size: 11pt; line-height: 115%; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><br clear="all" style="break-before: page; page-break-before: always;" />
</span>
<p class="MsoNormal">Comentario adicional 1. </p>
<p class="MsoNormal">Solo algunos de los medicamentos antipsicóticos orales
presentan formas orales líquidas que permitan obtener cantidades pequeñas con
facilidad. Son especialmente problemáticos los medicamentos que como clozapina
requiere descensos muy pequeños de dosis en los últimos periodos de retirada <span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">(1)</span>,
la dosis más pequeña comercialmente disponible de clozapina es en comprimidos
de tamaño diminuto difíciles de fraccionar, pero también existen presentaciones
en forma de comprimidos bucales dispersables (2), a partir de ellos se pueden
realizar suspensiones extemporáneas, justo antes de tomarlas, por ejemplo,
dispersando el comprimido de menor dosis en un volumen de 10ml de agua, leche o
zumo, cada ml de esta suspensión contendrá la cantidad de sustancia activa
correspondiente a 1/10 del comprimido original. Si el comprimido no fuera
dispersable también se podría realizar la misma operación, previa trituración.
Es conveniente agitar bien la solución antes de tomar la parte a ingerir, e
ingerirla inmediatamente. El farmacéutico de la comunidad podría ser de ayuda
en caso necesario <span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">(3)</span>.</p>
<p class="MsoNormal">Los medicamentos orales de liberación modificada no son susceptibles
de triturar ni de dispersar, sin alterar las características biofarmacéuticas
de los mismos. Por tanto no permiten el descenso gradual de la dosis a
administrar. En el caso de quetiapina se dispone de presentaciones de una forma
farmacéutica convencional de baja dosificación (4) que permite realizar una
suspensión extemporánea. En el caso paliperidona que se presenta en comprimidos
de liberación modificada por mecanismo osmótico, sistema OROS, lo que impide la
trituración extemporánea, y además la forma farmacéutica de menor dosificación
comercialmente disponible es de 1,5mg (5) que implica una elevada ocupación de
receptores D2 >40% (6), hace necesario recurrir a un cambio a risperidona solución
oral a la dosis equivalente (6mg de paliperidona oral equivalen a 5 mg de
risperidona oral (7)) y proceder al descenso progresivo de la dosis. Este
cambio es razonable ya que paliperidona es el principal metabolito de
risperidona.</p>
<p class="MsoNormal">El problema más importante se presenta con la retirada de asenapina,
ya que este fármaco debe ser absorbido en la mucosa bucal, lo que es imposible
si se realiza una suspensión que forzosamente será deglutida. La ficha técnica
de asenapina (Sicrest) indica que pierde la biodisponibilidad al ser ingerida (8).</p>
<p class="MsoNormal">Bibliografía</p>
<p class="MsoNormal"><span style="background: white; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">1 Blackman G, Oloyede E, Horowitz M, Harland R,
Taylor D, MacCabe J, McGuire P. Reducing the Risk of Withdrawal Symptoms and
Relapse Following Clozapine Discontinuation-Is It Feasible to Develop
Evidence-Based Guidelines? Schizophr Bull. 2022 Jan 21;48(1):176-189. doi:
10.1093/schbul/sbab103.</span></p>
<p class="MsoNormal">2 Clozapina Ficha técnica Nemea 25mg bucodispersable <a href="https://cima.aemps.es/cima/pdfs/ft/83970/FT_83970.pdf">FT_83970.pdf
(aemps.es)</a></p>
<p class="MsoNormal"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">3 Apolo Carvajal F, González Martínez M, Capilla Santamaría E,
Cáliz Hernández B, Cañamares Orbis I, Martínez Casanova N, et al. Adecuación de
la medicación oral en personas institucionalizadas en residencias de mayores a
los que se les tritura la medicación: Estudio ADECUA. Farm Hosp.
2016;40(6):514-528)</span>.</p>
<p class="MsoNormal"><span style="mso-spacerun: yes;"> </span>4 Quetiapina <span style="mso-spacerun: yes;"> </span><a href="https://cima.aemps.es/cima/dochtml/ft/63054/FT_63054.html"><span color="windowtext">FICHA TECNICA SEROQUEL 25 mg COMPRIMIDOS RECUBIERTOS
CON PELICULA (aemps.es)</span></a> </p>
<p class="MsoNormal" style="margin-left: 17.4pt; text-indent: -17.4pt;">5 Paliperidona
<a href="https://cima.aemps.es/cima/dochtml/ft/107395041/FT_107395041.html"><span color="windowtext">FICHA TECNICA INVEGA 3 MG COMPRIMIDOS DE LIBERACION PROLONGADA
(aemps.es)</span></a> </p>
<p class="MsoNormal">6 Horowitz MA, Jauhar S, Natesan S, Murray RM t Taylor D. A
Method for Tapering Antipsychotic Treatment That May Minimize the Risk of
Relapse.-Material suplementario.<span style="mso-spacerun: yes;">
</span>Schizophrenia Bulletin<span style="mso-spacerun: yes;"> </span>2021; 47:
1116–1129, 2021 doi:10.1093/schbul/sbab017)<span style="font-size: 8pt; line-height: 115%;"><o:p></o:p></span></p>
<p class="MsoNormal">7 <span style="mso-spacerun: yes;"> </span><a href="https://www.whocc.no/atc_ddd_index/?code=N05AX&showdescription=no"><span color="windowtext">WHOCC - ATC/DDD Index</span></a> </p>
<p class="MsoNormal">8.<span style="mso-spacerun: yes;"> </span>Asenapina<span style="mso-spacerun: yes;"> </span>Ficha técnica <span style="mso-spacerun: yes;"> </span><a href="https://cima.aemps.es/cima/pdfs/es/ft/10640005/FT_10640005.pdf"><span color="windowtext">Sycrest, INN-asenapine maleate (aemps.es)</span></a><span style="mso-spacerun: yes;"> </span></p>
<span face=""Calibri","sans-serif"" style="font-size: 11pt; line-height: 115%; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><br clear="all" style="break-before: page; page-break-before: always;" />
</span>
<p class="MsoNormal">Comentario adicional 2. </p>
<p class="MsoNormal">Los antipsicoticós inyectables de larga duración consisten
en la administración de una cantidad importante de fármaco, como para cubrir el
periodo de tiempo preestablecido, que no está inmediatamente biodisponible y
que funciona como un depósito, ubicado en el tejido muscular, a partir del cual
se va liberando lentamente el principio activo al torrente circulatorio (1,2).
El modelo farmacocinético podría asimilarse a una perfusión continua, con una
dosis de carga al inicio de cada intervalo de dosificación, y en el caso de
Risperdal Consta con un periodo de latencia previo (2,3). La prolongación del
efecto se debe a que la liberación progresiva de fármaco desde el depósito
intramuscular mantiene relativamente constante la concentración plasmática
durante el intervalo de tiempo entre dosis. Este fenómeno está determinado por
la constante de liberación desde el depósito intramuscular al torrente
circulatorio, esto tiene como consecuencia que tras la administración de una
dosis se obtengan vidas de hemieliminación aparentemente largas. El valor muy prologado
de estas vidas de hemieliminación aparentes está más determinado por la
velocidad de liberación desde el depósito que por la vida de hemieliminación
del principio activo liberado. Una vez agotado el depósito intramuscular ya no
se produce más liberación de fármaco al torrente circulatorio, la velocidad de
caída del nivel plasmático subsiguiente depende únicamente de la vida de
hemieliminación del fármaco base, que es en comparación cortísima. Es lo que se
conoce como fenómeno “flip-flop” en los medicamentos de liberación modificada
(4).</p>
<p class="MsoNormal">Como se sabe, hay una relación hiperbólica entre
concentraciones plasmáticas y % de ocupación de receptores D2, lo que significa
que las pequeñas caídas adicionales de concentraciones plasmáticas bajas
supongan cambios importantes en la desocupación de receptores, con los
consiguientes fenómenos de abstinencia (5). Esto es coherente con la
aseveración de muchos psiquiatras clínicos que dicen observar cambios psicopatológicos
y conductuales en los pacientes si la siguiente dosis de antipsicótico de
depósito se demora, incluso en usuarios crónicos algunos cínicos detectan estos
cambios al final de intervalo de dosis. El fenómeno “final de dosis”, aunque
comentado entre los familiares y clínicos, no está estudiado para los
antipsicóticos, pero es bien conocido en el tratamiento del la enfermedad de
Parkinson con levodopa (6), durante el tratamiento con benzodiazepinas de
eliminación rápida (7) y con el uso de opiáceos (8, 9).</p>
<p class="MsoNormal">Considerando los dos párrafos previos, sería conveniente que
los medicamentos antipsicóticos inyectables de acción prolongada ofrecieran la
posibilidad de ir reduciendo las dosis administradas. Para ello es necesario
que proporcionen información de la concentración de principio activo en las
suspensiones obtenidas, y que la jeringa proporcionada estuviera gradada convenientemente,
u ofrecer la posibilidad de usar una jeringa graduada. Como puede observarse en
la tabla adicional 2, que informa sobre la fraccionabilidad de dosis de los
antipsicóticos inyectables de larga duración disponibles en España, esto no
siempre se proporciona, siendo notable su ausencia precisamente en el caso de
paliperidona palmitato.</p>
<p class="MsoNormal">Bibliografía adicional 2.</p>
<p class="MsoNormal"><span style="background: white; color: #212121; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">1 Jann MW, Ereshefsky L, Saklad SR.
Clinical pharmacokinetics of the depot antipsychotics. Clin Pharmacokinet. 1985
Jul-Aug;10(4):315-33. doi: 10.2165/00003088-198510040-00003.<o:p></o:p></span></p>
<p class="MsoNormal"><span style="background: white; color: #212121; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">2 Correll CU, Kim E, Sliwa JK, Hamm
W, Gopal S, Mathews M, Venkatasubramanian R, Saklad SR. Pharmacokinetic
Characteristics of Long-Acting Injectable Antipsychotics for Schizophrenia: An
Overview. CNS Drugs. 2021 Jan;35(1):39-59. doi: 10.1007/s40263-020-00779-5.
Epub 2021 Jan 28. PMID: 33507525; PMCID: PMC7873121</span><span face=""Segoe UI","sans-serif"" style="background: white; color: #212121; font-size: 13pt; line-height: 115%;">.</span><span style="background: white; color: #212121; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><o:p></o:p></span></p>
<p class="MsoNormal"><span style="background: white; color: #212121; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">3 Spanarello S, La Ferla T. The
pharmacokinetics of long-acting antipsychotic medications. Curr Clin Pharmacol.
2014;9(3):310-7. doi: 10.2174/15748847113089990051. PMID: 23343447.</span><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><o:p></o:p></span></p>
<p class="MsoNormal"><span style="background: white; color: #212121; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">4 Yáñez JA, Remsberg CM, Sayre CL,
Forrest ML, Davies NM. Flip-flop pharmacokinetics--delivering a reversal of
disposition: challenges and opportunities during drug development. Ther Deliv.
2011 May;2(5):643-72. doi: 10.4155/tde.11.19. PMID: 21837267; PMCID:
PMC3152312.<o:p></o:p></span></p>
<p class="MsoNormal">5 Horowitz MA, Jauhar S, Natesan S, Murray RM t Taylor D. A
Method for Tapering Antipsychotic Treatment That May Minimize the Risk of
Relapse. Schizophrenia Bulletin <span style="mso-spacerun: yes;"> </span>2021; 47:1116–29,
doi:10.1093/schbul/sbab017.</p>
<p class="MsoNormal"><span style="background: white; color: #212121; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">6<span style="mso-spacerun: yes;">
</span>Quinn NP. Classification of fluctuations in patients with Parkinson's
disease. Neurology. 1998 Aug;51(2 Suppl 2):S25-9. doi:
10.1212/wnl.51.2_suppl_2.s25. PMID: 9711977</span><span face=""Segoe UI","sans-serif"" style="background: white; color: #212121;">.</span></p>
<p class="MsoNormal"><span style="background: white; color: #212121; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">7 Herman JB, Brotman AW, Rosenbaum
JF. Rebound anxiety in panic disorder patients treated with shorter-acting
benzodiazepines. J Clin Psychiatry. 1987 Oct;48 Suppl:22-8.</span><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><o:p></o:p></span></p>
<p class="MsoNormal"><span style="background: white; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">8 Rodríguez-Espinosa S, Coloma-Carmona A,
Pérez-Carbonell A, Román-Quiles JF, Carballo JL. Clinical and psychological
factors associated with interdose opioid withdrawal in chronic pain population.
J Subst Abuse Treat. 2021 Oct;129:108386. doi: 10.1016/j.jsat.2021.108386. Epub
2021 Apr 8. PMID: 34080554.</span><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><o:p></o:p></span></p>
<p class="MsoNormal"><span style="background: white; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">9 Bruneau A, Frimerman L, Verner M, Sirois A,
Fournier C, Scott K, Perez J, Shir Y, Martel MO. Day-to-day opioid withdrawal
symptoms, psychological distress, and opioid craving in patients with chronic
pain prescribed opioid therapy. Drug Alcohol Depend. 2021 Aug 1;225:108787.
doi: 10.1016/j.drugalcdep.2021.108787.</span><span face=""Segoe UI","sans-serif"" style="background: white; color: #212121; font-size: 13pt; line-height: 115%;"> </span></p>
<p class="MsoNormal"><o:p> </o:p></p>
<span face=""Calibri","sans-serif"" style="font-size: 11pt; line-height: 115%; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><br clear="all" style="break-before: page; mso-special-character: line-break; page-break-before: always;" />
</span>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal">Tabla adiciona 1. Antipsicóticos del mercado español,
indicando la disponibilidad de formas orales líquidas y las menores dosis
solidas orales disponibles (elaborado por Emilio Pol, con datos de CIMA-AEMPS,
en <a href="https://cima.aemps.es/cima/publico/buscadoravanzado.html">.:: CIMA
::. Buscador avanzado de medicamentos (aemps.es)</a> a fecha 23/02/2023).</p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184; width: 597px;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 91.25pt;" valign="top" width="122">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Fármaco antipsicótico</p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 42.05pt;" valign="top" width="56">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Forma líquida oral</p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 91.85pt;" valign="top" width="122">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Concentración (tamaño) de la forma líquida oral</p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 88.75pt;" valign="top" width="118">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Forma solida oral</p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 49.9pt;" valign="top" width="67">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Menor dosis de la forma sólida</p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 84pt;" valign="top" width="112">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Ranura para fraccionamiento</p>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 91.25pt;" valign="top" width="122">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Amisulpiride</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 42.05pt;" valign="top" width="56">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Si</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 91.85pt;" valign="top" width="122">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">100mg/ml (60ml)</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 88.75pt;" valign="top" width="118">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">comp</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 49.9pt;" valign="top" width="67">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">50mg</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 84pt;" valign="top" width="112">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Si</p>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 91.25pt;" valign="top" width="122">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Asenapina</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 42.05pt;" valign="top" width="56">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">No</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 91.85pt;" valign="top" width="122">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">--------------</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 88.75pt;" valign="top" width="118">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">comp sublingual</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 49.9pt;" valign="top" width="67">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">5mg</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 84pt;" valign="top" width="112">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">No</p>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 91.25pt;" valign="top" width="122">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Aripiprazol</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 42.05pt;" valign="top" width="56">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Si</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 91.85pt;" valign="top" width="122">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">1mg/1ml (150ml)</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 88.75pt;" valign="top" width="118">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">comp</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 49.9pt;" valign="top" width="67">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">5mg</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 84pt;" valign="top" width="112">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">No</p>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 91.25pt;" valign="top" width="122">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Cariprazina</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 42.05pt;" valign="top" width="56">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">No</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 91.85pt;" valign="top" width="122">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">-----</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 88.75pt;" valign="top" width="118">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">capsulas duras </p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 49.9pt;" valign="top" width="67">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">1,5mg</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 84pt;" valign="top" width="112">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">No</p>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 91.25pt;" valign="top" width="122">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Clorpromazina</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 42.05pt;" valign="top" width="56">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Si</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 91.85pt;" valign="top" width="122">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">40mg/ml (30ml)</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 88.75pt;" valign="top" width="118">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">comp</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 49.9pt;" valign="top" width="67">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">25mg</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 84pt;" valign="top" width="112">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Si</p>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 91.25pt;" valign="top" width="122">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Clotiapina</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 42.05pt;" valign="top" width="56">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">No</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 91.85pt;" valign="top" width="122">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">………</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 88.75pt;" valign="top" width="118">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">comp</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 49.9pt;" valign="top" width="67">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">40mg</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 84pt;" valign="top" width="112">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Si</p>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 91.25pt;" valign="top" width="122">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Clozapina</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 42.05pt;" valign="top" width="56">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">No</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 91.85pt;" valign="top" width="122">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">*……..</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 88.75pt;" valign="top" width="118">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">comp</p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">comp dispersable </p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 49.9pt;" valign="top" width="67">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">25mg</p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">25mg</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 84pt;" valign="top" width="112">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Si</p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Posible suspensión extemporánea</p>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 91.25pt;" valign="top" width="122">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Haloperidol</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 42.05pt;" valign="top" width="56">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Si</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 91.85pt;" valign="top" width="122">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">2mg/ml (15 y 30ml) </p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 88.75pt;" valign="top" width="118">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">comp</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 49.9pt;" valign="top" width="67">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">10mg</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 84pt;" valign="top" width="112">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">si</p>
</td>
</tr>
<tr style="mso-yfti-irow: 9;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 91.25pt;" valign="top" width="122">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">levomepromazina</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 42.05pt;" valign="top" width="56">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Si</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 91.85pt;" valign="top" width="122">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">40mg/ml (30ml)</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 88.75pt;" valign="top" width="118">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">comp</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 49.9pt;" valign="top" width="67">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">25mg</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 84pt;" valign="top" width="112">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">si</p>
</td>
</tr>
<tr style="mso-yfti-irow: 10;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 91.25pt;" valign="top" width="122">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Levosulpirida</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 42.05pt;" valign="top" width="56">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">No</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 91.85pt;" valign="top" width="122">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">-------</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 88.75pt;" valign="top" width="118">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">comp</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 49.9pt;" valign="top" width="67">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">25mg</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 84pt;" valign="top" width="112">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">no</p>
</td>
</tr>
<tr style="mso-yfti-irow: 11;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 91.25pt;" valign="top" width="122">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Lurasidona</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 42.05pt;" valign="top" width="56">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">No</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 91.85pt;" valign="top" width="122">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">-------</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 88.75pt;" valign="top" width="118">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">comp</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 49.9pt;" valign="top" width="67">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">18,5mg</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 84pt;" valign="top" width="112">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">no</p>
</td>
</tr>
<tr style="mso-yfti-irow: 12;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 91.25pt;" valign="top" width="122">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Olanzapina</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 42.05pt;" valign="top" width="56">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">No</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 91.85pt;" valign="top" width="122">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">------</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 88.75pt;" valign="top" width="118">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Comp</p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">comp dispersable </p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 49.9pt;" valign="top" width="67">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">2,5mg</p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">5mg</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 84pt;" valign="top" width="112">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Si</p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Posible suspensión extemporánea</p>
</td>
</tr>
<tr style="mso-yfti-irow: 13;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 91.25pt;" valign="top" width="122">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Paliperidona</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 42.05pt;" valign="top" width="56">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">No</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 91.85pt;" valign="top" width="122">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">*es metabolito activo de risperdona, posible cambio a risperidona</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 88.75pt;" valign="top" width="118">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">forma OROS</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 49.9pt;" valign="top" width="67">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">3mg</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 84pt;" valign="top" width="112">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">No</p>
</td>
</tr>
<tr style="mso-yfti-irow: 14;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 91.25pt;" valign="top" width="122">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Perfenazina</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 42.05pt;" valign="top" width="56">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">No</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 91.85pt;" valign="top" width="122">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">----------</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 88.75pt;" valign="top" width="118">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">comp</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 49.9pt;" valign="top" width="67">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">8mg</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 84pt;" valign="top" width="112">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Si</p>
</td>
</tr>
<tr style="mso-yfti-irow: 15;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 91.25pt;" valign="top" width="122">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Periciazina</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 42.05pt;" valign="top" width="56">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Si</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 91.85pt;" valign="top" width="122">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">40mg/ml (30ml)</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 88.75pt;" valign="top" width="118">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">comp</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 49.9pt;" valign="top" width="67">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">10mg</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 84pt;" valign="top" width="112">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">No</p>
</td>
</tr>
<tr style="mso-yfti-irow: 16;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 91.25pt;" valign="top" width="122">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Pimozida</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 42.05pt;" valign="top" width="56">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">No</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 91.85pt;" valign="top" width="122">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">……….</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 88.75pt;" valign="top" width="118">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">comp</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 49.9pt;" valign="top" width="67">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">1mg</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 84pt;" valign="top" width="112">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">No</p>
</td>
</tr>
<tr style="mso-yfti-irow: 17;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 91.25pt;" valign="top" width="122">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Quetiapina</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 42.05pt;" valign="top" width="56">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">No</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 91.85pt;" valign="top" width="122">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">-------------</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 88.75pt;" valign="top" width="118">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Comp</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 49.9pt;" valign="top" width="67">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">25mg</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 84pt;" valign="top" width="112">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">No</p>
</td>
</tr>
<tr style="mso-yfti-irow: 18;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 91.25pt;" valign="top" width="122">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">risperidona </p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 42.05pt;" valign="top" width="56">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Si</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 91.85pt;" valign="top" width="122">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">1mg/1ml (100ml) (30ml)</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 88.75pt;" valign="top" width="118">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">comp</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 49.9pt;" valign="top" width="67">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">0,5mg</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 84pt;" valign="top" width="112">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">si</p>
</td>
</tr>
<tr style="mso-yfti-irow: 19;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 91.25pt;" valign="top" width="122">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Sertindol</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 42.05pt;" valign="top" width="56">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">No</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 91.85pt;" valign="top" width="122">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">--------------</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 88.75pt;" valign="top" width="118">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">comp</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 49.9pt;" valign="top" width="67">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">4mg</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 84pt;" valign="top" width="112">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">no</p>
</td>
</tr>
<tr style="mso-yfti-irow: 20;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 91.25pt;" valign="top" width="122">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Sulpirida</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 42.05pt;" valign="top" width="56">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">No</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 91.85pt;" valign="top" width="122">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">-------</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 88.75pt;" valign="top" width="118">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">caps duras</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 49.9pt;" valign="top" width="67">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">50mg</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 84pt;" valign="top" width="112">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">No</p>
</td>
</tr>
<tr style="mso-yfti-irow: 21;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 91.25pt;" valign="top" width="122">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Tiaprida</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 42.05pt;" valign="top" width="56">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Si</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 91.85pt;" valign="top" width="122">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">12mg/ml (60ml)</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 88.75pt;" valign="top" width="118">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">comp</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 49.9pt;" valign="top" width="67">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">100mg</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 84pt;" valign="top" width="112">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Si</p>
</td>
</tr>
<tr style="mso-yfti-irow: 22;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 91.25pt;" valign="top" width="122">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Ziprasidona</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 42.05pt;" valign="top" width="56">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">no </p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 91.85pt;" valign="top" width="122">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">----------</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 88.75pt;" valign="top" width="118">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">caps dura</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 49.9pt;" valign="top" width="67">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">20mg</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 84pt;" valign="top" width="112">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">No</p>
</td>
</tr>
<tr style="mso-yfti-irow: 23; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 91.25pt;" valign="top" width="122">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Zuclopentixol</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 42.05pt;" valign="top" width="56">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Si</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 91.85pt;" valign="top" width="122">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">20mg/ml (20ml)</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 88.75pt;" valign="top" width="118">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">comp</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 49.9pt;" valign="top" width="67">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">10mg</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 84pt;" valign="top" width="112">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">No</p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal"><o:p> </o:p></p>
<span face=""Calibri","sans-serif"" style="font-size: 11pt; line-height: 115%; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><br clear="all" style="break-before: page; mso-special-character: line-break; page-break-before: always;" />
</span>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal">Tabla adicional 2, que informa sobre la fraccionabilidad de
dosis de los antipsicóticos inyectables de larga duración disponibles en España.
(Elaborado por Emilio Pol, con datos de CIMA-AEMPS, en <a href="https://cima.aemps.es/cima/publico/buscadoravanzado.html">.:: CIMA ::.
Buscador avanzado de medicamentos (aemps.es)</a> a fecha 10/03/2023).</p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 88.35pt;" valign="top" width="118">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Principio activo</p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 62.75pt;" valign="top" width="84">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Frecuencia de inyecciones</p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 85.5pt;" valign="top" width="114">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Nombre de marca</p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 79.15pt;" valign="top" width="106">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">concentración </p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 69.05pt;" valign="top" width="92">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Forma física</p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 51.2pt;" valign="top" width="68">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Volumen mínimo medible en la jeringa</p>
</td>
</tr>
<tr style="height: 3.65pt; mso-yfti-irow: 1;">
<td rowspan="2" style="border-top: none; border: 1pt solid black; height: 3.65pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 88.35pt;" valign="top" width="118">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Aripiprazol</p>
</td>
<td rowspan="2" style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 3.65pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 62.75pt;" valign="top" width="84">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">1 mes</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 3.65pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 85.5pt;" valign="top" width="114">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Abilify Maintena 300</p>
</td>
<td rowspan="2" style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 3.65pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 79.15pt;" valign="top" width="106">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">200mg/1ml</p>
</td>
<td rowspan="2" style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 3.65pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 69.05pt;" valign="top" width="92">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">suspensión</p>
</td>
<td rowspan="2" style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 3.65pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 51.2pt;" valign="top" width="68">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">0,1ml</p>
</td>
</tr>
<tr style="height: 3.65pt; mso-yfti-irow: 2;">
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 3.65pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 85.5pt;" valign="top" width="114">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Abilify Maintena 400</p>
</td>
</tr>
<tr style="height: 3.65pt; mso-yfti-irow: 3;">
<td rowspan="2" style="border-top: none; border: 1pt solid black; height: 3.65pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 88.35pt;" valign="top" width="118">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">olanzapina (pamoato)</p>
</td>
<td rowspan="2" style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 3.65pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 62.75pt;" valign="top" width="84">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">2-4 semanas</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 3.65pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 85.5pt;" valign="top" width="114">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Zypadhera 300</p>
</td>
<td rowspan="2" style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 3.65pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 79.15pt;" valign="top" width="106">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">150mg/1ml </p>
</td>
<td rowspan="2" style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 3.65pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 69.05pt;" valign="top" width="92">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><span style="mso-spacerun: yes;"> </span>suspensión</p>
</td>
<td rowspan="2" style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 3.65pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 51.2pt;" valign="top" width="68">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">0,1ml</p>
</td>
</tr>
<tr style="height: 3.65pt; mso-yfti-irow: 4;">
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 3.65pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 85.5pt;" valign="top" width="114">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Zypadera 400</p>
</td>
</tr>
<tr style="height: 1.6pt; mso-yfti-irow: 5;">
<td rowspan="22" style="border-top: none; border: 1pt solid black; height: 1.6pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 88.35pt;" valign="top" width="118">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">paliperidona (palmitato)</p>
</td>
<td rowspan="16" style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 1.6pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 62.75pt;" valign="top" width="84">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">28 <span style="mso-spacerun: yes;"> </span>días</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 1.6pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 85.5pt;" valign="top" width="114">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Xeplion 50</p>
</td>
<td rowspan="22" style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 1.6pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 79.15pt;" valign="top" width="106">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">No se indica</p>
</td>
<td rowspan="22" style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 1.6pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 69.05pt;" valign="top" width="92">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">suspensión</p>
</td>
<td rowspan="22" style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 1.6pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 51.2pt;" valign="top" width="68">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">No se indica</p>
</td>
</tr>
<tr style="height: 1.45pt; mso-yfti-irow: 6;">
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 1.45pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 85.5pt;" valign="top" width="114">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Xeplion 75</p>
</td>
</tr>
<tr style="height: 7.3pt; mso-yfti-irow: 7;">
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 7.3pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 85.5pt;" valign="top" width="114">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Xeplion 100</p>
</td>
</tr>
<tr style="height: 7.25pt; mso-yfti-irow: 8;">
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 7.25pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 85.5pt;" valign="top" width="114">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Xeplion 150</p>
</td>
</tr>
<tr style="height: 7.25pt; mso-yfti-irow: 9;">
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 7.25pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 85.5pt;" valign="top" width="114">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Baceq 50</p>
</td>
</tr>
<tr style="height: 7.25pt; mso-yfti-irow: 10;">
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 7.25pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 85.5pt;" valign="top" width="114">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Baceq 75</p>
</td>
</tr>
<tr style="height: 7.25pt; mso-yfti-irow: 11;">
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 7.25pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 85.5pt;" valign="top" width="114">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Baceq 100</p>
</td>
</tr>
<tr style="height: 7.25pt; mso-yfti-irow: 12;">
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 7.25pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 85.5pt;" valign="top" width="114">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Baceq 150</p>
</td>
</tr>
<tr style="height: 7.25pt; mso-yfti-irow: 13;">
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 7.25pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 85.5pt;" valign="top" width="114">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Paliperidona TEVA 50</p>
</td>
</tr>
<tr style="height: 7.25pt; mso-yfti-irow: 14;">
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 7.25pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 85.5pt;" valign="top" width="114">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Paliperidona TEVA 75</p>
</td>
</tr>
<tr style="height: 7.25pt; mso-yfti-irow: 15;">
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 7.25pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 85.5pt;" valign="top" width="114">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Paliperidona TEVA 100</p>
</td>
</tr>
<tr style="height: 7.25pt; mso-yfti-irow: 16;">
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 7.25pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 85.5pt;" valign="top" width="114">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Paliperidona TEVA 150</p>
</td>
</tr>
<tr style="height: 7.25pt; mso-yfti-irow: 17;">
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 7.25pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 85.5pt;" valign="top" width="114">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Pameux 50</p>
</td>
</tr>
<tr style="height: 7.25pt; mso-yfti-irow: 18;">
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 7.25pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 85.5pt;" valign="top" width="114">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Pameux 75</p>
</td>
</tr>
<tr style="height: 7.25pt; mso-yfti-irow: 19;">
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 7.25pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 85.5pt;" valign="top" width="114">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Pameux 100</p>
</td>
</tr>
<tr style="height: 7.25pt; mso-yfti-irow: 20;">
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 7.25pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 85.5pt;" valign="top" width="114">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Pameux 150</p>
</td>
</tr>
<tr style="height: 1.45pt; mso-yfti-irow: 21;">
<td rowspan="4" style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 1.45pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 62.75pt;" valign="top" width="84">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">3 meses</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 1.45pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 85.5pt;" valign="top" width="114">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Trevicta 175</p>
</td>
</tr>
<tr style="height: 1.45pt; mso-yfti-irow: 22;">
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 1.45pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 85.5pt;" valign="top" width="114">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Trevicta 263</p>
</td>
</tr>
<tr style="height: 1.45pt; mso-yfti-irow: 23;">
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 1.45pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 85.5pt;" valign="top" width="114">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Trevicta 350</p>
</td>
</tr>
<tr style="height: 1.45pt; mso-yfti-irow: 24;">
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 1.45pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 85.5pt;" valign="top" width="114">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Trevicta 525</p>
</td>
</tr>
<tr style="height: 1.45pt; mso-yfti-irow: 25;">
<td rowspan="2" style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 1.45pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 62.75pt;" valign="top" width="84">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">6 meses</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 1.45pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 85.5pt;" valign="top" width="114">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Byannili 700</p>
</td>
</tr>
<tr style="height: 11.2pt; mso-yfti-irow: 26;">
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 11.2pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 85.5pt;" valign="top" width="114">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Byannili 1000</p>
</td>
</tr>
<tr style="height: 2.5pt; mso-yfti-irow: 27;">
<td rowspan="5" style="border-top: none; border: 1pt solid black; height: 2.5pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 88.35pt;" valign="top" width="118">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">risperidona </p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 2.5pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 62.75pt;" valign="top" width="84">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><o:p> </o:p></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 2.5pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 85.5pt;" valign="top" width="114">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Risperdal consta 25</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 2.5pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 79.15pt;" valign="top" width="106">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">12,5mg/1ml</p>
</td>
<td rowspan="3" style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 2.5pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 69.05pt;" valign="top" width="92">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">suspensión</p>
</td>
<td rowspan="3" style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 2.5pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 51.2pt;" valign="top" width="68">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">No se indica</p>
</td>
</tr>
<tr style="height: 2.4pt; mso-yfti-irow: 28;">
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 2.4pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 62.75pt;" valign="top" width="84">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><o:p> </o:p></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 2.4pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 85.5pt;" valign="top" width="114">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Risperdal consta 37,5</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 2.4pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 79.15pt;" valign="top" width="106">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">18,75mg/1ml</p>
</td>
</tr>
<tr style="height: 2.4pt; mso-yfti-irow: 29;">
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 2.4pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 62.75pt;" valign="top" width="84">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><o:p> </o:p></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 2.4pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 85.5pt;" valign="top" width="114">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Risperdal consta 50</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 2.4pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 79.15pt;" valign="top" width="106">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">25mg/1ml</p>
</td>
</tr>
<tr style="height: 3.65pt; mso-yfti-irow: 30;">
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 3.65pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 62.75pt;" valign="top" width="84">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><o:p> </o:p></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 3.65pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 85.5pt;" valign="top" width="114">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">OKedi 75</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 3.65pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 79.15pt;" valign="top" width="106">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">No se indica</p>
</td>
<td rowspan="2" style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 3.65pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 69.05pt;" valign="top" width="92">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">suspensión</p>
</td>
<td rowspan="2" style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 3.65pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 51.2pt;" valign="top" width="68">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">No se indica</p>
</td>
</tr>
<tr style="height: 3.65pt; mso-yfti-irow: 31;">
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 3.65pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 62.75pt;" valign="top" width="84">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;"><o:p> </o:p></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 3.65pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 85.5pt;" valign="top" width="114">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Okedi 100</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 3.65pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 79.15pt;" valign="top" width="106">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">No se indica</p>
</td>
</tr>
<tr style="height: 2.4pt; mso-yfti-irow: 32; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: 1pt solid black; height: 2.4pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 88.35pt;" valign="top" width="118">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">zuclopentixol (decanoato)</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 2.4pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 62.75pt;" valign="top" width="84">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">2-4 semanas</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 2.4pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 85.5pt;" valign="top" width="114">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Cloplixol depot</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 2.4pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 79.15pt;" valign="top" width="106">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">200mg/ml</p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 2.4pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 69.05pt;" valign="top" width="92">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">Solución </p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; height: 2.4pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 51.2pt;" valign="top" width="68">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm;">0,1ml</p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal"><o:p> </o:p></p>Emilio Pol Yanguashttp://www.blogger.com/profile/03803951536939252596noreply@blogger.com1tag:blogger.com,1999:blog-8260174468419950017.post-28672844499247647992023-02-20T08:35:00.009-08:002023-02-20T09:11:10.659-08:00Neuropsicoimagen<p>Neuropsicoimagen, como medida de resultados en ensayos clínicos para el abuso de sustancias. Ver artículo en el enlace siguiente.</p><p> </p><p><a href="https://www.saludyfarmacos.org/boletin-farmacos/boletines/feb202306/40_ne/">Neuropsicoimagen y ensayos clínicos con tratamientos para la adicción (saludyfarmacos.org)</a></p>Emilio Pol Yanguashttp://www.blogger.com/profile/03803951536939252596noreply@blogger.com0tag:blogger.com,1999:blog-8260174468419950017.post-10339178393108023152023-02-04T09:45:00.001-08:002023-02-04T09:47:21.397-08:00Discontinuación de olanzapina<p> Algunas personas quieren dejar de tomar antipsicóticos después de periodos prolongados de uso continuado. En muchas ocasiones no encuentran el apoyo profesional para el abandono de estos fármacos. La discontinuación de antipsicóticos tras periodos de uso prolongados conlleva riesgos relacionados con la hipersensibilidad dopaminérgica generada. La tabla mostrada abajo trata de ser una ayuda para la discontinuación, lo más segura posible, de olanzapina. Lo ideal es que tal proceso se llevara a cabo con la supervisión profesional.</p><table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-table-layout-alt: fixed; mso-yfti-tbllook: 1184;">
<tbody><tr style="height: 13.9pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td rowspan="2" style="border: solid black 1.0pt; height: 13.9pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.65pt;" valign="top" width="81">
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">Principio activo<o:p></o:p></p>
</td>
<td rowspan="2" style="border-left: none; border: solid black 1.0pt; height: 13.9pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 42.3pt;" valign="top" width="56">
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">Grupo <o:p></o:p></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">ATC<o:p></o:p></p>
</td>
<td rowspan="2" style="border-left: none; border: solid black 1.0pt; height: 13.9pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.15pt;" valign="top" width="50">
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">DDD<o:p></o:p></p>
</td>
<td colspan="3" rowspan="2" style="border-left: none; border: solid black 1.0pt; height: 13.9pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 92.1pt;" valign="top" width="123">
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">Presentaciones farmacéuticas<o:p></o:p></p>
</td>
<td rowspan="2" style="border-left: none; border: solid black 1.0pt; height: 13.9pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 4.0cm;" valign="top" width="151">
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">comentarios<o:p></o:p></p>
</td>
<td rowspan="2" style="border-left: none; border: solid black 1.0pt; height: 13.9pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 92.15pt;" valign="top" width="123">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">Propiedades farmacocinéticas<o:p></o:p></p>
</td>
<td rowspan="2" style="border-left: none; border: solid black 1.0pt; height: 13.9pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 63.65pt;" valign="top" width="85">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">Olanzapina dosis (mg)<o:p></o:p></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">que recibe el sujeto<o:p></o:p></p>
</td>
<td rowspan="2" style="border-left: none; border: solid black 1.0pt; height: 13.9pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 56.85pt;" valign="top" width="76">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">D2 (%) ocupación<o:p></o:p></p>
</td>
<td colspan="2" style="border-left: none; border: solid black 1.0pt; height: 13.9pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 150.0pt;" valign="top" width="200">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">En la práctica<o:p></o:p></p>
</td>
</tr>
<tr style="height: 36.4pt; mso-yfti-irow: 1;">
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 36.4pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 75.0pt;" valign="top" width="100">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">dosis de partida <o:p></o:p></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">mg/día<o:p></o:p></p>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 36.4pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 75.0pt;" valign="top" width="100">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">Reducción recomendada<o:p></o:p></p>
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">mg/día<o:p></o:p></p>
</td>
</tr>
<tr style="height: 15.4pt; mso-yfti-irow: 2;">
<td rowspan="26" style="border-top: none; border: solid black 1.0pt; height: 15.4pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 60.65pt;" valign="top" width="81">
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">Olanzapina<o:p></o:p></p>
</td>
<td rowspan="26" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.4pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 42.3pt;" valign="top" width="56">
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">N05AH<o:p></o:p></p>
</td>
<td rowspan="21" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.4pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 37.15pt;" valign="top" width="50">
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">10 mg oral<o:p></o:p></p>
</td>
<td colspan="3" rowspan="5" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.4pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 92.1pt;" valign="top" width="123">
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">Capsulas duras, 2’5, 5, 7’5, 10, 15 y 20mg<o:p></o:p></p>
</td>
<td rowspan="21" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.4pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 4.0cm;" valign="top" width="151">
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">El descenso de dosis puede hacerse fácilmente con la gama de dosificaciones
disponibles.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">En ocasiones es necesario añadir cantidades menores a 2,5mg, mediante
disolución de la forma bucodispersable de 5mg.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">Las formas farmacéuticas son bioequivalentes, cuando contiene la
misma cantidad en mg, liberan olanzapina al organismo en la misma cantidad y
a la misma velocidad. Se identifican por las siglas EFG en el envase, o por
tener el nombre de marca original (Zyprexa)<o:p></o:p></p>
</td>
<td rowspan="21" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.4pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 92.15pt;" valign="top" width="123">
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">T Cmax: 5 a 8 h.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">T ½ eliminación: 33-60h.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><o:p> </o:p></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">T Cpss: <span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">7-14 días.</span><o:p></o:p></p>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.4pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 63.65pt;" valign="bottom" width="85">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">85.5<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.4pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 56.85pt;" valign="bottom" width="76">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">95<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.4pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 75.0pt;" valign="top" width="100">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><40-20mg<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 15.4pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 75.0pt;" valign="bottom" width="100">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">10 mg<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 7.85pt; mso-yfti-irow: 3;">
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 7.85pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 63.65pt;" valign="bottom" width="85">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">40.5<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 7.85pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 56.85pt;" valign="bottom" width="76">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">90<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 7.85pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 75.0pt;" valign="top" width="100">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><20-15mg<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 7.85pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 75.0pt;" valign="bottom" width="100">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">5mg<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 7.85pt; mso-yfti-irow: 4;">
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 7.85pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 63.65pt;" valign="bottom" width="85">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">25.5<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 7.85pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 56.85pt;" valign="bottom" width="76">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">85<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 7.85pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 75.0pt;" valign="top" width="100">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><15-10mg<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 7.85pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 75.0pt;" valign="bottom" width="100">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">2,5mg<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 7.85pt; mso-yfti-irow: 5;">
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 7.85pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 63.65pt;" valign="bottom" width="85">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">18<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 7.85pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 56.85pt;" valign="bottom" width="76">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">80<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 7.85pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 75.0pt;" valign="top" width="100">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><10-7,5<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 7.85pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 75.0pt;" valign="bottom" width="100">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1,25mg<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 3.75pt; mso-yfti-irow: 6;">
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 3.75pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 63.65pt;" valign="bottom" width="85">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">13.5<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 3.75pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 56.85pt;" valign="bottom" width="76">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">75<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 3.75pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 75.0pt;" valign="top" width="100">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><7,5-5<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 3.75pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 75.0pt;" valign="bottom" width="100">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0,7 mg<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 8.85pt; mso-yfti-irow: 7;">
<td colspan="3" rowspan="6" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 8.85pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 92.1pt;" valign="top" width="123">
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">Comprimidos convencionales 2’5, 5, 7’5, 10, 15 y 20mg<o:p></o:p></p>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 8.85pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 63.65pt;" valign="bottom" width="85">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">10.5<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 8.85pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 56.85pt;" valign="bottom" width="76">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">70<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 8.85pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 75.0pt;" valign="top" width="100">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><5-2,5-<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 8.85pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 75.0pt;" valign="bottom" width="100">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0,5mg<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 8.7pt; mso-yfti-irow: 8;">
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 8.7pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 63.65pt;" valign="bottom" width="85">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">8.4<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 8.7pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 56.85pt;" valign="bottom" width="76">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">65<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 8.7pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 75.0pt;" valign="top" width="100">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><2,5<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 8.7pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 75.0pt;" valign="bottom" width="100">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0,4mg <o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 8.7pt; mso-yfti-irow: 9;">
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 8.7pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 63.65pt;" valign="bottom" width="85">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">6.8<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 8.7pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 56.85pt;" valign="bottom" width="76">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">60<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 8.7pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 75.0pt;" valign="top" width="100">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 8.7pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 75.0pt;" valign="bottom" width="100">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0,3 mg<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 8.7pt; mso-yfti-irow: 10;">
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 8.7pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 63.65pt;" valign="bottom" width="85">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">5.5<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 8.7pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 56.85pt;" valign="bottom" width="76">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">55<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 8.7pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 75.0pt;" valign="top" width="100">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 8.7pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 75.0pt;" valign="bottom" width="100">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0,2 mg<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 8.7pt; mso-yfti-irow: 11;">
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 8.7pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 63.65pt;" valign="bottom" width="85">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">4.5<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 8.7pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 56.85pt;" valign="bottom" width="76">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">50<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 8.7pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 75.0pt;" valign="top" width="100">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p> </o:p></span></p>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 8.7pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 75.0pt;" valign="bottom" width="100">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0,1 mg<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 3.75pt; mso-yfti-irow: 12;">
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 3.75pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 63.65pt;" valign="bottom" width="85">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">3.7<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 3.75pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 56.85pt;" valign="bottom" width="76">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">45<o:p></o:p></span></p>
</td>
<td colspan="2" rowspan="10" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 3.75pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 150.0pt;" valign="top" width="200">
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">Elegir la columna dosis de partida, la que toma el sujeto antes de
iniciar la reducción., iniciar. Realizar<span style="mso-spacerun: yes;">
</span>la reducción correspondiente, proseguir las reducciones indicadas
conforme se alcanzan las sucesivas dosis.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="height: 10.55pt; mso-yfti-irow: 13;">
<td colspan="3" rowspan="5" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 10.55pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 92.1pt;" valign="top" width="123">
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">Comprimidos bucodispersables 5, 10, 15 y 20mg<o:p></o:p></p>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 10.55pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 63.65pt;" valign="bottom" width="85">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">3<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 10.55pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 56.85pt;" valign="bottom" width="76">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">40<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 10.45pt; mso-yfti-irow: 14;">
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 10.45pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 63.65pt;" valign="bottom" width="85">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">2.4<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 10.45pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 56.85pt;" valign="bottom" width="76">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">35<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 10.45pt; mso-yfti-irow: 15;">
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 10.45pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 63.65pt;" valign="bottom" width="85">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1.9<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 10.45pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 56.85pt;" valign="bottom" width="76">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">30<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 10.45pt; mso-yfti-irow: 16;">
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 10.45pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 63.65pt;" valign="bottom" width="85">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1.5<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 10.45pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 56.85pt;" valign="bottom" width="76">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">25<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 3.75pt; mso-yfti-irow: 17;">
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 3.75pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 63.65pt;" valign="bottom" width="85">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">1.1<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 3.75pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 56.85pt;" valign="bottom" width="76">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">20<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 11.75pt; mso-yfti-irow: 18;">
<td colspan="3" rowspan="5" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 11.75pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 92.1pt;" valign="top" width="123">
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><o:p> </o:p></p>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 11.75pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 63.65pt;" valign="bottom" width="85">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0.8<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 11.75pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 56.85pt;" valign="bottom" width="76">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">15<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 7.45pt; mso-yfti-irow: 19;">
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 7.45pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 63.65pt;" valign="bottom" width="85">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0.5<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 7.45pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 56.85pt;" valign="bottom" width="76">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">10<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 7.45pt; mso-yfti-irow: 20;">
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 7.45pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 63.65pt;" valign="bottom" width="85">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0.24<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 7.45pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 56.85pt;" valign="bottom" width="76">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">5<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 12.25pt; mso-yfti-irow: 21;">
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 12.25pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 63.8pt;" valign="bottom" width="85">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 12.25pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 2.0cm;" valign="bottom" width="76">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">0<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 48.7pt; mso-yfti-irow: 22;">
<td colspan="4" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 48.7pt; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 270.5pt;" valign="top" width="361">
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">Síntomas observables en la retirada antipsicótica abrupta: náuseas,
vómitos, dolor abdominal, diarrea, dolor de cabeza, taquicardia, vértigo,
aumento de la transpiración, sequedad de mucosas, mialgia, inquietud,
ansiedad, tensión, insomnio, hipercinesia. Se suelen iniciar dentro de 4
semas tras reducción rápida o interrupción de la dosis.<o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 23;">
<td colspan="10" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 605.3pt;" valign="top" width="807">
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">Para cantidades inferiores a 2,5mg, disolver 5mg de olanzapina comp
bucodispersable en un vaso con 5ml de agua o zumo. La solución contiene
5mg/5ml o 1mg/1ml, por tanto con una jeringuilla graduada podemos tomar la
cantidad necesaria.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">Agitar la suspensión formada, para homogenizar, antes de tomar la
cantidad necesaria con la jeringuilla. El resto de solución debe ser
desechada<o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 24;">
<td colspan="10" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 605.3pt;" valign="top" width="807">
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">El tiempo mínimo entre reducciones: 2 semanas, recomendable:<span style="mso-spacerun: yes;"> </span>1 mes. En caso de empeoramiento clínico
durante la reducción, esperar hasta estabilización, para la próxima
reducción, o en caso<span style="mso-spacerun: yes;"> </span>necesario
retroceder un paso. Las cantidades a reducir cada vez pueden ser más lentas en
caso de uso muy prolongadas, por ejemplo reduciéndolas a la mitad.<o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 25;">
<td colspan="2" rowspan="3" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 44.2pt;" valign="top" width="59">
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">10 mg depot<o:p></o:p></p>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 70.9pt;" valign="top" width="95">
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">210mg<o:p></o:p></p>
</td>
<td colspan="2" rowspan="3" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 127.55pt;" valign="top" width="170">
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">Cuando toque la siguiente inyección, no poner y cambiar la dosis de
olanzapina pamoato de deposito im por la correspondiente dosis oral, luego
proceder como se indica arriba<o:p></o:p></p>
</td>
<td rowspan="3" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 92.15pt;" valign="top" width="123">
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">T pmax:2-3d<o:p></o:p></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><o:p> </o:p></p>
<p class="tabra" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-pagination: none;"><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-hansi-theme-font: minor-latin;">T ½ eliminacion:30d<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="mso-fareast-language: EN-GB;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="mso-fareast-language: EN-GB;">T Cpss: 3 meses<o:p></o:p></span></p>
</td>
<td colspan="4" rowspan="3" style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 270.5pt;" valign="top" width="361">
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">Olanzapina pamoato 150mg c/2 semanas o 300mg c/4 semanas,<span style="mso-spacerun: yes;"> </span>cambiar a olanzapina oral 10mg/día.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">Olanzapina pamoato 210 mg/2 semanas o 405 mg/4 semanas, cambiar a
olanzapina oral 15 mg/día. <o:p></o:p></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">Olanzapina pamoato 300 mg/2 semanas cambiar a olanzapina oral 20mg
/día.<o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 26;">
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 70.9pt;" valign="top" width="95">
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">300mg<o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 27;">
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 70.9pt;" valign="top" width="95">
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">405mg<o:p></o:p></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">(como pamoato)<o:p></o:p></p>
</td>
</tr>
<tr style="mso-yfti-irow: 28;">
<td colspan="12" style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 708.25pt;" valign="top" width="944">
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Observación: la
dosis máxima de olanzapina autorizada en la ficha técnica de olanzapina oral
es de 20mg/día. La dosis máxima autorizada de olanzapina pamoato es de 300mg
c/2 semanas,<span style="mso-spacerun: yes;"> </span>la equivalente a 20mg de
olanzapina oral. Cuando se emplea la asociación de olanzapina pamoato con
olanzapina IM u olanzapina oral, o cualquier otra combinación de estos
medicamentos, la dosis máxima de la suma de todos ellos no debe superar a la
equivalente a 20mg oral /día. Olanzapina inyectable IM para acción rápida
10mg equivale a 10mg de olanzapina oral.<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 29;">
<td colspan="12" style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 708.25pt;" valign="top" width="944">
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">T Cmax: tiempo para alcanzar las concentraciones máximas en sangre,
tras la administración de una dosis. T ½ de eliminación: tiempo necesario
para que la concentración de fármaco en sangre se reduzca a la mitad. T Cpss:
tiempo necesario desde que se inicia o modifica una dosis hasta que la
concentración de fármaco en sangre se mantiene estable.<span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 30; mso-yfti-lastrow: yes;">
<td colspan="12" style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 708.25pt;" valign="top" width="944">
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 9.0pt;">Bibliogrfía: <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 9.0pt;">Fichas técnicas de las distintas
presentaciones de olanzapina, en </span><a href="https://cima.aemps.es/cima/publico/home.html"><span style="font-size: 9.0pt;">: CIMA ::. Centro de información de medicamentos (aemps.es)</span></a><span style="font-size: 9.0pt;"> ,<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 9.0pt;">Hoeowitz MA, Jauhar S, Natesan S,
Murray RM, Taylor D. A Method for Tapering Antipsychotic Treatment That May
Minimize the Risk of Relapse. Schizophrenia Bulletin vol. 47 no. 4 pp.
1116–1129, 2021 doi:10.1093/schbul/sbab017</span>.<o:p></o:p></p>
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="background: white; color: #212121; font-size: 9.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Brandt L, Bschor T, Henssler J,
Müller M, Hasan A, Heinz A, Gutwinski S. Antipsychotic Withdrawal Symptoms: A
Systematic Review and Meta-Analysis. Front Psychiatry. 2020 Sep 29;11:569912.
doi: 10.3389/fpsyt.2020.569912. PMID: 33132934; PMCID: PMC7552943.</span><span style="font-size: 9.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><o:p></o:p></span></p>
</td>
</tr>
</tbody></table>Emilio Pol Yanguashttp://www.blogger.com/profile/03803951536939252596noreply@blogger.com4tag:blogger.com,1999:blog-8260174468419950017.post-89530882509723188002023-02-04T09:33:00.010-08:002023-02-20T09:05:51.881-08:00“Esketamina nasal”, ¿eficacia en depresión resistente?.<p> </p><p class="MsoBodyText" style="text-align: justify;">“esketamina nasal”, ¿eficacia en
depresión resistente?.</p>
<p class="MsoBodyText" style="text-align: justify;">Emilio Pol</p>
<p class="MsoBodyText" style="text-align: justify;">La eficacia de medicamento
esketamina nasal , para el tratamiento de la depresión moderada a grave,
puntuación <span style="mso-bidi-font-weight: bold;">Montgomery-Asberg Depression
Scale<b> </b></span>(MADRS) <span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">≥</span>28, resistente al tratamiento, se ha
estudiado en cinco ensayos clínicos aleatorizados, controlado con placebo y
realizados a doble ciego. Los estudios de fase III conocidos como TRANSFORM 1 a
3 y un cuarto ensayo japonés, de fase II-b <span style="mso-spacerun: yes;"> </span>fueron de corta duración, 28 días, y trataban
de conocer la eficacia de esta fármaco para reducir la puntuación de gravedad
de la depresión mayor. El ensayo conocido como SUSTAIN I fue de larga duración
valoró su eficacia para prevenir la recaída, en episodio depresivo en pacientes
que previamente habían mejorado. En todos estos estudios y durante todo el
tiempo se mantuvo, tanto en las ramas experimentales como en las de control,
tratamiento estándar de la depresión mayor de nueva instauración (ISRS o IRSN),
al que no debían haber mostrado previamente resistencia.</p>
<p class="MsoBodyText" style="text-align: justify;">En los estudios a corto plazo <span style="font-size: 8pt; line-height: 115%;">(Fedgchin M, Trivedi M, Daly EJ,
Melkote R, Lane R, Lim P, Vitagliano D, Blier P, Fava M, Liebowitz M, Ravindran
A, Gaillard R, Ameele HVD, Preskorn S, Manji H, Hough D, Drevets WC, Singh JB.
Efficacy and Safety of Fixed-Dose Esketamine Nasal Spray Combined With a New
Oral Antidepressant in TreatmentResistant Depression: Results of a Randomized,
Double-Blind, Active-Controlled Study (TRANSFORM-1). Int J
Neuropsychopharmacol. 2019 Oct 1;22(10):616-630. doi: 10.1093/ijnp/pyz039.
PMID: 31290965; PMCID: PMC6822141.). (Popova V, Daly EJ, Trivedi M, Cooper K,
Lane R, Lim P, Mazzucco C, Hough D, Thase ME, Shelton RC, Molero P, Vieta E,
Bajbouj M, Manji H, Drevets WC, Singh JB. Efficacy and Safety of Flexibly Dosed
Esketamine Nasal Spray Combined With a Newly Initiated Oral Antidepressant in
Treatment-Resistant Depression: A Randomized Double-Blind Active-Controlled
Study. Am J Psychiatry. 2019 Jun 1;176(6):428-438. doi:
10.1176/appi.ajp.2019.19020172. Epub 2019 May 21. Erratum in: Am J Psychiatry.
2019 Aug 1;176(8):669. PMID: 31109201.). (Ochs-Ross R, Daly EJ, Zhang Y, Lane
R, Lim P, Morrison RL, Hough D, Manji H, Drevets WC, Sanacora G, Steffens DC,
Adler C, McShane R, Gaillard R, Wilkinson ST, Singh JB. Efficacy and Safety of
Esketamine Nasal Spray Plus an Oral Antidepressant in Elderly Patients With
Treatment-Resistant DepressionTRANSFORM-3. Am J Geriatr Psychiatry. 2020
Feb;28(2):121- 141. doi: 10.1016/j.jagp.2019.10.008. Epub 2019 Oct 17. PMID:
31734084.). (Takahashi N, Yamada A, Shiraishi A, Shimizu H, Goto R, Tominaga Y.
Efficacy and safety of fixed doses of intranasal Esketamine as an add-on
therapy to Oral antidepressants in Japanese patients with treatment-resistant
depression: a phase 2b randomized clinical study. BMC Psychiatry. 2021 Oct
25;21(1):526. doi: 10.1186/s12888-021-03538-y. PMID: 34696742; PMCID:
PMC8547110)</span> la <b>variable principal</b> de eficacia fue el cambio en la<b>
</b>MADRS desde el valor basal al día 28 (esto es al final de la fase de
inducción). Usando la guía de entrevista estructurada para MADRAS, evaluadores
entrenados y certificados puntuaron la gravedad de los síntomas depresivos de
los pacientes, basalmente (antes de la dosis), 4 y 24h después de la primera
dosis (días 1 y 2), predosis, en todas las visitas subsiguientes durante el
periodo doble ciego, y 4h después de la dosis final el día 28.</p>
<p class="MsoBodyText" style="text-align: justify;">La MADRS-10, evalúa los 10
síntomas nucleares de la depresión, cada uno se puntua de 0 a 6 (0 =<span style="mso-spacerun: yes;"> </span>sin anormalidad a 6 = anormalidad grave). La
puntuación total de la MADRS-10 varía entre 0 y 60, un valor mayor indica una
condición depresiva más grave. Un cambio negativo en esta puntuación indica
mejoría de los síntomas, y una diferencia negativa entre grupo con esketamina y
grupo placebo favorece esketamina. </p>
<p class="MsoBodyText" style="text-align: justify;">Los ensayos Transform 1 y 2 y
el estudio japonés se realizaron en adultos entre 18 y <65 años, mientras
que Transform 3 se realizó en ≥65 años.<span style="mso-spacerun: yes;"> </span>La
dosis inicial de esketamina para <65 años fue 56mg, mientras que en ≥65 años
fue e 28mg; posteriormente y según tolerancia, fueron de 56 a 84mg
administradas 2 veces por semana durante 4 semanas (periodo denominado fase de
inducción). En el estudio Transform 1 hubieron 3 ramas de tratamiento,
esketamina 56mg, esketamina 84mg o placebo, y en el japonés hubo además una
cuarta que recibió esketamina 28mg, en ellos las dosis se mantuvieron fijas. En
los otros dos, Transform 2 y Transform 3, la dosis de cada sujeto fue flexible,
en función de la respuesta, manteniéndolas entre 56 y 84mg de esketamina. <span style="mso-spacerun: yes;"> </span>Las dos tablas siguientes muestran los
resultados de los 4 ensayos</p>
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<p class="MsoNormal" style="text-align: justify;"><span style="mso-fareast-language: ES; mso-no-proof: yes;"><!--[if gte vml 1]><v:shape id="Imagen_x0020_2" o:spid="_x0000_i1028"
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</v:shape><![endif]--></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgT2kFqcbUwQuog86ghlOGKiYfjf-KG0-hW__-7ubyYm3iCCNSJeRpMRFGjhwjS9LjtXr_K3DYkLKWjodXaoQwuXDIZWgR96rB5jf95hOleEU5ESjLOLRN-CvnU52gC4swIW1uKAyagtLCIZDoCl0nZoHSV07lG4FYrQQ6Z9u2m8DlAxA5Cd0pXkIvxnQ" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="221" data-original-width="890" height="150" src="https://blogger.googleusercontent.com/img/a/AVvXsEgT2kFqcbUwQuog86ghlOGKiYfjf-KG0-hW__-7ubyYm3iCCNSJeRpMRFGjhwjS9LjtXr_K3DYkLKWjodXaoQwuXDIZWgR96rB5jf95hOleEU5ESjLOLRN-CvnU52gC4swIW1uKAyagtLCIZDoCl0nZoHSV07lG4FYrQQ6Z9u2m8DlAxA5Cd0pXkIvxnQ=w603-h150" width="603" /></a></div><br /><p></p>
<p class="MsoBodyText" style="text-align: justify;">Los resultados de la rama
esketamina 84mg del estudio TRANSFORM 1, de la rama esketamina 28-84mg de
TRANSFORM 3 y las 3 ramas de esketamina del estudio japonés, incluyen el valor
nulo de la diferencia de medias respecto a placebo.<span style="mso-spacerun: yes;"> </span>Es decir no muestran diferencia de esketamina
respecto a placebo en la capacidad de reducir la puntuación MADRS. Si consiguen
reducir, respecto placebo, la puntuación MADRS respecto placebo las rama de
dosis de esketamina 56mg del TRANSFORM y la rama esketamina<span style="mso-spacerun: yes;"> </span>56-84mg del TRANSFORM 2, de forma
estadísticamente significativa. Pero diferencia estadísticamente significativa
no es equivalente a diferencia clínicamente significativa. La mayor
diferencia<span style="mso-spacerun: yes;"> </span>respecto placebo apareció en
la rama esketamina 56mg del TRANSFORM 1, de valor – 4,3 puntos MADRS, bastante
inferior a -8, que equivale a la mínima mejoría clínicamente observable<b> </b><span style="font-size: 8pt; line-height: 115%; mso-bidi-font-weight: bold;">(</span><span style="font-size: 8pt; line-height: 115%;">Hengartner MP, Jakobsen JC, Sørensen
A, Plöderl M. Efficacy of new-generation antidepressants assessed with the
MontgomeryAsberg Depression Rating Scale, the gold standard clinician rating
scale: A meta-analysis of randomised placebocontrolled trials. PLoS ONE, 2020,
15(2):e0229381. </span><a href="https://doi.org/10.1371/journal.pone.0229381"><span style="font-size: 8pt; line-height: 115%;">https://doi.org/10.1371/journal.pone.0229381</span></a><span style="font-size: 8pt; line-height: 115%;"> .)</span></p>
<p class="MsoBodyText" style="text-align: justify;">Como variables resultado
secundarias en los estudios TRANSFORM 1, 2 y 3 se establecieron las tasas de
respuesta y de remisión del trastorno depresivo mayor al final de la 4º semana.
Se definió <b>respuesta</b> como una reducción ≥50% en la puntuación MADRS
respecto del valor basal, al final de la fase de inducción. <b>Remisión</b> se
definió como una reducción de la puntuación de la MADRS hasta un valor ≤12. Los
resultados de estas variables se muestran a continuación.</p>
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</v:shape><![endif]--></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEifTUrPeh4yjj2Ox71_iTYjmAImWD83r-afWHb7AYEwdyrof0yCYNN-Rfyx0QPDP2iSbWZSjMcVVvRulIONIBLhIq7XytOK1WY5JR0MYBCaX63r9cijFC-s3_-zc3AT6ZduCSnTeOl8Dhu4k0jsMk5Mz9KCrhZGb8ZvSSWWmjHc_YT7yk5rYvLAiJc_wg" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="375" data-original-width="890" height="246" src="https://blogger.googleusercontent.com/img/a/AVvXsEifTUrPeh4yjj2Ox71_iTYjmAImWD83r-afWHb7AYEwdyrof0yCYNN-Rfyx0QPDP2iSbWZSjMcVVvRulIONIBLhIq7XytOK1WY5JR0MYBCaX63r9cijFC-s3_-zc3AT6ZduCSnTeOl8Dhu4k0jsMk5Mz9KCrhZGb8ZvSSWWmjHc_YT7yk5rYvLAiJc_wg=w581-h246" width="581" /></a></div><br /><p></p>
<p class="MsoBodyText" style="text-align: justify;">Solo el estudio TRANSFORM 2 dio
una tasa de remisión superior a placebo de forma estadísticamente
significativa, pero no lo hicieron ninguna de las dos ramas con esketamina<span style="mso-spacerun: yes;"> </span>del estudio TRANSFORM 1, ni la rama
esketamina del TRANSFORM 3. Respecto a las tasas de respuesta, solo se
mostraron estadísticamente superiores a placebo, en los 5 momentos de
evaluación, en la rama con 56mg de esketamina del estudio TRANSFORM 1. La rama
con dosis de 84mg solo mostró tasas de respuestas superiores a placebo al final
de la 1º y la 4º semana. En el estudio TRANSFORM 2, la rama esketamina solo se
mostró superior a placebo al final de la 3º semana, pero no en los otros 4
momentos de evaluación. En el estudio TRANSFORM 3, esketamina no mostró en<span style="mso-spacerun: yes;"> </span>ningún momento tasas de respuestas superiores
a placebo. Los datos dicotomizados (respondedores/no respondedores, remisión/no
remisión) a partir de datos continuos (puntuación de los síntomas con la
MADRS), como ocurre en estos estudios, constituyen una redundancia que trata de
magnificar un efecto que previamente se había mostrado clínicamente
irrelevante. Realmente son clínicamente indistinguibles los sujetos que puntúan
justo debajo del punto de corte de los situados justo por encima del mismo <span style="font-size: 8pt; line-height: 115%;">(Moncrieff J, Kirsch II. Efficacy of
antidepressants in adults. BMJ, 2005; 331:155-9; doi: 10.1136/bmj.331.7509.155.
PMID: 16020858; PMCID: PMC558707.)</span>.</p>
<p class="MsoBodyText" style="text-align: justify;">Dos <b>aspectos adicionales </b>de
de los protocolos de los estudios se deben comentar: el análisis estadístico
secuencial y el análisis intermedio preespecificado en su protocolo. El <b>análisis
estadístico secuencial </b>especificó que, para cada resultado objetivo, el
examen de la significación del grupo con dosis de 56mg de esketamina nasal se llevaría
a cabo solo si el grupo con dosis de 84mg se mostrara significativamente
superior al grupo placebo. En el estudio TRANSFORM 2 también se preespecificó
un análisis secuencial en él que jerárquicamente se condiciona el análisis del
porcentaje de remisión a que hubiera resultado significativa la diferencia de
porcentaje de respuesta al final de la 4º semana, situación que tampoco se
produjo. Como no se cumplieron en<span style="mso-spacerun: yes;">
</span>ninguno de estos dos casos la condición impuesta, la reducción MADRS en
el grupo de 56mg del estudio TRANSFORM 1, ni la tasa de remisiones en el
estudio TRANSFORM 2, no pueden ser analizadas formalmente frente al placebo. Los
valores indicados deben ser considerados solamente como un análisis postrero,
con un valor de generador de hipótesis, que no de rechazo de la hipótesis de
ausencia de diferencias, ni se puede usar a efectos de obtención de la
autorización de comercialización.</p>
<p class="MsoBodyText" style="text-align: justify;">Los tamaños de muestra en los
estudios TRANSFORM, se han calculado para detectar una diferencia media en la
MADRS de 6,5 puntos entre esketamina y placebo y una desviación estándar de 12
puntos, con un nivel de significación del<span style="mso-spacerun: yes;">
</span>0,025 bilateral y un poder del 90% TRANSFORM 1 y 2 o del 80% TRANSFORM 3,
asumiendo un 25% de pérdidas. En los estudios TRANSFORM 1 y 3 se planificó un <b>análisis
intermedio, con la finalidad de reevaluar el tamaño de muestra o si fuera el
caso, interrumpir estudio por causa de futilidad. E</b>l comportamiento de los
grupos de tratamiento a lo largo de los ensayos varió notablemente según los
sujetos hubieran sido reclutados antes o después del análisis intermedio,
acrecentándose las diferencias con la rama placebo. Este diferente
comportamiento perfectamente puede estar indicando un escape del ciego. Ver
gráficas contiguas.</p>
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</v:shape><![endif]--></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjG7QBkP6KUw9mr1AkHd0VmK4zpPM0fjE5NxmOBHX_eMQVUrJFoOc20LVFmpkB61I2r4k7E0iFw5ybNfI9125aAvrUFkd_prhBS_gZJrmqQJU05-A5ngItema54gXJg_7Wymv1R34g8wTaVMWxDXukdgu6nSAvsmaDYEgGnOvGXKnt0zeHqwldVzTuH-Q" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="421" data-original-width="890" height="250" src="https://blogger.googleusercontent.com/img/a/AVvXsEjG7QBkP6KUw9mr1AkHd0VmK4zpPM0fjE5NxmOBHX_eMQVUrJFoOc20LVFmpkB61I2r4k7E0iFw5ybNfI9125aAvrUFkd_prhBS_gZJrmqQJU05-A5ngItema54gXJg_7Wymv1R34g8wTaVMWxDXukdgu6nSAvsmaDYEgGnOvGXKnt0zeHqwldVzTuH-Q=w527-h250" width="527" /></a></div><br /><p></p>
<p class="MsoBodyText" style="text-align: justify;">Los nuevos tamaños muestrales
calculados tras los análisis intermedios fueron inferiores a los especificados
previamente. Los tamaños muestrales inicialmente calculados fueron en el
TRANSFORM 1 de 348 individuos, y en TRANSFORM 3 de 148 individuos. Tras los
análisis intermedios, se reestimó los tamaños muestrales necesarios en 232
sujetos en el TRANSFORM 1 y de 100 sujetos para el TANSFORM 2, pero en el
análisis final de los datos se incluyeron 342 y 142 sujetos respectivamente. Si
se aumenta el tamaño muestral, puede lograrse una significación
estadísticamente más significativa, sin que cambie el significado clínico.</p>
<p class="MsoBodyText" style="text-align: justify;">Otro aspecto a señalar es que
en las publicaciones profesionales se muestran valores de eficacia superiores a
los indicados por la AEM en la ficha técnica. </p>
<p class="MsoBodyText" style="text-align: justify;">La información sobre resultados
de los estudios TRANSFORM que se incluyó en la ficha técnica <span style="font-size: 8pt; line-height: 115%;">(AEM, Ficha técnica Spravato e
información adicional. </span><a href="https://cima.aemps.es/cima/dochtml/ft/1191410001/FT_1191410001%20.html"><span style="font-size: 8pt; line-height: 115%;">https://cima.aemps.es/cima/dochtml/ft/1191410001/FT_1191410001
.html</span></a><span style="font-size: 8pt; line-height: 115%;">. y CIMA:
SPRAVATO 28 MG SOLUCION PARA PULVERIZACION NASAL (aemps.es). Acceso 2022-05-08)</span>,
como el artículo publicado que informa del estudio TRANSFORM I emplean el
método de “observación basal arrastrada hacia delante” para el manejo de datos
perdidos; consiste en que la valoración basal de un sujeto es también asignada
como valoración final, si este abandona por cualquier razón del estudio, se
basa en la asunción de que los sujetos que no finalizan un ensayo no se
benefician del fármaco en estudio, y retornan al valor basal. En las
publicaciones de los estudios TRANSFORM 2 y 3 y en el estudio japonés se empleó
el método denominado “modelo mixto de medidas repetidas”, que utiliza una
estimación basada en la probabilidad, efectos específicos del sujeto y
correlaciones entre medidas repetidas, basándose en que las razones de abandono
del estudio pueden estar o no relacionadas con el medicamento a investigación y
que la distribución de las observaciones basales raramente es igual a la
distribución de las respuestas de los pacientes en el estudio. El que el empleo
de diferentes métodos para tratamiento de datos perdidos con resultados
similares confirma la robustez de la ausencia de diferencias de significación
clínica.</p>
<p class="MsoBodyText" style="text-align: justify;">Se realizó <b>un estudio a
largo plazo</b>, denominado SUSTAIN 1 <span style="font-size: 8pt; line-height: 115%;">(Daly EJ, Trivedi MH, Janik A, Li H, Zhang Y, Li X, Lane R, Lim P, Duca
AR, Hough D, Thase ME, Zajecka J, Winokur A, Divacka I, Fagiolini A, Cubala WJ,
Bitter I, Blier P, Shelton RC, Molero P, Manji H, Drevets WC, Singh JB.
Efficacy of Esketamine Nasal Spray Plus Oral Antidepressant Treatment for
Relapse Prevention in Patients With Treatment-Resistant Depression: A
Randomized Clinical Trial. JAMA Psychiatry. 2019 Sep 1;76(9):893-903. doi:
10.1001/jamapsychiatry.2019.1189. PMID: 31166571; PMCID: PMC6551577.)</span><span style="font-size: 10pt; line-height: 115%;">, </span>en sujetos con edades entre
18 y 64 años que habían alcanzado respuesta antidepresiva a esketamina, con
diseño multicéntrico, de retirada aleatorizada, con control activo, a doble
ciego, con grupos paralelos, cuya variable resultado principal fue “<b>el
tiempo hasta recaída”. </b>Parte de los sujetos procedían de los estudios TRANSFORM
1 y 2 <b>(pacientes transferidos</b>) y parte re reclutaron directamente para
este estudio <b>(pacientes de entrada directa</b>). Tuvo <b>5 fases</b>: 1)
fase inicial abierta para cribado de 4 semanas, 2) fase de inducción abierta de
4 semanas (estas dos fases fueron exclusivas para pacientes de entrada
directa), 3) fase de optimización de 12 semanas (abierta para sujetos de
entrada directa o a doble ciego para los transferidos), 4) fase de
mantenimiento a doble ciego con retirada aleatorizada de esketamina y duración
variable hasta evento resultado o finalización del estudio y 5) fase de
seguimiento postratamiento de 2 semanas. Las dosis de antidepresivos (ISRS o
ISRN) se mantuvieron estables durante todas las fases.</p>
<p class="MsoBodyText" style="text-align: justify;">Los sujetos reclutados
directamente recibieron esketamina nasal de forma abierta por <b>un periodo de
inducción de 4 semanas </b>(1º día 56mg, luego 56 u 84mg dos veces por semana,
según respuesta y tolerancia) más antidepresivo oral, además se incluyeron <b style="mso-bidi-font-weight: normal;">sujetos transferidos </b>de las ramas
activas de los estudios TRANSFORM. La cantidad de dispositivos intranasales
empleada al final de esta fase se mantuvo a lo largo de las fases
subsiguientes. Los sujetos que alcanzaron una reducción <span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">≥</span>50% en la puntuación MADRS entraron
en la <b style="mso-bidi-font-weight: normal;">fase de optimización</b>, con
dosis cada dos semanas si la puntuación MADRS se mantenía ≤12; o semanalmente
durante las 4 semanas siguientes si esta tomaba un valor >12. Al final de
esta fase de optimización, final de la semana 16 de tratamiento, 297 sujetos
considerados estables. En <b>remisión estable </b>176 sujetos (con puntuación
total de la MADRS ≤ 12 en al menos 3 de las 4 últimas semanas de la fase de
optimización) y otros 121 tenían <b>respuesta estable </b>(reducción ≥ 50 % de
la puntuación total de la MADRS respecto al valor basal durante las 2 últimas
semanas de la fase de optimización, pero sin alcanzar la remisión). Los sujetos
considerados estables al final de la fase optimización, <b>fueron aleatorizados
</b>a continuar de forma doble ciego con esketamina nasal o con placebo nasal, <b style="mso-bidi-font-weight: normal;">fase de mantenimiento. </b>Los síntomas
depresivos se midieron con la MADRS semanalmente durante las fases de
inducción, optimización, mantenimiento y seguimiento.</p>
<p class="MsoBodyText" style="text-align: justify;">Se consideró variable principal
de eficacia el tiempo acumulado hasta recaída durante la fase de mantenimiento
en pacientes que hubieran alcanzado remisión estable, y como variable
secundaria la de aquellos que hubieran alcanzado respuesta sin remisión. <span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: +mn-ea;">Se <b>definió la recaída </b>como una puntuación total de la MADRS
≥ 22 durante 2 evaluaciones consecutivas separadas por 5 a 15 días consecutivos o la hospitalización por empeoramiento de la depresión, intento de
suicidio, prevención de suicidio o suicidio efectivo, o cualquier otro
acontecimiento de importancia clínica indicativo de recaída</span><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">.<o:p></o:p></span></p>
<p class="MsoBodyText" style="text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Se consideró que se precisarían
aleatorizar 211 pacientes con remisión estable para obtener 84 recaídas, lo que
proporcionaría un poder del 90% para detectar una razón de riesgo de 0,49 con
un nivel de significación bilateral de 0,05 para detectar superioridad de
esketamina frente a placebo. No obstante, con la finalidad de identificar
eficacia temprana se especificó un análisis intermedio de eficacia después de
alcanzar 31 recaídas. Tras el análisis intermedio se recalculó que se solo se
precisarían 59 recaídas.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">La tabla y la gráfica contiguas
muestran el tiempo hasta recaída y el número de pacientes que permanecieron
libres de recaídas en la fase de mantenimiento. </span>El que la mayor parte de
las recaídas se produzcan tempranamente en el grupo aleatorizado a retirada de
esketamina y su sustitución por placebo, hace pensar en un problema de
abstinencia, o de escape temprano del ciego <span style="font-size: 8pt; line-height: 115%;">(Cohen D, Recalt A. Withdrawal effects confounding in
clinical trials: another sign of a needed paradigm shift in psychopharmacology
research. Ther Adv Psychopharmacol. 2020 Nov 6;10:2045125320964097. doi:
10.1177/2045125320964097. PMID: 33224467; PMCID: PMC7656873.)</span>.</p>
<p class="MsoNormal" style="text-align: justify;">Los autores del estudio SUSTAIN 1
concluyen que el mantenimiento con esketamina tras la respuesta antidepresiva
previene eficazmente las recaídas. <b>Nuestra conclusión </b>es que tras la
administración continua de esketamina, <b>su retirada induce las recaídas
depresivas.</b></p>
<p class="MsoNormal" style="text-align: justify;"><o:p> </o:p></p>
<p class="MsoBodyText" style="text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><o:p> </o:p></span></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 144.05pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Grupo<o:p></o:p></span></p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 144.05pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Esketamina
nasal y antidepresivo oral<o:p></o:p></span></p>
</td>
<td style="border-left: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 144.1pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Placebo
nasal y antidepresivo oral<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td colspan="3" style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 432.2pt;" valign="top" width="576">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Pacientes
que alcanzaron remisión estable<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 144.05pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Nº
evaluados<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 144.05pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">90<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 144.1pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">86<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 144.05pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Nº (%)
censurados<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 144.05pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">66
(73,3)<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 144.1pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">47
(54,7)<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 144.05pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Nº (%)
de recaídas<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 144.05pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">24
(26,7)<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 144.1pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">39
(45,3)<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 144.05pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Percentil
25 (95% IC)<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 144.05pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">153,0
(105,0-225,0)<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 144.1pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">33,3
(22,0-48,0)<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 144.05pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Mediana
(95% IC)<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 144.05pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">NE<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 144.1pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">273,0
(97,0-NE)<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 144.05pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Percentil
75 (95% IC)<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 144.05pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">NE<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 144.1pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">NE<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 144.05pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">HR (95%
IC)<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 144.05pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">0,49
(0,29-0,84)<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 144.1pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 9;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 144.05pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">P-valor,
bilateral<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 144.05pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">0,003<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 144.1pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 10;">
<td colspan="3" style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 432.2pt;" valign="top" width="576">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Pacientes
que alcanzaron respuesta estable<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 11;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 144.05pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Nº
evaluados<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 144.05pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">62<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 144.1pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">59<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 12;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 144.05pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Nº (%)
censurados<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 144.05pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">46
(74,2)<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 144.1pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">25
(42,4)<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 13;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 144.05pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Nº (%)
de recaídas<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 144.05pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">16
(25,8)<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 144.1pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">34
(57,6)<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 14;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 144.05pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Percentil
25 (95% IC)<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 144.05pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">217,0
(56,0-635,0)<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 144.1pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">24,0
(17,0-46,0)<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 15;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 144.05pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Mediana
(95% IC)<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 144.05pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">635,0(264,0-635,0)<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 144.1pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">88,0
(46,0-196,0)<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 16;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 144.05pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Percentil
75 (95% IC)<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 144.05pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">635,0(NE)<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 144.1pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">NE<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 17;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 144.05pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">HR (95%
IC)<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 144.05pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">0,30
(0,16-0,55)<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 144.1pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 18;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 144.05pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">P-valor,
bilateral<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 144.05pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><0,001<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 144.1pt;" valign="top" width="192">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><o:p> </o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 19; mso-yfti-lastrow: yes;">
<td colspan="3" style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 432.2pt;" valign="top" width="576">
<p class="MsoBodyText" style="line-height: normal; text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Abreviaturas:
HR, cociente de riesgo; NE, no estimable. </span>El censurado se hizo para
los pacientes que permanecieron libres de recaídas al final de estudio,
definido por haber alcanzado el número diana de recaídas o quienes se
retiraron tempranamente sin recaída en la fase de mantenimiento. Solo 25
sujetos discontinuaron durante la fase de mantenimiento sin recaída y antes
de finalizar el estudio.</p>
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<p class="MsoNormal" style="text-align: justify;"><o:p> </o:p></p>
<p class="MsoNormal" style="text-align: justify;"><o:p> </o:p></p>Emilio Pol Yanguashttp://www.blogger.com/profile/03803951536939252596noreply@blogger.com0tag:blogger.com,1999:blog-8260174468419950017.post-22674452262326198642022-12-02T03:51:00.003-08:002022-12-02T10:34:52.600-08:00DROGAS LEGALES: ¿DÓNDE ESTÁ EL LÍMITE?<div class="MsoNormal" style="line-height: 115%; text-align: justify;"><span style="font-family: times;"><span style="color: black; font-size: 12pt; line-height: 115%;">Nerea Rodríguez Mora y Fátima Sempere Gil</span></span><span style="font-family: times;"></span><span style="font-family: times;"><span style="color: black; font-size: 12pt; line-height: 115%;">. <br /></span></span></div><div class="MsoNormal" style="line-height: 115%; text-align: justify;"><span style="font-family: times;"><span style="color: black; font-size: 12pt; line-height: 115%;">Estudiantes de 5 año del Grado de Farmacia.</span></span><span style="font-family: times;"></span><span style="font-family: times;"><span style="color: black; font-size: 12pt; line-height: 115%;"> </span></span></div><div class="MsoNormal" style="line-height: 115%; text-align: justify;"><span style="font-family: times;"><span style="color: black; font-size: 12pt; line-height: 115%;">Paco Martínez Granados (tutor).</span></span><span style="font-family: times;"></span>
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<![endif]--></div><p></p><p class="MsoListParagraph" style="line-height: 115%; margin-left: 18pt; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18pt;"><b style="mso-bidi-font-weight: normal;"><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 115%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">1.<span style="font: 7pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 115%;">INTRODUCCIÓN</span></b></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">El
metilfenidato es un psicoestimulante de perfil similar a las anfetaminas.</span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-language: ES; mso-no-proof: yes;"><img alt="" src="data:image/png;base64,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" /></span><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">El
uso de metilfenidato es bastante común en el tratamiento de los síntomas del
Trastorno por Déficit de Atención e Hiperactividad (TDAH) en niños y adultos,
como la dificultad para concentrarse o el control de las conductas impulsivas,
o en el tratamiento de la narcolepsia. </span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">El
uso prolongado puede generar un patrón de abuso debido a que la droga estimula
el sistema límbico de recompensa con la liberación de dopamina (American
Addiction Centers, 2022). Está incluido en la Lista II del Convenio sobre
Sustancias Psicotrópicas (1971), siendo la lista I la de mayor potencial
adictivo. Los síntomas físicos de la abstinencia a metilfenidato y cualquier
anfetamina, consisten en fatiga y alteraciones del sueño, además de síntomas
psíquicos como depresión, abulia y ansiedad (American Addiction Centers, 2022).
Todo esto lleva a que se produzca una neuroadaptación cerebral debida al
consumo, que es lo que degenera en la adicción.</span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">El
objetivo primero de este texto era comparar dos formulaciones de metilfenidato:
Concerta® y Medikinet®, pero conforme íbamos avanzando en nuestra
investigación, ha ido evolucionando hasta una revisión del mal uso de
metilfenidato y anfetaminas entre los consumidores y el desconocimiento por
parte de los profesionales de la salud.</span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"> </span></p>
<p class="MsoListParagraph" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 18.0pt; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm 6pt 18pt; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2.<span style="font: 7pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">CASO CLÍNICO</span></b></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Paciente
varón de 45 años con diagnóstico de trastorno límite de la personalidad (TLP) presenta
antecedentes de abuso a psicoestimulantes (cocaína), benzodiacepinas y alcohol.
Cabe destacar que el TLP es un diagnóstico en auge que carece de bases neurofisiológicas,
caracterizado por un “patrón de inestabilidad de las relaciones
interpersonales, de la autoimagen y de los afectos, con una impulsividad
marcada” (DSM-V). Cada vez se asocia más con estrés postraumático o
experiencias de abuso en la infancia. “Niños con rasgos TLP tenían más
probabilidades de tener un historial de maltrato, y niños que han sido
maltratados tenían más probabilidades de presentar rasgos TLP.” (<span style="background: white; color: #212121;">Skabeikyte G, et al., 2021). También se
ha asociado con factores de riesgo como disfunción de los padres y abuso sexual
(Hailes HP y cols., 2019).</span></span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">El
paciente tenía prescrito como tratamiento habitual diario los siguientes
psicofármacos: PAROXETINA 40mg, LEVOTIROXINA 88 mcg, PREGABALINA 150 mg,
LAMOTRIGINA 50 mg, ÁCIDO VALPROICO 800 mg, FLUVOXAMINA 150 mg, y
BENZODIACEPINAS a demanda.</span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 35.45pt; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm 6pt 35.45pt; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Nosotras<i style="mso-bidi-font-style: normal;">:
“¿Cómo te sientes con toda la medicación que tomas?</i></span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 35.45pt; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm 6pt 35.45pt; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Paciente<i style="mso-bidi-font-style: normal;">:
“El otro día me dieron por error el doble de pregabalina (75 mg x 2 = 150 mg),
sé que fue un error, igual me vendría bien tomar esta dosis, me hacía sentir
muy bien”.</i></span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 35.45pt; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm 6pt 35.45pt; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Paciente<i style="mso-bidi-font-style: normal;">:
“La Paroxetina inhibe la recaptación de serotonina, pero a mí me hace otro
efecto, será porque mis circuitos ya están algo dañados con todo lo que he tomado”.</i></span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">El
paciente ingresó a mediados de agosto en un centro psiquiátrico de media
estancia por un intento autolítico con ingesta medicamentosa de lorazepam,
olanzapina y levopromazina, con un patrón de abuso a METILFENIDATO (Concerta®)
54 mg que tenía prescrito con una pauta posológica de 2-2-2 comprimidos, esto
es, 324 mg/día, lo cual supone 4,5 veces la dosis máxima establecida en ficha
técnica (72 mg/día para adultos y 54 mg/día en niños).</span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">El
paciente conseguía Concerta® con prescripciones que su psiquiatra privado le
facilitaba, adquiriendo la droga en la oficina de farmacia. </span></p>
<p style="background: white; line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span face=""Calibri",sans-serif" style="mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">La primera estrategia que se siguió cuando ingresó fue la
suspensión del tratamiento con Metilfenidato (Concerta®) y sustituirlo por
placebo, por orden del médico psiquiatra a cargo. Según su criterio, la
retirada brusca del metilfenidato no provocaría un síndrome de abstinencia
físico, solo psíquico (<i style="mso-bidi-font-style: normal;">craving</i>). Sin
embargo, en la ficha técnica (tanto en CIMA como en la FDA) pone claramente: <i style="mso-bidi-font-style: normal;"><span style="color: black; mso-themecolor: text1;">“Se requiere una supervisión cuidadosa durante la retirada del
medicamento, ya que esto puede desenmascarar una depresión, así como
hiperactividad crónica. Algunos pacientes pueden necesitar seguimiento a largo
plazo. Se requiere una supervisión cuidadosa durante la <b style="mso-bidi-font-weight: normal;">retirada del uso abusivo</b> ya que puede aparecer una <b style="mso-bidi-font-weight: normal;">depresión grave</b>.” </span></i><span style="color: #333333;"></span></span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Esto
concuerda con los síntomas del paciente, que afirmaba continuamente que, los
días posteriores a un consumo excesivo de metilfenidato, estaba siempre en
cama, sintiéndose abúlico, sedado y anhedónico. Además, partir del mes de
octubre (estando ingresado) volvió a pedir tomar el Concerta®, cada vez más a
menudo, incluso amenazó con ir a la farmacia y conseguirlo por otros medios si
no se lo daban. </span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 35.45pt; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm 6pt 35.45pt; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Nosotras<i style="mso-bidi-font-style: normal;">:
“¿Cómo y cuándo empezaste a tomar Metilfenidato?”</i></span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 35.45pt; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm 6pt 35.45pt; text-align: justify;"><i style="mso-bidi-font-style: normal;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Paciente: “Tengo diagnóstico de TDA
sin hiperactividad, lo empecé a tomar en ese momento, hace 5 años”.</span></i></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 35.45pt; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm 6pt 35.45pt; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">(Este diagnóstico no figura en la historia
clínica del paciente ni se considera acertado).</span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 35.45pt; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm 6pt 35.45pt; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Nosotras<i style="mso-bidi-font-style: normal;">:
”¿Qué te hacía sentir el Concerta?”</i></span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 35.45pt; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm 6pt 35.45pt; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Paciente<i style="mso-bidi-font-style: normal;">:
“Euforia, tranquilo, sin problemas, que era productivo al 100%, hacía muchas
cosas…”.</i></span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 35.45pt; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm 6pt 35.45pt; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Nosotras<i style="mso-bidi-font-style: normal;">:
”¿Qué buscabas en el Concerta?”</i></span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 35.45pt; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm 6pt 35.45pt; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Paciente<i style="mso-bidi-font-style: normal;">:
Evadirme.</i></span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">El
paciente también presentaba cuadros de ansiedad, solicitando la medicación de
rescate a diario (lorazepam 1mg o Tranxilium® intramuscular), hasta que un día
este estado emocional, le llevó a ingerir 8 comprimidos de 54 mg de
Metilfenidato (Concerta®), un total de 432 mg, estando ingresado.</span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 35.45pt; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm 6pt 35.45pt; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Paciente<i style="mso-bidi-font-style: normal;">:
“Igual si hubiera empezado a tomar Concerta® cuando era pequeño para el TDAH mi
vida habría sido distinta, habría sido mejor. Yo sufría bullying en el colegio,
acoso, no me concentraba…quizá me habría ahorrado todo eso.”</i></span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Más
adelante, visto el fracaso de la anterior estrategia, se decidió abordar la
situación desde el punto de vista de un TUS (trastorno por uso de sustancias),
cuando se le presentó una alternativa para dejar el Concerta®, cambiándolo por
Medikinet®, como parte de un proceso de desintoxicación acordando una pauta de
desescalada de dosis, a la que el paciente accedió. </span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Este
cambio se propuso ya que el paciente narraba como notaba “el pico” del
Concerta®, un “<i style="mso-bidi-font-style: normal;">subidón</i>” que se
producía muy rápido y le generaba euforia y sensación de bienestar, para
posteriormente producirle una rápida sensación de “<i style="mso-bidi-font-style: normal;">bajón</i>”, de apatía, abulia, anhedonia y sedación. La nueva
estrategia fue cambiar la formulación de metilfenidato a Medikinet® e ir
desescalando la dosis muy progresivamente.</span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"> </span></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: medium none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody><tr style="height: 47.25pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: 1pt solid windowtext; height: 47.25pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 63.45pt;" valign="top" width="85">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">SEMANA</span></p>
</td>
<td style="border-left: none; border: 1pt solid windowtext; height: 47.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 170.35pt;" valign="top" width="227">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Medikinet®/METILFENIDATO DOSIS/DÍA (MG)</span></p>
</td>
<td style="border-left: none; border: 1pt solid windowtext; height: 47.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 82.2pt;" valign="top" width="110">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">POSOLOGÍA</span></p>
</td>
<td style="border-left: none; border: 1pt solid windowtext; height: 47.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 83.5pt;" valign="top" width="111">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">REDUCCIÓN</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 63.45pt;" valign="top" width="85">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">1</span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 170.35pt;" valign="top" width="227">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">200</span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 82.2pt;" valign="top" width="110">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">100-100-0</span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 83.5pt;" valign="top" width="111">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">-</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 63.45pt;" valign="top" width="85">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">2</span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 170.35pt;" valign="top" width="227">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">180</span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 82.2pt;" valign="top" width="110">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">100-80-0</span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 83.5pt;" valign="top" width="111">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">10%</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 63.45pt;" valign="top" width="85">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">3</span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 170.35pt;" valign="top" width="227">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">160</span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 82.2pt;" valign="top" width="110">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">100-60-0</span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 83.5pt;" valign="top" width="111">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">11%</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 63.45pt;" valign="top" width="85">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">4</span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 170.35pt;" valign="top" width="227">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">140</span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 82.2pt;" valign="top" width="110">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">100-40-0</span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 83.5pt;" valign="top" width="111">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">13%</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 63.45pt;" valign="top" width="85">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">5</span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 170.35pt;" valign="top" width="227">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">120</span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 82.2pt;" valign="top" width="110">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">100-20-0</span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 83.5pt;" valign="top" width="111">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">14%</span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 6; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 63.45pt;" valign="top" width="85">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">6</span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 170.35pt;" valign="top" width="227">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">100</span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 82.2pt;" valign="top" width="110">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">100-0-0</span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt; width: 83.5pt;" valign="top" width="111">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">17%</span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><i style="mso-bidi-font-style: normal;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"> </span></i></p>
<p class="MsoListParagraph" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm 6pt 36pt; mso-add-space: auto; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Paciente<i style="mso-bidi-font-style: normal;">:
“Al tomar el Medikinet® siento paz, energía, bienestar, se va el miedo,
seguridad…mi última forma de abuso con el metilfenidato fue con el Rubifen.”</i></span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">El
paciente, desde que comenzó con el nuevo tratamiento afirmaba no notar tanto la
abstinencia (“la bajada del pico”), que según relataba era lo que más le costaba
sobrellevar. Narraba la comparación de su experiencia farmacoterapéutica del
Concerta® con el Medikinet®, y afirmaba que el segundo le hacía sentir una <i style="mso-bidi-font-style: normal;">“curva de subida y bajada menos pronunciada,
con menos pico y más duradera</i>”. Este discurso del paciente llevó al equipo
a la idea de que la curva de concentraciones plasmáticas del Medikinet® era
menos pronunciada, más prolongada en el tiempo que la de Concerta®. Por tanto,
el Medikinet® tendría menos potencial adictivo.</span></p><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Adoptando su narrativa con respecto a su
experiencia con el Medikinet® como verídica, se prosiguió con la desescalada de
Medikinet®, hasta que nos detuvimos a buscar las curvas de niveles plasmáticos
de ambas presentaciones para realizar este trabajo.</span>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><img alt="" 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" /><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Como
se puede observar en la imagen, (Concerta® en azul y Medikinet® en morado) la
experiencia farmacoterapéutica que relataba el paciente no se corresponde con
la farmacocinética de ambas presentaciones.</span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">La
curva de niveles plasmáticos del Medikinet® 50 mg tiene una Cmax mayor que el
Concerta® 54 mg (6,4 ng/ml y 3,7 ng/ml respectivamente). Además, la pendiente
de eliminación y de absorción del Medikinet® es más pronunciada que la del
Concerta®.</span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">¿Qué
estaba pasando?</span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Según
la cinética de ambos medicamentos, el Medikinet® tendría más potencial de
abuso/adicción. Además, el Concerta® por vía oral, al ser un comprimido de
liberación prolongada, no sería capaz de generar una sensación subjetiva de
“pico” y “bajón”. El farmacéutico propuso la teoría de que quizá el paciente
masticaba los comprimidos.</span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Por
este motivo, procedimos a examinar un comprimido de Concerta® 54 mg y
observamos que está compuesto por 3 partes diferenciadas: una parte rosa, una
blanca y una gris, todas están recubiertas por un material muy resistente que
dificulta la rotura del comprimido. La parte rosa y blanca se diluían más
fácilmente. Por el contrario, la parte gris estaba más aglutinada y costaba más
de diluir, indicando que se trata de los excipientes que favorecen la
liberación prolongada. </span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Fue
así como el paciente nos confesó cómo machacaba los comprimidos e ingería la
parte rosa y blanca de liberación inmediata. “<i style="mso-bidi-font-style: normal;">Incluso en mis peores momentos, lo machacaba y lo esnifaba”, </i>confesó.</span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Poco
después, descubrimos que, durante el tratamiento con Medikinet®, el paciente
seguía consumiendo Concerta® que había escondido en sus calcetines y debajo del
colchón. Además, el paciente suministró Concerta® a otra paciente de 24 años de
edad con diagnóstico de TLP para abusar de la sustancia.</span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Esto
demuestra la falta de ética y de control que existe sobre estas sustancias con
potencial adictivo. La sobredosis por metilfenidato en cualquiera de sus
formulaciones puede generar un infarto agudo de miocardio, entre otras
consecuencias graves.</span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"> </span></p>
<p class="MsoListParagraph" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 18.0pt; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm 6pt 18pt; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">3.<span style="font: 7pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">LA HISTORIA SE REPITE</span></b></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Son
múltiples los ejemplos a lo largo de la historia de aprobación por parte de las
autoridades sanitarias y prescripción por profesionales de la salud de drogas
con potencial de abuso que han llevado a grandes crisis sociales. Un ejemplo
reciente es la crisis de los opioides en EEUU que comenzó con la aprobación de
la oxicodona, en concreto de la formulación de liberación retardada Oxycontin®,
en 1995 por la FDA. La empresa farmacéutica Pardue Pharma promocionaba este
fármaco como “el único opioide que no generaba adicción”, cuya ficha técnica
indicaba que el riesgo de adicción era “muy raro”, con la explicación de que la
liberación retardada reducía el riesgo de abuso. La empresa que patentó Oxycontin®
coaccionaba a los médicos y farmacéuticos para que prescribieran la droga de
forma excesiva para el tratamiento del dolor, además de falsear algunos datos
de sus estudios e inventarse el término “dolor irruptivo” con fines comerciales
y publicitarios. Esta formulación de liberación controlada provoca analgesia
durante 12 horas. Debido a su éxito, fueron comercializando comprimidos de
dosis cada vez mayores. Comenzaron con el comprimido de 5 mg, posteriormente 10
mg, 20 mg, 40 mg llegando incluso hasta el comprimido de 80 mg. El número de
personas que admitieron usar Oxycontin® para fines no médicos aumentó de
400.000 en 1999 a 1,9 millones en 2002 y 2,8 millones en 2003 (Revista de la
Sociedad Española Multidisciplinar del Dolor). Los pacientes rápidamente
adquirían tolerancia, necesitando dosis mayores y un intervalo posológico menor
para conseguir el mismo efecto analgésico que experimentaban en su inicio del
tratamiento. Además, como cualquier opioide, cuando los pacientes dejaban de
tomar la oxicodona, experimentaban todos los síntomas de abstinencia propios de
los opioides físicos y psíquicos: dolores musculares intensos, sudoración,
vómitos, inquietud, ansiedad, rinorrea, bostezos, diarrea, calambres
abdominales, hipertensión, sensación de muerte inminente, etc. Es por esto que
la oxicodona pasó a ser una droga recreativa en las calles y volvió el uso de
heroína intravenosa. Las muertes por sobredosis se dispararon.</span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><i style="mso-bidi-font-style: normal;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"> </span></i></p>
<p class="MsoListParagraph" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 18.0pt; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm 6pt 18pt; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">4.<span style="font: 7pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">TEORÍA DE LA ESPECIFIDAD</span></b></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; tab-stops: 246.55pt; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Existe una teoría poco acertada sobre los
fármacos psicoactivos, que considera que ayudan a corregir un estado cerebral
alterado, por ejemplo, que los antipsicóticos revierten los síntomas
psicóticos. Esto sería un “modelo centrado en la enfermedad”. El ejemplo modelo
acertado de esta teoría es la insulina para tratar la diabetes. Sin embargo, en
las patologías psiquiátricas y sus tratamientos farmacológicos, es mucho más
complejo.</span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; tab-stops: 246.55pt; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Existe una explicación alternativa para dar
sentido a los efectos de estos fármacos, un “modelo centrado en el fármaco”.
Según este modelo, se considera a los fármacos psiquiátricos y sustancias
psicoactivas como causantes de un estado cerebral alterado “preferible” al
estado basal. Los efectos terapéuticos derivan del impacto del estado provocado
por los fármacos sobre problemas conductuales y emocionales. Estos efectos
pueden influir de diferente manera según como la persona piense, actúe o
sienta.</span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; tab-stops: 246.55pt; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Los neurolépticos ayudan a los pacientes con
esquizofrenia a sobrellevar mejor sus síntomas psicóticos, produciendo
sedación, deterioro y enlentecimiento cognitivo y embotamiento emocional. Los
“antipsicóticos” no revierten la ideación paranoide ni la esquizofrenia, por
eso es más adecuado emplear el término “neurolépticos” para referirse a estos
fármacos.</span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; tab-stops: 246.55pt; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Cuando hablamos de sustancias psicoactivas,
nos referimos a los antipsicóticos, antidepresivos, pero también a los
estupefacientes sean legales o no, como la cocaína. Por esto mismo, incluimos
en este grupo al metilfenidato.</span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; tab-stops: 246.55pt; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">A la hora de prescribir estos medicamentos se
debería sopesar los beneficios y los riesgos de cada uno de ellos y decidir,
junto con el paciente, si compensa el nuevo estado cerebral provocado por el
fármaco psiquiátrico.</span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; tab-stops: 246.55pt; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"> </span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; tab-stops: 246.55pt; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-tab-count: 1;"> </span></span></p>
<p class="MsoListParagraph" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 18.0pt; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm 6pt 18pt; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">5.<span style="font: 7pt "Times New Roman";"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">MAPA SISTÉMICO DE LA FARMACOTERAPIA</span></b></p><p class="MsoListParagraph" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 18.0pt; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm 6pt 18pt; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></b></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><img alt="" height="634" 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" width="659" /> <br /></span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Viendo
la farmacología que tenía prescrita el paciente, no se puede justificar su uso
con un “modelo centrado en la enfermedad” ya que muchos efectos que producen se
contraponen mutuamente y no tendría mucho sentido. Sin embargo, con el “modelo
centrado en el fármaco” sí se puede dar una explicación minuciosa de por qué se
han seleccionado estos fármacos en concreto:</span></p>
<p class="MsoListParagraphCxSpFirst" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm 6pt 36pt; mso-add-space: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18pt;"><span style="font-family: Wingdings; font-size: 12pt; line-height: 135%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7pt "Times New Roman";"> </span></span></span><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">El consumo de metilfenidato provoca euforia,
psicoestimulación y aumento de la capacidad cognitiva, y su abuso genera una
psicoestimulación excesiva, lo que podría promover la búsqueda de otros fármacos
depresores que contraresten la “sobreexcitación”. Para ello, el paciente
empleaba pregabalina, ácido valproico y benzodiacepinas, que disminuyen la
actividad cerebral, pero una bajada excesiva puede llevar a que el paciente
quiera volver a consumir metilfenidato.</span></p>
<p class="MsoListParagraphCxSpLast" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm 6pt 36pt; mso-add-space: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18pt;"><span style="font-family: Wingdings; font-size: 12pt; line-height: 135%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">§<span style="font: 7pt "Times New Roman";"> </span></span></span><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Cuando el paciente presentaba el síndrome de
abstinencia, necesitaba otros fármacos que rebajasen la ansiedad, abulia y
depresión que hacían que el paciente permaneciera en cama varios días sin poder
hacer nada, y por ello se usaba fluvoxamina, paroxetina y lamotrigina. A su
vez, el síndrome de abstinencia generaba ansia por consumir el metilfenidato.</span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Como
se puede ver, el paciente se encontraba en un círculo vicioso, un bucle
infinito, que sería necesario eliminar de raíz.</span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"> </span></p>
<p class="MsoListParagraph" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 18.0pt; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm 6pt 18pt; mso-add-space: auto; mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18pt;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">6.<span style="font: 7pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">CONCLUSIONES</span></b></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">A
modo de conclusión, queremos recalcar que el metilfenidato, así como las
anfetaminas y los psicoestimulantes en general, SÍ provocan síndrome de
abstinencia y, por ello, se deberían retirar gradualmente para evitar un mal
mayor. </span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Además,
es especialmente relevante el hecho de que el paciente tuviera un patrón de
abuso de drogas legales que se pueden obtener en la farmacia, y que, además,
fuera su psiquiatra privado quien le facilitaba su adquisición mediante recetas
para el tratamiento de un diagnóstico TLP, al que subyace mucha controversia, y
para el que no están indicadas ninguna de estas drogas.</span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">El
paciente se fue derivando de un centro a otro y en ninguno de ellos dejó de
consumir metilfenidato, al contrario, los profesionales sanitarios hacían de
distribuidores y facilitaban el acceso a la droga. </span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">¿Camellos
o sanitarios?</span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"> </span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><b>BIBLIOGRAFÍA</b>
</span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">-
American Addiction Centers, 2022. </span><a href="https://americanaddictioncenters.org/es"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">https://americanaddictioncenters.org/es</span></a><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">-
El OxyContin reformulado no logra disminuir el abuso 10 años después de la
aprobación de la FDA (Reformulated OxyContin Fails to Show Less Abuse 10 Years
After FDA Approval) Worst Pills Best Pills Newsletter, febrero de 2021 Traducido
por Dolores Rey, publicado en Boletín Fármacos: Prescripción, Farmacia y
Utilización 2021; 24(1). </span><a href="https://www.saludyfarmacos.org/lang/es/boletin-farmacos/boletines/may202101/06_el/"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">https://www.saludyfarmacos.org/lang/es/boletin-farmacos/boletines/may202101/06_el/</span></a><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">-
Ficha técnica Concerta® 54 mg y Medikinet 50 mg. CIMA. AEMPS. (ficha revisada a
09/2022).</span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">-
Gabriele Skabeikyte, Rasa Barkauskiene. “A systematic review of the factors
associated with the course of borderline personality disorder symptoms in
adolescence”. 2021; 8 (12). DOI: 10.1186/s40479-021-00151-z. </span><a href="https://pubmed.ncbi.nlm.nih.gov/33866976/">A systematic review of the
factors associated with the course of borderline personality disorder symptoms
in adolescence - PubMed (nih.gov)</a><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"></span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">-<span class="msoIns"><ins cite="mailto:SEMPERE%20GIL,%20FATIMA" datetime="2022-11-30T09:49"> </ins></span>Medimecum, 2022.</span></p>
<p class="MsoNormal" style="line-height: 135%; margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; margin: 6pt 0cm; text-align: justify;"><span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">-</span>
<span style="font-size: 12pt; line-height: 135%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Helen P Hailes , Rongqin Yu , Andrea Danese ,
Seena Fazel . “Long-term outcomes of childhood sexual abuse: an umbrella review.”
2019; 6(10). DOI: 10.1016/S2215-0366(19)30286-X. </span><a href="https://pubmed.ncbi.nlm.nih.gov/31519507/">Long-term outcomes of
childhood sexual abuse: an umbrella review - PubMed (nih.gov)</a></p>
<p></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8260174468419950017.post-13708068019238988032022-10-31T13:21:00.007-07:002022-12-01T13:17:33.071-08:00Psicodislépticos, financiación , burbuja psicodélica, el negociazo<p>Periódicamente aparece en la prensa general y en la especializada artículos comentando las bondades de los psicodislépticos. A continuación presentamos la traducción de tres artículos de opinión sobre esta plétora de alabanzas. </p><p><br /></p><p class="normal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Preparándose
para la explosión de la exagerada burbuja psicodélica<o:p></o:p></span></b></p>
<p class="normal" style="margin-bottom: 6pt; text-align: justify;"><span style="background: white; color: #212121; font-family: "Times New Roman","serif"; font-size: 9pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-highlight: white;">Yaden DB, Potash JB, Griffiths RR. Preparing for the
Bursting of the Psychedelic Hype Bubble. JAMA Psychiatry. 2022 Oct 1;79(10):943-944.
doi: 10.1001/jamapsychiatry.2022.2546. PMID: 36044208. </span><a href="https://jamanetwork.com/journals/jamapsychiatry/fullarticle/2795948?guestAccessKey=2fe4d9f3-fa20-4336-a0f5-3d4145afd93a&utm_source=silverchair&utm_medium=email&utm_campaign=article_alert-jamapsychiatry&utm_content=olf&utm_term=083122"><span style="background: white; color: #1155cc; font-family: "Times New Roman","serif"; font-size: 9pt; line-height: 115%; mso-fareast-font-family: "Times New Roman"; mso-highlight: white;">https://jamanetwork.com/journals/jamapsychiatry/fullarticle/2795948?guestAccessKey=2fe4d9f3-fa20-4336-a0f5-3d4145afd93a&utm_source=silverchair&utm_medium=email&utm_campaign=article_alert-jamapsychiatry&utm_content=olf&utm_term=083122</span></a><span style="color: #333333; font-family: "Times New Roman","serif"; font-size: 9pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><o:p></o:p></span></p>
<p class="normal" style="margin-bottom: 6pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">La
investigación psicodélica actualmente parece estar atrapada en una exagerada
burbuja, fundamentalmente conducida por los intereses de los medios de
comunicación y de la industria psicofarmacéutica. Nosotros consideramos que
sería beneficioso para la investigación psicodélica que esta burbuja pudiera
ser sistemáticamente desinflada por investigadores y clínicos utilizando buenas
prácticas de comunicación científica.<o:p></o:p></span></p>
<p class="normal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">El término “burbuja” se aplica
generalmente a algo que ha sido sobrevalorado en la percepción popular. A
medida que la sociedad se ha hecho familiar con el término, ha sido aplicado a,
por ejemplo, “internet” (la burbuja de las “.com” en la década de los 1990) y
el valor de las viviendas (burbuja de la construcción en los tempranos 2000).
Respecto al término psicodélico, los titulares han pasado desde presentar una
visión alarmista extremamente negativa de las sustancias (desde aproximadamente
los años 1960 a los 2000) a reconocer su potencial positivo (desde el 2006
hasta ahora). Sin embargo, en los últimos años, un turbador elevado número de
artículos han promocionado los psicodélicos como una cura o fármaco milagroso,
así como que el potencial de inversión de los psicodélicos puede alcanzar miles
de millones de dólares. Este viraje extremo en la percepción puede crear
barreras para una ciencia rigurosa y una aplicación clínica razonable.<o:p></o:p></span></p>
<p class="normal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Estado de la evidencia.<o:p></o:p></span></p>
<p class="normal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">La cuestión de los tratamientos
utilizando psicodélicos pide a nuestra sociedad algo que es difícil de hacer
bien: mantener un grado de matiz, pensamiento crítico y fundamentación en la
evidencia científica. En nuestra cultura influenciada por los medios de
comunicación social, parece fácil caer en las visiones extremas. Sin embargo,
cuando se trata de los psicodélicos, los datos científicos parecen probar que
los superentusiastas y los superescépticos están igualmente equivocados. Los
superentusiastas están equivocados al creer que los psicodélicos no poseen
riesgos, porque estos riesgos están bien establecidos (1). Por otra parte el
potencial terapéutico de los psicodélicos es real, pero menos impresionantes de
lo esperado, como ha mostrado un ensayo reciente que comparó psilocibina con
patrón oro en el tratamiento de la depresión (2). Por otro lado, los escépticos
están equivocados al pensar que los efectos subjetivos a corto plazo de los
psicodélicos consisten en estados de delirium de tipo psicótico, hallazgos bien
replicados han mostrado que estos efectos pueden ser desafiantes pero positivos
y altamente significativos con efectos favorables persistentes para muchas
personas (3,4). Por último, el potencial terapéutico de los psicodélicos no es
meramente hipotético sino que se sustenta en los resultados de varios ensayos
clínicos (2,5-7).<o:p></o:p></span></p>
<p class="normal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">El ciclo de la burbuja<o:p></o:p></span></p>
<p class="normal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Aunque el futuro es desconocido, el
ciclo de la burbuja de Gartner proporciona una imagen de que podemos
razonablemente pronosticar sobre la percepción pública de los psicodélicos. El
ciclo se inicia al dispararse con una nueva y prometedora tecnología que atrae
sustancial atención – ejemplos procedentes de la psiquiatría incluyen la
terapia electroconvulsiva y la identificación de genes de riesgo.<o:p></o:p></span></p>
<p class="normal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">En tales casos, el primer paso es un
rápido crecimiento de visibilidad extrema y expectativas. Este pico de
expectativas infladas puede considerarse una burbuja, y creemos que los
psicodélicos actualmente se encuentran culminado este pico. Después el pico
hace un descenso igualmente rápido en el cual las expectativas infladas se
desvanecen. Los reportajes de prensa antes abiertamente positivos pueden
volverse abiertamente negativos. Después el fondo del valle, pueden comenzar a
aparecer evaluaciones bien calibradas del estado de la evidencia. Finalmente,
el proceso alcanza una meseta de productividad, a la cual esperamos se asiente
el campo de los psicodélicos porque este es el contexto social en el que
florece más efectivamente la investigación rigurosa y la aplicación clínica
razonable. <o:p></o:p></span></p>
<p class="normal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Si la percepción de la ciencia
psicodélica cambia conforme este proceso, entonces nos estamos aproximando
rápidamente a un momento peligroso para el campo de la investigación. El
potencial para retroceder es real; sabemos que esto cambió en los 1960 para los
psicodélicos. Muchas personas olvidan que los 1950 y 1960 fueron años de
brillantes revisiones, antes de que la prensa se volviera alarmista y el
gobierno bloqueara preventivamente el progreso de la investigación durante
décadas (8).<o:p></o:p></span></p>
<p class="normal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Desafortunadamente, la preocupación
no es si un paciente o participante resulta dañado, y necesitamos hacer todo lo
posible para prevenir tales tragedias. Sin embargo, sí lo es cuando aunque
lamentablemente algunas personas resultan perjudicadas por algunos tratamientos
efectivos, la visibilidad del uso de psicodélicos significa que tales casos
puedan ser ampliamente comunicados, frecuentemente fuera del contexto de
ensayos clínicos que contribuyen al progreso científico.<o:p></o:p></span></p>
<p class="normal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Obligación ética de la comunicación
científica<o:p></o:p></span></p>
<p class="normal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Independientemente de cómo cambie la
percepción pública de los psicodélicos, investigadores y clínicos tienen la
obligación de contrarrestar las declaraciones extremas cuando las detecten.
Titulares que caen en la categoría de superentusiastas (por ejemplo: medicamentos
maravillosos) o superescépticos (por ejemplo: locura) deben discutirse
abiertamente.<o:p></o:p></span></p>
<p class="normal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Las afirmaciones exageradas caen en
2 categorías principales: clínicas y sociales. Clínicamente, los psicodélicos
no son una cura para los trastornos mentales. No hemos encontrado evidencia
para esta afirmación, y aumenta el riesgo de expectativas infladas de los
pacientes. Socialmente, los psicodélicos no resuelven problemas mayores como el
racismo y la guerra. Tales afirmaciones tienen el riesgo de trivializar la
complejidad los problemas y los recursos necesarios para logar progresos
reales. Dicho esto, necesitamos estar en guardia sobre las afirmaciones
negativas extremas que es probable que estén justo en el horizonte. Después de
todo, tenemos razones basadas en datos para creer que los psicodélicos muestran
promesas para el tratamiento de trastornos mentales, aumentar el bienestar, y permiten
avanzar en el estudio de los procesos psicológicos y neurobiológicos (2-7, 9,
10).<o:p></o:p></span></p>
<p class="normal" style="text-align: justify;"><span style="color: #333333; font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Conclusiones<o:p></o:p></span></p>
<p class="normal" style="margin-bottom: 15pt; text-align: justify;"><span style="color: #333333; font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">En el campo de la investigación psicodélica hasta la fecha, hay datos
prometedores pero que sugieren que se necesitan más estudios. Los
investigadores deben proseguir estudios sobre los mecanismos de acción que
puedan iluminar los fundamentos biológicos y los procesos psicoterapéuticos
responsables de los efectos terapéuticos de los psicodélicos. Tales estudios
pueden ayudar a depurar las aproximaciones terapéuticas y mejor participación
en las dianas. Como científicos y clínicos tenemos el mandato ético de discutir
las afirmaciones que no se sostengan por la evidencia disponible. Alentamos a
nuestros colegas a ayudar a deflactar la inflada burbuja psicodélica de forma
mesurada de modo que podamos continuar con el arduo trabajo de determinar más
precisamente los riesgos y beneficios de los psicodélicos.<o:p></o:p></span></p>
<p class="normal" style="margin-bottom: 15pt; text-align: justify;"><span style="color: #333333; font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";">Referencias<o:p></o:p></span></p>
<p class="normal" style="line-height: normal; text-align: justify;"><span style="color: #333333; font-family: "Times New Roman","serif"; font-size: 9pt; mso-fareast-font-family: "Times New Roman";">1. Carbonaro TM, Bradstreet MP, Barrett FS, et
al. Survey study of challenging experiences after ingesting psilocybin
mushrooms: acute and enduring positive and negative consequences.<i style="mso-bidi-font-style: normal;">J Psychopharmacol</i>.
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<span style="color: #333333;">; </span></span><a href="https://www.ncbi.nlm.nih.gov/pubmed/27578767"><span style="color: #0084c0; font-family: "Times New Roman","serif"; font-size: 9pt; mso-fareast-font-family: "Times New Roman";">PubMed</span></a><a href="https://scholar.google.com/scholar_lookup?title=Survey%20study%20of%20challenging%20experiences%20after%20ingesting%20psilocybin%20mushrooms%3A%20acute%20and%20enduring%20positive%20and%20negative%20consequences.&author=TM%20Carbonaro&author=MP%20Bradstreet&author=FS%20Barrett&publication_year=2016&journal=J%20Psychopharmacol&volume=30&pages=1268-1278"><span style="color: #0084c0; font-family: "Times New Roman","serif"; font-size: 9pt; mso-fareast-font-family: "Times New Roman";">Google Scholar</span></a><a href="https://doi.org/10.1177/0269881116662634"><span style="color: #0084c0; font-family: "Times New Roman","serif"; font-size: 9pt; mso-fareast-font-family: "Times New Roman";">Crossref</span></a><span style="color: #333333; font-family: "Times New Roman","serif"; font-size: 9pt; mso-fareast-font-family: "Times New Roman";"><o:p></o:p></span></p>
<p class="normal" style="line-height: normal; text-align: justify;"><span style="color: #333333; font-family: "Times New Roman","serif"; font-size: 9pt; mso-fareast-font-family: "Times New Roman";">2. Carhart-Harris R, Giribaldi B, Watts R, et
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<p class="normal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="color: #333333; font-family: "Times New Roman","serif"; font-size: 9pt; mso-fareast-font-family: "Times New Roman";">3. Griffiths RR,
Richards WA, McCann U, Jesse R. Psilocybin can occasion mystical-type
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;</span><span style="font-family: "Times New Roman","serif"; font-size: 9pt;"><a href="https://www.ncbi.nlm.nih.gov/pubmed/16826400"><span style="color: #0084c0; mso-fareast-font-family: "Times New Roman";">PubMed</span></a></span><a href="https://scholar.google.com/scholar_lookup?title=Psilocybin%20can%20occasion%20mystical-type%20experiences%20having%20substantial%20and%20sustained%20personal%20meaning%20and%20spiritual%20significance.&author=RR%20Griffiths&author=WA%20Richards&author=U%20McCann&author=R%20Jesse&publication_year=2006&journal=Psychopharmacology%20%28Berl%29&volume=187&pages=268-283"><span style="color: #0084c0; font-family: "Times New Roman","serif"; font-size: 9pt; mso-fareast-font-family: "Times New Roman";">Google Scholar</span></a><a href="https://doi.org/10.1007/s00213-006-0457-5"><span style="color: #0084c0; font-family: "Times New Roman","serif"; font-size: 9pt; mso-fareast-font-family: "Times New Roman";">Crossref</span></a><span style="color: #333333; font-family: "Times New Roman","serif"; font-size: 9pt; mso-fareast-font-family: "Times New Roman";"><o:p></o:p></span></p>
<p class="normal" style="line-height: normal; margin-top: 12pt; text-align: justify;"><span style="color: #333333; font-family: "Times New Roman","serif"; font-size: 9pt; mso-fareast-font-family: "Times New Roman";">4. Griffiths RR, Johnson MW, Richards WA,
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<p class="normal" style="line-height: normal; text-align: justify;"><span style="color: #333333; font-family: "Times New Roman","serif"; font-size: 9pt; mso-fareast-font-family: "Times New Roman";">5. Davis AK, Barrett FS, May DG, et al.
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Kometer M, Scheidegger M, Krähenmann R, Huber T, Vollenweider FX.
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<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";"><o:p> </o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif";">Balnearios para el
bienenestar del cerebro – anticipando la promoción de psicodélicos para
indicaciones no autorizadas. <o:p></o:p></span></b></p>
<p class="MsoNormal" style="text-align: justify;"><span style="background: white; color: #212121; font-family: "Times New Roman","serif"; font-size: 9pt; line-height: 115%;">Wexler A, Sisti D. Brain Wellness
"Spas"-Anticipating the Off-label Promotion of Psychedelics. JAMA
Psychiatry. 2022 Aug 1;79(8):748-749. doi: 10.1001/jamapsychiatry.2022.1619.
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Wellness “Spas”—Anticipating the Off-label Promotion of Psychedelics | Clinical
Pharmacy and Pharmacology | JAMA Psychiatry | JAMA Network</span></a><span style="background: white; color: #212121; font-family: "Times New Roman","serif"; font-size: 9pt; line-height: 115%;"><o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";">Los
fármacos psicodélicas han reemergido como prometedores coadyuvantes en la
psicoterapia para una variedad de indicaciones de salud mental. Recientes
estudios clínicos de fase 3 indican que 3,4-metoxinelendioximetaanfetamima
(MDMA) es eficaz y bien tolerado en el tratamiento del trastorno de estrés
postraumático (1). En estudios fase 2, psilocibina – que se encuentra
naturalmente en unos hongos – parece ser eficaz en el tratamiento de la
depresión. LA FDA ha designado a ambos como tratamientos innovadores,
acelerando su aprobación (2). Ha surgido interés comercial, con docenas de
compañías invirtiendo en el desarrollo de sustancias psicodélicas que se ha
estimado en un mercado de varios miles de millones de dólares (3).<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";">Siempre
y cuando los psicodélicos sean aprobados por la FDA, es casi seguro que serán
utilizados no solo en sus indicaciones aprobadas, sino que también en usos no
indicados en las fichas técnicas aprobadas. La influencia de los sanadores
contraculturales y espirituales puede también promover estos usos no aprobados
o alternativos dentro del contexto médico. Cuando se sustenta en evidencias, el
uso en condiciones distintas de las aprobadas puede beneficiar a los pacientes
al incrementar su acceso a tratamientos seguros. En este artículo, sin embargo,
sacamos a la luz preocupaciones sobre problemas éticos y legales relacionados
con la promoción al público y la publicidad de indicaciones no aprobadas de
psicodélicos. <o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";">Cualquier
aprobación de tratamientos psicodélicos se producirá con el trasfondo de
florecientes clínicas privadas de neuroterapias y bienestar cerebral que
promocionan el uso de medicamentos psiquiátricos y dispositivos médicos fuera
de las condiciones autorizadas (4). Por ejemplo, más de 100 clínicas en los
EEUU anuncian el uso de la estimulación magnética transcraneal para
indicaciones no aprobadas, algunas de las indicaciones anunciadas se apoyan en
un débil cuerpo de evidencias más débil que otras (5). Cientos de otras
clínicas ofrecen neuroterapias carentes de de una base sólida de evidencias,
tales como neurorretroalimentación, tanto en indicaciones clínicas como para
“mejoría cognitiva” (6). Es más, el uso no aprobado de ketamina es promocionado
por algunas clínicas para una variedad de indicaciones clínicas y así como para
“el bienestar” y la “exploración interna” (7, 8). Muchas de estas mismas
clínicas se han preparando para comenzar a ofrecer psicodélicos, siempre y
cuando obtengan la aprobación de la FDA (7).<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";">Anticipamos
3 importantes problemas éticos pueden surgir con cualquier aprobación de MDMA
y/o psilocibina. Primero, la historia ha mostrado que las clínicas
probablemente quieran aumentar el uso de estas sustancias y publiciten que los
psicodélicos puedan tratar efectivamente ciertas indicaciones incluso en
ausencia de evidencias científicas. Estos reclamos pueden ser engañosos para
los pacientes, lo cual es especialmente preocupante éticamente cuando se trata
de personas vulnerables que pueden pagar costes significativos de su propio
bolsillo.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";">Segundo,
aunque que los médicos pueden legalmente ofrecer tratamientos no indicados en
la ficha técnica, cualquier administración ética de un tratamiento requiere que
los profesionales de cuidados de la salud sean competentes, más allá de las
credenciales de rigor. Los médicos sin un entrenamiento adecuado pueden no ser
capaces de tratar completamente a pacientes con condiciones graves, tales como
trastorno bipolar o trastorno de estrés postraumático. Preocupaciones
relacionadas con esto incluyen que aquellos sin ningún entrenamiento médico
puedan ofrecer tratamientos psicodélicos para condiciones de salud mental y que
pueda haber insuficiente personal de salud mental para consultar y que puedan
guiar completamente a los pacientes a través de las sesiones psicodélicas.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";">Tercero,
puede haber variaciones significativas en términos de indicaciones o dosis en
los protocolos de uso en condiciones diferentes de las indicadas en las fichas
técnicas aprobadas, lo cual puede complicar los intentos de evaluar la eficacia
de MDMA y psilocibina para indicaciones no aprobadas. A diferencia de los
medicamentos “farmacológicos”, la administración de psicodélicos no son solo a
dosis que debe se toma en casa, la base de evidencias están construidas sobre
protocolos que típicamente incluyen sesiones de psicoterapia proporcionadas
usualmente por clínicos superespecializados, junto con una serie sesiones pre y
postexperiencia. Debido a que los interesados en obtener psicodélicos pueden
optar por recibirlos para indicaciones no incluidas en la ficha técnica más que
a través de un ensayo clínico en el que podrían recibir placebo, los esfuerzos
para evaluar la eficacia para un amplio abanico de indicaciones pueden echarse
a perder. Sin embargo, estos establecimientos pueden o no adherirse a las
estrategias de evaluación y reducción de riesgos aprobadas por la FDA para los
tratamientos con MDMA y psilocibina (9).<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";">Desde
una perspectiva reguladora, la publicidad y promoción de tratamientos en
condiciones distintas de las aprobadas por parte de los prescriptores caen en
una zona gris. Mientras que los fabricantes tienen limitaciones en la promoción
de sus propios medicamentos y dispositivos médicos en indicaciones distintas de
las aprobadas, la FDA no ha establecido restricciones análogas a los clínicos.
Esto no significa, sin embargo, que los clínicos carezcan completamente de
regulación: La comisión federal de comercio de los EEUU y los fiscales
generales del estado han tomado medidas contra las clínicas por hacer
aseveraciones terapeuticas sin fundamento, y pueden tomarlas para clínicas que
hacen afirmaciones engañosas sobre la eficacia de los psicodélicos en
indicaciones no aprobadas. Las juntas médicas estatales también tienen un papel
que jugar, ya que pueden tomar medidas contra las prácticas inapropiadas de
prescripción y contra la práctica de la medicina sin licencia <o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";">En
una aproximación que debe ser estrechamente observada, la autoridad de salud de
Oregón ha establecido la Sección de servicios de psilocibina de Oregón,
abriendo un camino para la provisión de hongos por facilitadores con licencia a
quienes pudiera obligarse a recibir un mínimo de formación. Mientras este es un
buen primer paso hacia la regulación de<span style="mso-spacerun: yes;">
</span>la capacitación de los terapeutas psicodélicos, continúa estando poco
claro si los facilitadores cumplirán el requisito de la capacitación para
tratar condiciones psiquiátricas de forma segura (10). La Sección de servicios
de psilocibina de Oregón debe establecer un sistema de licencias, formación y<span style="mso-spacerun: yes;"> </span>seguimiento. A partir de este modelo, los
estados y los formuladores de políticas locales deben financiar y desarrollar
registros para poder hacer seguimiento de los resultados, sucesos adversos,
quejas de los pacientes, y retroalimentación. La financiación debe destinarse
también a los ensayos clínicos pragmáticos iniciados por los investigadores de
usos no aprobados o en clínicas alternativos.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";">Con
elevado entusiasmo público, inversores extremadamente alcistas, y cientos de
clínicas de bienestar cerebral recientemente establecida, todas las piezas
están ahora colocadas para una promoción expansiva de usos en condiciones
distintas de las autorizadas y el crecimiento rápido del uso de psicodélicos
más allá de lo que se considera seguro. Mientras que el uso en condiciones no
recogidas en las fichas técnicas puede ser una vía útil para proporcionar
acceso a tratamientos prometedores, este debe hacerse responsablemente y con la
mirada en los futuros avances basados en la evidencia de la ciencia médica; los
reguladores, diseñadores de políticas, y autoridades de salud deben examinar
cuidadosamente y establecer barreras a la promoción y uso en condiciones no
aprobadas de los psicodélicos.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";">Referencias.
<o:p></o:p></span></p>
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Lilienstein A, et al. MDMA-assisted therapy for severe PTSD: a randomized,
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doi:10.1038/s41591-021-01336-3 <o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 9pt; line-height: 115%;">2. Reiff CM, Richman
EE, Nemeroff CB, et al; Work Group on Biomarkers and Novel Treatments, a Division
of the American Psychiatric Association Council of Research. Psychedelics and
psychedelic-assisted psychotherapy. Am J Psychiatry. 2020;177(5):391-410.
doi:10.1176/appi.ajp.2019. 19010035 <o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 9pt; line-height: 115%;">3. Phelps J, Shah RN,
Lieberman JA. The rapid rise in investment in psychedelics—cart before the
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<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 9pt; line-height: 115%;">4. Nagappan A,
Kalokairinou L, Wexler A. Ethical and legal considerations of alternative
neurotherapies. AJOB Neurosci. 2021;12(4):257-269. doi:10.1080/21507740.2021.1896601
<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 9pt; line-height: 115%;">5. Wexler A, Nagappan
A, Kopyto D, Santarnecchi E, Pascual-Leone A. Off-label promotion of
transcranial magnetic stimulation on provider websites. Brain Stimul.
2021;14(3):723-724. doi:10.1016/j.brs.2021.04.013 <o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 9pt; line-height: 115%;">6. Wexler A, Nagappan
A, Kopyto D, Choi R. Neuroenhancement for sale: assessing the website claims of
neurofeedback providers in the United States.J Cogn Enhanc. 2020;4(4):379-388.
doi:10.1007/s41465-020-00170-8 <o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 9pt; line-height: 115%;">7. Meltzer M, Blum D. A
ketamine clinic treads the line between health care and a ‘spa day for your
brain.’ New York Times. March 11, 2022. Accessed April 18, 2022.
https://www.nytimes.com/2022/03/ 11/well/mind/wellness-ketamine-mental-health.
html <o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 9pt; line-height: 115%;">8. Sisti D, Segal AG,
Thase ME. Proceed with caution: off-label ketamine treatment for major
depressive disorder. Curr Psychiatry Rep. 2014;16 (12):527.
doi:10.1007/s11920-014-0527-z <o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 9pt; line-height: 115%;">9. Bradberry MM,
Gukasyan N, Raison CL. Toward risk-benefit assessments in psychedelic- and
MDMA-assisted therapies.JAMA Psychiatry. 2022; 79(6).
doi:10.1001/jamapsychiatry.2022.0665 <o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 9pt; line-height: 115%;">10. Goldhill O. ‘It’s
not medical’: Oregon wrestles with how to offer psychedelics outside the health
care system. STAT. March 10, 2022. Accessed April 18, 2022.
https://www.statnews.com/2022/03/10/ oregon-wrestles-with-offering-psychedelictherapy-outside-health-care-system/<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";"><o:p> </o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif";">Rápido aumento del
crecimiento de la financiación psicodélica – el carro delante del caballo.<o:p></o:p></span></b></p>
<p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span style="background: white; color: #333333; font-family: "Times New Roman","serif"; font-size: 9pt; line-height: 115%;">Phelps J, Shah RN, Lieberman JA. The Rapid Rise
in Investment in Psychedelics—Cart Before the Horse. <em>JAMA Psychiatry.</em> 2022;79(3):189–190.
doi:10.1001/jamapsychiatry.2021.3972. <o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><a href="https://jamanetwork.com/journals/jamapsychiatry/fullarticle/2787968?utm_campaign=articlePDF&utm_medium=articlePDFlink&utm_source=articlePDF&utm_content=jamapsychiatry.2021.3972"><span style="font-family: "Times New Roman","serif"; font-size: 9pt; line-height: 115%;">https://jamanetwork.com/journals/jamapsychiatry/fullarticle/2787968?utm_campaign=articlePDF&utm_medium=articlePDFlink&utm_source=articlePDF&utm_content=jamapsychiatry.2021.3972</span></a><span style="font-size: 9pt; line-height: 115%;"><o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";">Anticipándose
a un renacimiento<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";">Muchas
compañías de medicina psicodélica han realizado ofertas públicas iniciales, en
las que compañías privadas primero lanzan nuevas acciones para venta al
público, haciendo entidades públicas a las compañías cotizadas (1). Mientas se
escriben estas líneas, hay más de 50 compañías cotizadas en bolsa relacionadas
con el desarrollo o la administración de sustancias psicodélicas en los EEUU,
con al menos 3 valoradas en más de 1000 millones de $. El mercado de sustancias
psicodélicas espera crecer desde 2000 millones de $ en 2020 hasta 10.750
millones de $ en 2027, una tasa de crecimiento que puede incluso desplazar al mercado
de cannabis legal en los EEUU (2, 3).En la Tabla indicamos las principales
compañías psicodélicas cotizadas en bolsa en 2020 o 2021 (4, 5). En este “Punto
de vista”, examinamos los puntos clave para comprender mejor si esta onda de
desarrollo de medicamentos financiada por la industria está siendo conducida de
manera que puede evaluar fiablemente la efectividad de los medicamentos
psicodélicos.<o:p></o:p></span></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td colspan="4" style="border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; padding: 0cm 5.4pt; width: 436pt;" valign="top" width="581">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Times New Roman","serif";">Tabla.
Principales compañías psicodélicas públicas segín cotización en el mercado <sup>(a,
b)</sup><o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 69.2pt;" valign="top" width="92">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Cambria","serif"; font-size: 9pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Compañía<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Cambria","serif"; font-size: 9pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Capital de mercado<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 6cm;" valign="top" width="227">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Cambria","serif"; font-size: 9pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Modelo de negocio<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 118.75pt;" valign="top" width="158">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Cambria","serif"; font-size: 9pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Medicamentos<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 69.2pt;" valign="top" width="92">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Cambria","serif"; font-size: 9pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">ATAI Life Sciences, Berlín, Alemania<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Cambria","serif"; font-size: 9pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">1.900 millones de $, Noviembre 2021<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 6cm;" valign="top" width="227">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Cambria","serif"; font-size: 9pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Modelo descentralizado
“hub-and-spoke”, una incubadora para compañías plataforma, proporciona acceso
a la infraestructura en ATAI Life Sciences con frecuente retención de capital
por el financiador original.<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 118.75pt;" valign="top" width="158">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Cambria","serif"; font-size: 9pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">R-ketamina, ibogaina, etifoxina,
N-acetilcisteina, DMT, y otros en espera de salida.<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 69.2pt;" valign="top" width="92">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Cambria","serif"; font-size: 9pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">COMPASS Pathways, Londres, Reino
Unido<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Cambria","serif"; font-size: 9pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">1.300 millones de $, Noviembre 2021<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 6cm;" valign="top" width="227">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Cambria","serif"; font-size: 9pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Desarrollo de terapia con psilocibina
a través de estudios clínicos de última etapa en Europa y América del Norte
para personas con depresión resistente al tratamiento; también se ocupa del
entrenamiento de terapeutas.<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 118.75pt;" valign="top" width="158">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Cambria","serif"; font-size: 9pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">COMP360 (patente; psilocibina
sintética de alta pureza)<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 69.2pt;" valign="top" width="92">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Cambria","serif"; font-size: 9pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">GH Research, Dublín, Irlanda<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Cambria","serif"; font-size: 9pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">1.300 millones de $, Noviembre 2021<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 6cm;" valign="top" width="227">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Cambria","serif"; font-size: 9pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Compañía biofarmacéutica con
desarrollo clínico de compuestos derivados de DMT patentados para el
tratamiento de la depresión resistente.<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 118.75pt;" valign="top" width="158">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Cambria","serif"; font-size: 9pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">5-MeO-DMT (patentes de formulaciones
para inhalación e inyección)<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 69.2pt;" valign="top" width="92">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Cambria","serif"; font-size: 9pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Mind Medicine Inc, Nueva York, Nueva
York, EEUU<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Cambria","serif"; font-size: 9pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">924 millones de $, Noviembre 2021<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 6cm;" valign="top" width="227">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Cambria","serif"; font-size: 9pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Investigación y desarrollo de
medicamentos que son terapias experimentales o medicaciones inspirada en los
psicodélicos.<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 118.75pt;" valign="top" width="158">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Cambria","serif"; font-size: 9pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Psilocibina, LSD, MDMA, DMT, 18-MC
(derivado de ibogaina)<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 69.2pt;" valign="top" width="92">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Cambria","serif"; font-size: 9pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Cybin, Toronto, Ontario, Canadá<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Cambria","serif"; font-size: 9pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">278 millones de $, Noviembre 2021<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 6cm;" valign="top" width="227">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Cambria","serif"; font-size: 9pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Desarrollo de nuevas patentes<span style="mso-spacerun: yes;"> </span>de compuestos derivados de psilocibina, DMT
y ketamina.<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 118.75pt;" valign="top" width="158">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Cambria","serif"; font-size: 9pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Psilocibina sublingual (CYB001),
formulación de triptamina deuterada ODT (basada en Zydis [olanzapina] como
sistema de liberación del fármaco) y formulación para inhalación.<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border-top: none; border: 1pt solid black; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 69.2pt;" valign="top" width="92">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Cambria","serif"; font-size: 9pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Field Trip Health, Toronto, Ontario,
Canadá<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 77.95pt;" valign="top" width="104">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Cambria","serif"; font-size: 9pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">253 millones de $, Noviembre 2021<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 6cm;" valign="top" width="227">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Cambria","serif"; font-size: 9pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Proveedor de psicoterapia asistida
con psicodélicos y ketamina in situ, y proyecto de desarrollo de FT-104, un
agonista sintético del receptor 5HT2A.<o:p></o:p></span></p>
</td>
<td style="border-bottom: 1pt solid black; border-left: none; border-right: 1pt solid black; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 118.75pt;" valign="top" width="158">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Cambria","serif"; font-size: 9pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Ketamina (sublingual en Canadá,
intramuscular in EEUU), FT-104 (análogo de psilocibina de alta potencia)<o:p></o:p></span></p>
</td>
</tr>
<tr style="height: 77.5pt; mso-yfti-irow: 8; mso-yfti-lastrow: yes;">
<td colspan="4" style="border-top: none; border: 1pt solid black; height: 77.5pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt; width: 436pt;" valign="top" width="581">
<p class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Cambria","serif"; font-size: 9pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Abreviaturas: DMT,
N-dimetiltriptamina; LSD, dietilamida del ácido lisérgico; MDMA,
3,4-metilenedioximetaanfetaminA; ODT, comprimido de dilución oral; 5HT2A,
5-hidroxi-triptamine 2A; 5-MeO-DMT, 5-metoxi-N,N-dimetiltriptamina; 18-MC,
18-metoxicoronaridina. <o:p></o:p></span></p>
<p class="MsoListParagraphCxSpFirst" style="line-height: normal; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt;"><!--[if !supportLists]--><span style="font-family: "Cambria","serif"; font-size: 9pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-theme-font: major-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: major-latin; mso-hansi-theme-font: major-latin;"><span style="mso-list: Ignore;">a)<span style="font: 7pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Cambria","serif"; font-size: 9pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">Datos financieros públicamente
disponibles incluyendo capitalizaciones del mercado para cada compañía,
tomado de Yahoo! Finanace (3). Información del modelo de negocio y
medicaciones en desarrollo tomadas de los sitios web de las compañías
individuales.<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt;"><!--[if !supportLists]--><span style="font-family: "Cambria","serif"; font-size: 9pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-theme-font: major-latin; mso-fareast-font-family: Cambria; mso-fareast-theme-font: major-latin; mso-hansi-theme-font: major-latin;"><span style="mso-list: Ignore;">b)<span style="font: 7pt "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Cambria","serif"; font-size: 9pt; mso-ascii-theme-font: major-latin; mso-bidi-font-family: Cambria; mso-bidi-theme-font: major-latin; mso-hansi-theme-font: major-latin;">La capitalización de mercado es
determinada matemáticamente como el precio por acción de la compañía
multiplicado por el número de acciones en circulación.<o:p></o:p></span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";"><o:p> </o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";">¿Cómo
hemos llegado hasta aquí? <o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";">El
resurgimiento del interés en la medicina psicodélica ha sido estimulado por el
deseo popular de acceso a remedios y por la inversión comercial con la
esperanza de que los psicodélicos puedan convertirse en la próxima clase de
medicamentos éxito de ventas. Esta tendencia se ha extendido a la política y la
legislación. Los esfuerzos para descriminalizar a las sustancias psicodélicas
se han producido a nivel local en Denver, Colorado; Washington, DC; Oakland,
California; y otros lugares. Oregón tramitó una legislación para legalizar el
acceso a psilocobina como tratamiento de salud mental a pesar de insuficiente
evidencia para apoyar esta práctica. Estos cambios en regulatorios pueden
afectar adversamente a la calidad y rigor de la investigación biomédica que se
asocia normalmente al desarrollo de una nueva clase de fármacos.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";">Varios
factores atestiguan esta preocupación. Hasta nuestro conocimiento, hay muy poca
investigación en psicodélicos financiada por el National Institutes of Mental
Health (NIMH) o por las principales compañías farmacéuticas o biotecnológicas,
y la industria farmacéutica ha estado, en muchos casos, disminuyendo o incluso
retirando la financiación para la investigación de psicotrópicos en los últimos
años (6). Al mismo tiempo, el interés ha sido estimulado por un cuerpo de
investigación en expansión mostrando resultados prometedores para los fármacos
psicodélicos en un abanico de condiciones, que incluyen la ansiedad del final
de la vida, tratamento de la depresión refractaria, trastorno de estrés
postraumático, y trastorno de uso de sustancias (7). En<span style="mso-spacerun: yes;"> </span>2018, la FDA de EEUU designo a psilocibina
como una terapia innovadora, después de lo cual la compañía farmacéutica
COMPASS Pathways PLC comenzó ensayos clínicos fase 2B para la evaluación del
uso de la sustancia para el tratamiento de la depresión resistente (8). Este
impulso comercial, asociado con la falta de actividad de parte de las firmas
farmacéuticas establecidas, creó un hueco en el mercado que ahora está siendo
cubierto por un conjunto de emprendedores que prometen nuevos, efectivos
tratamientos para una matriz de problemas de salud mental.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";">Confianza
en la propiedad intelectual<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";">Las
compañías psicodélicas con ánimo de lucro están bajo presión para generar
mayores retornos financieros para sus inversores, y el camino más directo para
ello es la obtención de patentes para sustancias únicas o para sistemas de liberación.
Psilocibina, mescalina, y dimetiltriptamina son todas sustancias que se dan en
la naturaleza; por tanto, no pueden ser patentadas. Para generar patentes,
estas firmas luchan para generar un hueco específico en su paradigma
terapéutico, tales como una indicación única, un sistema de liberación
(ejemplo, sublingual, aerosoles, comprimidos de disgregación bucal), patentes
de compuestos sintéticos (ejemplo, COMP360, COMPASS psilocibina patentada de
Pathway), o asociaciones de sustancias (ejemplo, asociación de
3,4-metilendioximetaanfetamina [MDMA] – amida del ácido lisérgico [LSD] de la
Mind Medicine Inc.). Esta aproximación puede ayudar a las compañías con ánimo
de lucro a satisfacer a sus inversores, pero simultáneamente puede limitar la
generalización de cualquier resultado clínico descubierto.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";">El
papel de los centros médicos académicos<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";">A
medida que se expandan las actividades realizadas por estas compañías, debemos
reconocer que su influencia puede solo aumentar. Estas compañías son tan
grandes que pueden financiar su propia investigación, la cual es frecuentemente
llevada a cabo en centros médicos académicos. Esto es efectivamente una nueva
iteración la investigación patrocinada por la industria, la cual puede
introducir sesgos en las etapas tempranas del desarrollo de los estudios,
incluyendo incluso la influencia en las cuestiones preguntadas y las respuestas
dadas en un ensayo clínico dado. <o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";">Es
decir, los centros médicos académicos no están en posición de llevar a cabo
investigación completamente independiente. La financiación por fundaciones
privadas es de una magnitud menor de orden inferior que la disponible para esta
clase de investigación patrocinada por la industria. Por ejemplo, el centro
Johns Hopkins para investigación de la conciencia y los psicodélicos se inició
con una financiación privada de 17 millones de $, mientras que el capital de
mercado para ATAI Life Sciences es actualmente de aproximadamente 1.900
millones de $ (3).<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";">Estos
efectos han sido exacerbados por la falta de inversión en esta área por parte
del NIMH, y el NIMH no ha iniciado proactivamente la investigación necesaria
para establecer el necesario cuerpo de conocimientos sobre el mecanismo de
acción y la efectividad clínica de esta única y potencialmente valiosa clase de
fármacos. Esto contrasta con la extensa investigación llevada a cabo sobre el
cannabis y los numerosos estudios sobre ketamina patrocinados por las
principales agencia federales, incluyendo el NIMH.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";">Conclusiones.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";">A
pesar de que el entusiasmo popular, el impulso político y la inversión
financiera en psicodélicos continúa creciendo, es un imperativo que esta
investigación mantenga rigor científico y una desapasionada presentación de los
resultados, con el propósito de mejorar la terapéutica y el nuevo conocimiento
sobre la mente, el cerebro y la consciencia que esta clase de moléculas pudiera
proporcionar en los años venideros. La presencia a gran escala de compañías
públicas recientemente establecidas, como una categoría de sin precedentes de
agentes interesados puede ayudar a la comprensión de estas moléculas y sus
posibles aplicaciones clínicas, pero estas compañías también poseen un conjunto
único de intereses propios que deben ser comprendidos y considerados. Las
investigaciones facilitadas por estas firmas deben cumplir los mismos patrones
de rigor que se esperan en cualquier otra, incluso si el avance de hallazgos
está justificado. Puede haber tensión entre los ávidos defensores de esta clase
de compuestos y el ritmo deliberadamente lento adoptado por los que insisten en
el método científico, pero la investigación rigurosa es necesaria para una más
completa comprensión de los riesgos y los beneficios que implicados en
cualquier presunta aplicación clínica. La primera ola de investigación
psicodélica se interrumpió por el conflicto entre fuerzas culturales y
políticas. La ola actual de investigación psicodélica puede ser susceptible de
un conflicto emergente entre el entusiasmo empresarial y la deliberación
científica.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif";">Referencias<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 9pt; line-height: 115%;">1. Yaden DB, Yaden ME,
Griffiths RR. Psychedelics in psychiatry—keeping the renaissance from going off
the rails.JAMA Psychiatry. 2021;78(5):469-470.
doi:10.1001/jamapsychiatry.2020.3672.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 9pt; line-height: 115%;">2. Cision PR Newswire.
Psychedelic drugs market size is projected to reach $10.75 billion by 2027.
Published April 21, 2021. Accessed August 15, 2021.
https://www.prnewswire.com/news-releases/
psychedelic-drugs-market-size-is-projected-toreach-10-75-billion-by-2027--301273405.html.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 9pt; line-height: 115%;">3. Yahoo! Finance.
Yahoo! finance homepage. Accessed August 15, 2021. https://finance.yahoo. com.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 9pt; line-height: 115%;">4. Psilocybin Alpha.
Psilocybin alpha homepage. Accessed August 15, 2021. http://www.
psilocybinalpha.com.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 9pt; line-height: 115%;">5. Psychedelic Invest.
Psychedelic invest homepage. Accessed August 15, 2021. http://www.
psychedelicinvest.com.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 9pt; line-height: 115%;">6. Munro J, Dowden H.
Trends in neuroscience dealmaking. Published November 12, 2018. Accessed August
15, 2021. https://media.nature. com/original/magazine-assets/d43747-020-
00598-z/d43747-020-00598-z.pdf.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 9pt; line-height: 115%;">7. Lieberman JA. Back
to the future—the therapeutic potential of psychedelic drugs. N Engl J Med.
2021;384(15):1460-1461. doi:10.1056/ NEJMe2102835.<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 9pt; line-height: 115%;">8. Reiff CM, Richman
EE, Nemeroff CB, et al; the Work Group on Biomarkers and Novel Treatments, a
Division of the American Psychiatric Association Council of Research.
Psychedelics and psychedelic-assisted psychotherapy. Am J Psychiatry.
2020;177(5):391-410. doi:10.1176/appi.ajp.2019. 19010035.<o:p></o:p></span></p>
<p class="normal" style="margin-bottom: 0cm; text-align: justify;"><span style="color: #333333; font-family: "Times New Roman","serif"; font-size: 9pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><o:p> </o:p></span></p>
<p class="MsoNormal"><o:p> </o:p></p>Emilio Pol Yanguashttp://www.blogger.com/profile/03803951536939252596noreply@blogger.com0tag:blogger.com,1999:blog-8260174468419950017.post-71211131929530282572022-09-07T07:12:00.001-07:002022-09-16T08:06:26.841-07:00Abstinencia al cannabis y cannabidiol <p> </p><p class="MsoNormal">El cannabis es uno de las drogas de abuso más populares, su
consumo genera dependencia, que hace difícil su abandono. Se sabe que los
cannabinoides THC y CBD se depositan en los tejidos grasos, desde donde se
eliminan lentamente. El cese de su consumo, dependiendo de la intensidad y
duración, puede ocasionar síntomas de retirada consistentes en síntomas
psicológicos: irritabilidad, agresividad, ansiedad, alteración del sueño y del
apetito, fatiga y depresión, también somáticos: cefalea, sudación, gastralgias,
nauseas, vómitos, espasmos y fiebre (síndrome gripoide). Los síntomas más
frecuentes son: insomnio-pesadillas y depresión-irritabilidad.<span style="mso-spacerun: yes;"> </span>El cuadro de abstinencia suele durar varias
semanas, siendo peor durante las 2 primeras semanas. Durante la primera semana
aparece cansancio, irritabilidad, ansiedad e insomnio, que suelen ser
importantes ya al 4º día de abstinencia. Durante la segunda se produce el punto
álgido de los síntomas, que empiezan a ceder durante la tercera semana y para
ser ya tenues en la cuarta. El uso esporádico de cannabis prolonga la
abstinencia, por lo que no se recomienda. El cuadro de retirada de cannabis
suele prolongarse durante 4 semanas<span style="mso-spacerun: yes;"> </span>y
mejorar con una adecuada hidratación, y uso ocasional de paracetamol, es
importante mantener una adecuada higiene del sueño. El componente somático
suele ser de menor duración, entre 2 y 19 días, pero el componente psíquico en
ocasiones se prolonga más de 5 semanas. En general el cuadro es de una gravedad
moderada, de la intensidad de una depresión aguda ambulatoria. El cuadro de
abstinencia empeora si se añaden bebidas estimulantes, alcohólicas o
azucaradas. El uso de venlafaxina (y posiblemente duloxetina) empeora el cuadro
de abstinencia a cannabis, por otra parte el uso de antidepresivos en general,
valproico, litio atomoxetina o buspirona carecen de efecto sobre este síndrome,
sin embargo el uso de gabapentinoides mejoró el sueño y el apetito pero empeoró
el anhelo de la sustancia, zolpiden parece mejorar el sueño pero presenta
riesgo importante de adicción y, <span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">finalmente,<span style="mso-spacerun: yes;">
</span>mirtazapina ha mostrado<span style="mso-spacerun: yes;"> </span>beneficio
sobre el sueño y el apetito sin empeorar otros</span> aspectos. En general los
consumidores de cannabis presentaban problemas de conducta previos al consumo,
que iniciaron a modo de automedicación. Al cesar este puede producirse rebote
en tales síntomas. El apoyo grupal, el acompañamiento y las actividades de
meditación hacen más tolerable los síntomas de abstinencia y de rebote del
estado basal<span style="font-size: 9.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">. </span><span style="font-family: "Segoe UI","sans-serif"; font-size: 9.0pt; line-height: 115%;">( <span style="background: white; color: #212121;">Marshall K, Gowing L, Ali R, Le Foll B.
Pharmacotherapies for cannabis dependence. Cochrane Database Syst Rev.
2014;12(12):CD008940. doi: 10.1002/14651858.CD008940.pub2. Epub 2014 Dec 17.
Update in: Cochrane Database Syst Rev. 2019 Jan 28;1:CD008940. PMID: 25515775;
PMCID: PMC4297244.<span style="mso-spacerun: yes;"> </span>)<span style="mso-spacerun: yes;"> </span>,<span style="mso-spacerun: yes;">
</span>(<span style="mso-spacerun: yes;"> </span>Bonnet U, Preuss UW. The
cannabis withdrawal syndrome: current insights. Subst Abuse Rehabil. 2017 Apr
27;8:9-37. doi: 10.2147/SAR.S109576. PMID: 28490916; PMCID: PMC5414724.<span style="mso-spacerun: yes;"> </span>)<o:p></o:p></span></span></p>
<p class="MsoNormal">El uso de preparados de cannabidiol se ha propuesto como
ayuda en la retirada de uso de cannabis. Un estudio que trata de encontrar la
dosis optima de cannabidiol para este uso, encontró una relación
dosis-respuesta en forma de U-inverida, la dosis de 200mg / día no se
diferenció de placebo, la dosis de 400mg /día logró una reducción del consumo
de cannabis de tan solo ½ día a la semana respecto a placebo, y con la dosis de
800mg /día solo un ahorro de ¼ de día por semana. (<span style="background: white; color: #212121; font-family: "Segoe UI","sans-serif"; font-size: 9.0pt; line-height: 115%;">Freeman TP, Hindocha C, Baio G, Shaban NDC, Thomas EM, Astbury D,
Freeman AM, Lees R, Craft S, Morrison PD, Bloomfield MAP, O'Ryan D, Kinghorn J,
Morgan CJA, Mofeez A, Curran HV. Cannabidiol for the treatment of cannabis use
disorder: a phase 2a, double-blind, placebo-controlled, randomised, adaptive
Bayesian trial. Lancet Psychiatry. 2020 Oct;7(10):865-874. doi:
10.1016/S2215-0366(20)30290-X. Epub 2020 Jul 28. PMID: 32735782; PMCID:
PMC7116091.)<o:p></o:p></span></p>
<p class="MsoNormal">Cannabidiol , a dosis de 300mg durante 6 meses tampoco
pareció mejorar el miedo, ni mejoró la ansiedad en pacientes con trastornos de
ansiedad (<span style="background: white; color: #212121; font-family: "Segoe UI","sans-serif"; font-size: 9.0pt; line-height: 115%;">Kwee CM, Baas JM, van der Flier FE, Groenink L,
Duits P, Eikelenboom M, van der Veen DC, Moerbeek M, Batelaan NM, van Balkom
AJ, Cath DC. Cannabidiol enhancement of exposure therapy in treatment
refractory patients with social anxiety disorder and panic disorder with
agoraphobia: A randomised controlled trial. Eur Neuropsychopharmacol. 2022
Jun;59:58-67. doi: 10.1016/j.euroneuro.2022.04.003. Epub 2022 May 10. PMID:
35561538.) <span style="mso-spacerun: yes;"> </span></span><span style="background: white; color: #212121; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Sin embargo una dosis única de 300mg de CBD administrada
antes de evocar un recuerdo traumático mejoró la ansiedad y el malestar entre
sujetos que padecían trastorno de ansiedad post traumática de origen no sexual;
no apareciendo este efecto entre los que habían sifrido traumas sexuales (</span><span style="background: white; color: #212121; font-family: "Segoe UI","sans-serif"; font-size: 9.0pt; line-height: 115%;">Bolsoni LM, Crippa JAS, Hallak JEC, Guimarães
FS, Zuardi AW. The anxiolytic effect of cannabidiol depends on the nature of
the trauma when patients with post-traumatic stress disorder recall their
trigger event. Braz J Psychiatry. 2022 May-Jun;44(3):298-307. doi:
10.1590/1516-4446-2021-2317. PMID: 35293520; PMCID: PMC9169481.). </span><span style="background: white; color: #212121; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">El uso de cannabidiol tampoco parece modificar la ansiedad
inducida experimentalmente ni las respuesta cerebral a estímulos emocionales </span><span style="background: white; color: #212121; font-family: "Segoe UI","sans-serif"; font-size: 9.0pt; line-height: 115%;">Bloomfield MAP, Yamamori Y, Hindocha C, Jones
APM, Yim JLL, Walker HR, Statton B, Wall MB, Lees RH, Howes OD, Curran VH,
Roiser JP, Freeman TP. The acute effects of cannabidiol on emotional processing
and anxiety: a neurocognitive imaging study. Psychopharmacology (Berl). 2022
May;239(5):1539-1549. doi: 10.1007/s00213-022-06070-3. Epub 2022 Apr 21. PMID:
35445839; PMCID: PMC9110481.) <o:p></o:p></span></p>
<p class="MsoNormal"><span style="background: white; color: #212121; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Cannabidiol se ha mostrado
equivalente a amisulpride, ambos en monoterapia, en el tratamiento de
trastornos psicóticos en un ensayo clínico. Pero no se ha diferenciado de
placebo en otros dos ensayos en los que cannabidiol se añadió al tratamiento
antipsicótico </span><span style="background: white; color: #212121; font-family: "Segoe UI","sans-serif"; font-size: 9.0pt; line-height: 115%;">Kopelli E, Samara M,
Siargkas A, Goulas A, Papazisis G, Chourdakis M. The role of cannabidiol oil in
schizophrenia treatment. a systematic review and meta-analysis. Psychiatry Res.
2020 Sep;291:113246. doi: 10.1016/j.psychres.2020.113246. Epub 2020 Jun 22.
PMID: 32599446.)</span><span style="background: white; color: #212121; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><o:p></o:p></span></p>
<p class="MsoNormal"><span style="background: white; color: #212121; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">El riesgo de causar dependencia
parece ser bajo para el uso de cannabidiol. Cuando se excluyen los estudios en
epilepsia, cannabidiol puede causar, como efecto adverso diarreas con un odd
ratio respecto placebo de 5,04(IC95%: 1,44-17,11). La mayor frecuencia de
efectos adversos en los estudios de epilepsia parecen deberse a interacciones
con los fármacos antiepilépticos – que aumentan la hepatotoxicidad y disminuyen
el estado de alerta -y a problemas neurológicos de los sujetos de estudio. (</span><span style="background: white; color: #212121; font-family: "Segoe UI","sans-serif"; font-size: 9.0pt; line-height: 115%;">Chesney E, Oliver D, Green A, Sovi S, Wilson J,
Englund A, Freeman TP, McGuire P. Adverse effects of cannabidiol: a systematic
review and meta-analysis of randomized clinical trials.
Neuropsychopharmacology. 2020 Oct;45(11):1799-1806. doi:
10.1038/s41386-020-0667-2. Epub 2020 Apr 8. PMID: 32268347; PMCID:
PMC7608221.). </span><span style="background: white; color: #212121; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Además de los medicamentos
hepatotóxicos y depresores del SNC, tiene potencial de interacción con
cannabidiol los sustratos de los enzimas CYP 1A2, 2B6, 2C8 y 2C9, UGT 1ª9 y 2B7.<span style="mso-spacerun: yes;"> </span>(</span><span style="background: white; color: #212121; font-family: "Segoe UI","sans-serif"; font-size: 9.0pt; line-height: 115%;">Huestis MA, Solimini R, Pichini S, Pacifici R, Carlier J, Busardò FP.
Cannabidiol Adverse Effects and Toxicity. Curr Neuropharmacol. 2019;17(10):974-989.
doi: 10.2174/1570159X17666190603171901. PMID: 31161980; PMCID: PMC7052834.)</span><span style="background: white; color: #212121; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">. Así mismo se ha detectado un descenso del apetito como
efecto adversos entre los usuario del cannabidiol (</span><span style="background: white; color: #212121; font-family: "Segoe UI","sans-serif"; font-size: 9.0pt; line-height: 115%;">Spanagel R, Bilbao A. Approved cannabinoids for
medical purposes - Comparative systematic review and meta-analysis for sleep
and appetite. Neuropharmacology. 2021 Sep 15;196:108680. doi:
10.1016/j.neuropharm.2021.108680. Epub 2021 Jun 26. PMID: 34181977.).</span><span style="background: white; color: #212121; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"> <o:p></o:p></span></p>
<p class="MsoNormal"><span style="background: white; color: #212121; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">El antidepresivo mirtazapina parece
mejorar los problemas de sueño y apetito relacionados con la abstinencia
cannabica (</span><span style="background: white; color: #212121; font-family: "Segoe UI","sans-serif"; font-size: 9.0pt; line-height: 115%;">Haney M, Hart CL,
Vosburg SK, Comer SD, Reed SC, Cooper ZD, Foltin RW. Effects of baclofen and
mirtazapine on a laboratory model of marijuana withdrawal and relapse.
Psychopharmacology (Berl). 2010 Aug;211(2):233-44. doi:
10.1007/s00213-010-1888-6. Epub 2010 Jun 3. PMID: 20521030; PMCID: PMC3323354.</span><span style="background: white; color: #212121; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">), pero es metabolizado por el CYP 1A2, </span><span style="background: white; color: #212121; font-family: "Segoe UI","sans-serif"; font-size: 9.0pt; line-height: 115%;">(Mirtazapina, ficha técnica, AEMPS, accesible
en </span><a href="https://cima.aemps.es/cima/pdfs/es/ft/67068/FT_67068.pdf"><span style="font-family: "Segoe UI","sans-serif"; font-size: 9.0pt; line-height: 115%;">FT_67068.pdf
(aemps.es)</span></a><span style="font-family: "Segoe UI","sans-serif"; font-size: 9.0pt; line-height: 115%;">, acceso el 07-sep-2022)</span><span style="font-family: "Segoe UI","sans-serif";"> </span><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">lo que supone un inconveniente para el uso de
cannabidiol al implicar riesgo de interacción farmacológica.<o:p></o:p></span></p>
<p class="MsoNormal"><span style="background: white; color: #212121; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Desde el punto de vista biofarmaceutico,
se ha observado diferencias entre los diferentes preparados galénicos de
cannabidiol, alcanzandodose Cmax de más rápidamente a menos con el spray para
la mucosa oral, formas sólidas orales y por uñtimo formas líqudas orales. La
cinética de absorción oral es de orden cero, implicando menor biodisponibilidad
a dosis más altas. (</span><span style="background: white; color: #212121; font-family: "Segoe UI","sans-serif"; font-size: 9.0pt; line-height: 115%;">Lim SY,
Sharan S, Woo S. Model-Based Analysis of Cannabidiol Dose-Exposure Relationship
and Bioavailability. Pharmacotherapy. 2020 Apr;40(4):291-300. doi:
10.1002/phar.2377. Epub 2020 Mar 10. PMID: 32058609.). </span><span style="background: white; color: #212121; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Aunqu</span><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">e las diferentes formulaciones de cannabidiol
conducen a diferencias de niveles plasmáticos para la misma dosis en peso, no
se parecían diferencias entre ellas en las respuestas a estímulos emocionales (</span><span style="background: white; color: #212121; font-family: "Segoe UI","sans-serif"; font-size: 9.0pt; line-height: 115%;">Crippa JA, Pereira Junior LC, Pereira LC,
Zimmermann PM, Brum Junior L, Rechia LM, Dias I, Hallak JE, Campos AC,
Guimarães FS, Queiroz RH, Zuardi AW. Effect of two oral formulations of
cannabidiol on responses to emotional stimuli in healthy human volunteers: pharmaceutical
vehicle matters. Braz J Psychiatry. 2022 Jan-Feb;44(1):15-20. doi:
10.1590/1516-4446-2020-1684. PMID: 34076067; PMCID: PMC8827362.</span><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"> ). Los
efectos psicológicos en el stress (ansiolisis, sedación y otros) relacionados
con la ingesta de cannabidiol parecen estar relacionados con las expectativas,
más que con un efecto farmacológico (</span><span style="background: white; color: #212121; font-family: "Segoe UI","sans-serif"; font-size: 9.0pt; line-height: 115%;">Crippa JA, Pereira Junior LC, Pereira LC, Zimmermann PM, Brum Junior L,
Rechia LM, Dias I, Hallak JE, Campos AC, Guimarães FS, Queiroz RH, Zuardi AW.
Effect of two oral formulations of cannabidiol on responses to emotional
stimuli in healthy human volunteers: pharmaceutical vehicle matters. Braz J
Psychiatry. 2022 Jan-Feb;44(1):15-20. doi: 10.1590/1516-4446-2020-1684. PMID:
34076067; PMCID: PMC8827362.)<o:p></o:p></span></p>
<p class="MsoNormal"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><o:p> E. Pol Yanguas</o:p></span></p>Emilio Pol Yanguashttp://www.blogger.com/profile/03803951536939252596noreply@blogger.com0tag:blogger.com,1999:blog-8260174468419950017.post-30984254351269364872022-09-07T07:02:00.004-07:002022-09-07T07:02:54.498-07:00antipsicóticos, cáncer de mama<p> Los antipsicóticos son fármacos hiperprolactemieantes, lo que parece estar relacionado con un aumento del riesgo de cáncer de mama. El siguiente artículo estudia y comenta esta cuestión. </p><h1 style="background-color: rgba(255, 144, 46, 0.08); box-sizing: border-box; font-family: Georgia, Verdana, Arial, "Times New Roman", Times, serif; font-size: 16px; font-weight: 500; letter-spacing: -0.1px; line-height: 1.2; margin: 0px 0px 0.5rem; padding-bottom: 0.3em;"><span style="box-sizing: border-box; font-weight: bolder;">Reacciones Adversas e Interacciones</span></h1><h2 style="background-color: rgba(255, 144, 46, 0.08); box-sizing: border-box; font-family: Georgia, Verdana, Arial, "Times New Roman", Times, serif; font-size: 16px; font-weight: 500; letter-spacing: -0.1px; line-height: 1.2; margin: 0px 0px 0.5rem; padding-bottom: 0.3em;"><span style="box-sizing: border-box; font-weight: bolder;">Riesgo de cáncer de mama con antipsicóticos elevadores de prolactina. Un estudio observacional en mujeres de EEUU (edades entre 18 y 64 años)</span></h2><div style="background-color: rgba(255, 144, 46, 0.08); box-sizing: border-box; color: #212529; font-family: Georgia, Verdana, Arial, "Times New Roman", Times, serif; font-size: 16px; margin-top: -13px;"><em style="box-sizing: border-box;">(Risk of Breast Cancer With Prolactin Elevating Antipsychotic Drugs: An Observational Study of US Women [Ages 18-64 Years])</em><br style="box-sizing: border-box;" />Rahman T, Sahrmann JM, Olsen MA, Nickel KB, Miller JP, Ma C, Grucza RA<br style="box-sizing: border-box;" /><em style="box-sizing: border-box;">J Clin Psychopharmacol.</em> 2022 Jan-Feb 01;42(1):7-16. doi: 10.1097/JCP.0000000000001513. PMID: 34864772; PMCID: PMC8688205<br style="box-sizing: border-box;" />Traducción y comentarios para “Boletín Fármacos” por Ortiz R, Martínez F, Esteban J, Pellín MC, Pol E<br style="box-sizing: border-box;" /><em style="box-sizing: border-box;">Boletín Fármacos: Farmacovigilancia</em> 2022; 25(3)<p style="box-sizing: border-box; margin: 12px 0px; padding: 0px;"></p></div><p style="background-color: rgba(255, 144, 46, 0.08); box-sizing: border-box; color: #212529; font-family: Georgia, Verdana, Arial, "Times New Roman", Times, serif; font-size: 16px; margin: 12px 0px; padding: 0px;"></p><div style="background-color: rgba(255, 144, 46, 0.08); box-sizing: border-box; color: #212529; font-family: Georgia, Verdana, Arial, "Times New Roman", Times, serif; font-size: 16px;"><h3 style="box-sizing: border-box; font-size: 13.6px; letter-spacing: -0.1px; line-height: 1.2; margin: 0px 0px 0.5rem; padding-bottom: 0.1em;"><span style="box-sizing: border-box; font-weight: bolder;">Tags: antagonista de los receptores de dopamina, antipsicóticos, neurolépticos, prolactina, cáncer de mama, receptores de prolactina, JAK2, STAT5, iloperidona, lurasidona y olanzapina, aripiprazol, asenapina, brexpiprazol, cariprazina, clozapina, quetiapina, ziprasidona, risperidona, paliperidona, haloperidol</span></h3><div><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://www.saludyfarmacos.org/lang/es/boletin-farmacos/boletines/ago202201/21_ri/">Riesgo de cáncer de mama con antipsicóticos elevadores de prolactina. Un estudio observacional en mujeres de EEUU (edades entre 18 y 64 años) (saludyfarmacos.org)</a></span></div><div><span style="box-sizing: border-box; font-weight: bolder;"><br /></span></div></div>Emilio Pol Yanguashttp://www.blogger.com/profile/03803951536939252596noreply@blogger.com0tag:blogger.com,1999:blog-8260174468419950017.post-39562970043840151932022-09-07T06:53:00.009-07:002022-09-07T06:56:11.742-07:00Esketamina ¿antidepresivo?, ¿antisuicida?<p> Este artículo analiza critcamente, a partir de la ficha técnica aprobada por la AEM, los ensayos clínicos en los que se apoyó la autorización de Spravato, </p><h2 style="background-color: rgba(255, 144, 46, 0.08); box-sizing: border-box; font-family: Georgia, Verdana, Arial, "Times New Roman", Times, serif; font-size: 16px; font-weight: 500; letter-spacing: -0.1px; line-height: 1.2; margin: 0px 0px 0.5rem; padding-bottom: 0.3em;"><span style="box-sizing: border-box; font-weight: bolder;">Esketamina nasal, ejemplo de medicamento superfluo</span></h2><div style="background-color: rgba(255, 144, 46, 0.08); box-sizing: border-box; color: #212529; font-family: Georgia, Verdana, Arial, "Times New Roman", Times, serif; font-size: 16px; margin-top: -13px;">Marín S, Martínez F, Ortiz R, Pellín MC, Pol E<br style="box-sizing: border-box;" /><em style="box-sizing: border-box;">J Pers Med.</em> 2021 Feb 23;11(2):155. doi: 10.3390/jpm11020155. PMID: 33672126; PMCID: PMC7927134<br style="box-sizing: border-box;" /><a href="https://www.sciencedirect.com/science/article/pii/S2666560322000214?via%3Dihub" style="background-color: transparent; box-sizing: border-box; color: rgb(0, 74, 134) !important; overflow-wrap: break-word; text-decoration-line: none;" target="_blank">https://www.sciencedirect.com/science/article/pii/S2666560322000214?via%3Dihub</a><br style="box-sizing: border-box;" /><em style="box-sizing: border-box;">Boletín Fármacos: Prescripción, Farmacia y Utilización</em> 2022; 25(3)<br style="box-sizing: border-box;" />DOI 10.5281/zenodo.6981774</div><p style="background-color: rgba(255, 144, 46, 0.08); box-sizing: border-box; color: #212529; font-family: Georgia, Verdana, Arial, "Times New Roman", Times, serif; font-size: 16px; margin: 12px 0px; padding: 0px;"></p><div style="background-color: rgba(255, 144, 46, 0.08); box-sizing: border-box; color: #212529; font-family: Georgia, Verdana, Arial, "Times New Roman", Times, serif; font-size: 16px;"><h3 style="box-sizing: border-box; font-size: 13.6px; letter-spacing: -0.1px; line-height: 1.2; margin: 0px 0px 0.5rem; padding-bottom: 0.1em;"><span style="box-sizing: border-box; font-weight: bolder;">Tags: ketamina, anestésico, enantiómero, TRANSFORM 1, TRANSFORM 2, TRANSFORM 3, ASPIRE 1, ASPIRE 2, SUSTAIN 1, SUSTAIN 2, MADRS</span></h3><div><span style="box-sizing: border-box; font-weight: bolder;"><br /></span></div><div><span style="box-sizing: border-box; font-weight: bolder;"><a href="https://www.saludyfarmacos.org/boletin-farmacos/boletines/ago202205/43_es/">Esketamina nasal, ejemplo de medicamento superfluo (saludyfarmacos.org)</a></span></div><div><span style="box-sizing: border-box; font-weight: bolder;"><br /></span></div></div>Emilio Pol Yanguashttp://www.blogger.com/profile/03803951536939252596noreply@blogger.com0tag:blogger.com,1999:blog-8260174468419950017.post-54925275783015708452022-06-17T12:25:00.003-07:002022-06-17T12:36:04.105-07:00Litio y pensamientos y conductas suicidas, un ensayo clínico que directamente trata de probar el efecto antisucidio de este importante fármaco<p>Litio es un tratamiento usual para el manejo de ideas y conductas suicidas, su empleo se basa en estudios observacionales y datos obtenido de estudios experimentales que trataban de probar otras hipótesis distintas a la capacidad antisuicida del litio. El trabajo de Katz y cols, trata de abordar esta importante cuestión directamente. </p><h1 style="background-color: rgba(255, 144, 46, 0.08); box-sizing: border-box; font-family: Georgia, Verdana, Arial, "Times New Roman", Times, serif; font-size: 16px; font-weight: 500; letter-spacing: -0.1px; line-height: 1.2; margin: 0px 0px 0.5rem; padding-bottom: 0.3em;"><span style="box-sizing: border-box; font-weight: bolder;">Investigaciones</span></h1><h2 style="background-color: rgba(255, 144, 46, 0.08); box-sizing: border-box; font-family: Georgia, Verdana, Arial, "Times New Roman", Times, serif; font-size: 16px; font-weight: 500; letter-spacing: -0.1px; line-height: 1.2; margin: 0px 0px 0.5rem; padding-bottom: 0.3em;"><span style="box-sizing: border-box; font-weight: bolder;">Litio y suicidio. Se cuestiona el litio como tratamiento preventivo de la reincidencia de actos suicidas</span></h2><div style="background-color: rgba(255, 144, 46, 0.08); box-sizing: border-box; color: #212529; font-family: Georgia, Verdana, Arial, "Times New Roman", Times, serif; font-size: 16px; margin-top: -13px;"><em style="box-sizing: border-box;">(Lithium treatment in the prevention of repeat suicide-related outcomes in veterans with major depression or bipolar disorder. A Randomized Clinical Trial)</em><br style="box-sizing: border-box;" />Katz Ira R, Rogers MP, Lew, R, et al. JAMA Psychiatry. 2022;79(1):24-32. doi:10.1001/jamapsychiatry.2021.3170<br style="box-sizing: border-box;" /><a href="https://jamanetwork.com/journals/jamapsychiatry/article-abstract/2786428" style="background-color: transparent; box-sizing: border-box; color: rgb(0, 74, 134) !important; overflow-wrap: break-word; text-decoration-line: none;" target="_blank">https://jamanetwork.com/journals/jamapsychiatry/article-abstract/2786428</a><p style="box-sizing: border-box; margin: 12px 0px; padding: 0px;"></p><p style="box-sizing: border-box; margin: 12px 0px; padding: 0px;">Artículo resumido y comentado por Martinez-Granados F, Marín-Pradenas S, Pol-Yanguas E</p></div><p>ACCESIBLE EN: https://www.saludyfarmacos.org/lang/es/boletin-farmacos/boletines/feb202205/02_li</p><p><br /></p><p><br /></p><p><br /></p>Emilio Pol Yanguashttp://www.blogger.com/profile/03803951536939252596noreply@blogger.com0tag:blogger.com,1999:blog-8260174468419950017.post-36809296442657103272022-06-11T02:17:00.006-07:002022-06-11T03:17:43.632-07:00ESKETAMINA, UN NEGOCIO FRAUDULENTO<p> </p><div style="background-color: rgba(255, 144, 46, 0.08); box-sizing: border-box; color: #212529; font-family: Georgia, Verdana, Arial, "Times New Roman", Times, serif; font-size: 16px; margin-top: -13px;"><div style="box-sizing: border-box; margin-top: -13px;"><br /></div></div><div style="background-color: rgba(255, 144, 46, 0.08); box-sizing: border-box; color: #212529; font-family: Georgia, Verdana, Arial, "Times New Roman", Times, serif; font-size: 16px; margin-top: -13px;"><div style="box-sizing: border-box; margin-top: -13px;"><div style="box-sizing: border-box; margin-top: -13px;"><div style="box-sizing: border-box; margin-top: -13px;"><div style="box-sizing: border-box; margin-top: -13px;"><div style="box-sizing: border-box; margin-top: -13px;"><div style="box-sizing: border-box; margin-top: -13px;"><div style="box-sizing: border-box; margin-top: -13px;"><div style="box-sizing: border-box;"><div style="box-sizing: border-box; margin-top: -13px;"><div style="box-sizing: border-box;"><p style="box-sizing: border-box; margin: 12px 0px; padding: 0px;"><br /></p><h2 style="box-sizing: border-box; color: rgb(0, 0, 0) !important; font-size: 16px; font-weight: 500; letter-spacing: -0.1px; line-height: 1.2; margin: 0px 0px 0.5rem; padding-bottom: 0.3em;"><span style="box-sizing: border-box; font-weight: bolder;">El origen de la terapia con esketamina</span></h2><div style="box-sizing: border-box; margin-top: -13px;">Roger Ortiz Climent y Emilio Pol Yanguas<br style="box-sizing: border-box;" /><em style="box-sizing: border-box;">Boletín Fármacos: Prescripción, Farmacia y Utilización</em> 2022; 25 (2)</div><p style="box-sizing: border-box; margin: 12px 0px; padding: 0px;"></p><div style="box-sizing: border-box;"><p style="box-sizing: border-box; margin: 12px 0px; padding: 0px;">A partir del artículo de Emily Witt. The New Yorker, December 29, 2021 “Ketamine therapy is going mainstream. Are we ready? <a href="https://www.newyorker.com/culture/annals-of-inquiry/ketamine-therapy-is-going-mainstream-are-we-ready" style="background-color: transparent; box-sizing: border-box; color: rgb(0, 74, 134) !important; overflow-wrap: break-word; text-decoration-line: none;" target="_blank">https://www.newyorker.com/culture/annals-of-inquiry/ketamine-therapy-is-going-mainstream-are-we-ready</a>)</p><p style="box-sizing: border-box; margin: 12px 0px; padding: 0px;">acceso al comentario en castellano en:</p><p style="box-sizing: border-box; margin: 12px 0px; padding: 0px;"><a href="https://www.saludyfarmacos.org/boletin-farmacos/boletines/may202205/48_co/">Comentario: El origen de la terapia con esketamina (saludyfarmacos.org)</a></p><p style="box-sizing: border-box; margin: 12px 0px; padding: 0px;"><br /></p><h1 style="box-sizing: border-box; color: rgb(0, 0, 0) !important; font-size: 16px; font-weight: 500; letter-spacing: -0.1px; line-height: 1.2; margin: 0px 0px 0.5rem; padding-bottom: 0.3em;"><span style="font-weight: bolder; letter-spacing: -0.1px;">La ketamina no es mejor que el placebo para reducir la ideación suicida en la depresión</span></h1><div style="box-sizing: border-box; margin-top: -13px;">Pedro Simons<br style="box-sizing: border-box;" /><em style="box-sizing: border-box;">Loco en América,</em> 14 de febrero de 2022<br style="box-sizing: border-box;" /><a href="https://www.madinamerica.com/2022/02/ketamine-suicidal-ideation-depression/?mc_cid=84f3e45d10&mc_eid=8604156fec" style="background-color: transparent; box-sizing: border-box; color: rgb(0, 74, 134) !important; overflow-wrap: break-word; text-decoration-line: none;" target="_blank">https://www.madinamerica.com/2022/02/ketamine-suicidal-ideation-depression/?mc_cid=84f3e45d10&mc_eid=8604156fec</a><br style="box-sizing: border-box;" />Editado por Salud y Fármacos</div><div style="box-sizing: border-box; margin-top: -13px;"><br /></div><div style="box-sizing: border-box; margin-top: -13px;"><br /></div><div style="box-sizing: border-box; margin-top: -13px;"><br /></div><div style="box-sizing: border-box; margin-top: -13px;"><br /></div><div style="box-sizing: border-box; margin-top: -13px;">acceso EN <a href="https://www.saludyfarmacos.org/boletin-farmacos/boletines/may202205/49_la/">La ketamina no es mejor que el placebo para reducir la ideación suicida en la depresión (saludyfarmacos.org)</a></div><p style="box-sizing: border-box; margin: 12px 0px; padding: 0px;"><br /></p><p style="box-sizing: border-box; margin: 12px 0px; padding: 0px;"><br /></p></div><p style="box-sizing: border-box; margin: 12px 0px; padding: 0px;"><br /></p></div></div><p style="box-sizing: border-box; color: red; margin: 12px 0px; padding: 0px;"><br /></p></div></div></div></div></div></div></div></div></div>Emilio Pol Yanguashttp://www.blogger.com/profile/03803951536939252596noreply@blogger.com0tag:blogger.com,1999:blog-8260174468419950017.post-982049585327171532022-03-04T02:33:00.007-08:002022-03-04T02:33:57.261-08:00Revision de estudios fotovoz en Salud Mental<p class="MsoNormal" style="line-height: 200%; margin-bottom: 24.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 24.0pt; text-align: justify;"><span style="font-size: large;"><img alt="" height="507" 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" width="363" /> <span style="font-size: small;"> </span></span></p><p class="MsoNormal" style="line-height: 200%; margin-bottom: 24.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 24.0pt; text-align: justify;"><span style="font-size: large;"><span style="font-size: small;">Imagen perteneciente al fotovoz de Londres-Manchester (3) </span><br /></span></p><p class="MsoNormal" style="line-height: 200%; margin-bottom: 24.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 24.0pt; text-align: justify;"><span style="font-size: large;">A continuación, una revisión de estudios fotovoz en Salud Mental (por Paco Mtz.Granados):<br /></span></p><p class="MsoNormal" style="line-height: 200%; margin-bottom: 24.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 24.0pt; text-align: justify;"><span style="font-size: large;">Una revisión
llevada a cabo en la Universidad de Columbia (Canadá) y publicada en 2016 se
propuso responder a la siguiente pregunta de investigación: ¿Cómo ha sido
empleado el fotovoz en la investigación de la salud mental? Todos los
autores de los 9 artículos que formaron parte de la revisión declararon que la
metodología era efectiva y que constituía un nuevo medio de conocimiento con
respecto a las tradicionales metodologías cualitativas y cuantitativas. Sus
hallazgos principales fueron<span> </span><span lang="ES-TRAD"><span>(1)</span></span>:</span></p><span style="font-size: large;">
</span><p class="MsoListParagraphCxSpFirst" style="line-height: 200%; margin-bottom: 24.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 24.0pt; mso-add-space: auto; mso-list: l1 level1 lfo3; text-align: justify; text-indent: -18.0pt;"><span style="font-size: large;"><span style="font-family: "Times New Roman",serif; mso-fareast-font-family: "Times New Roman";"><span>-<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-optical-sizing: auto; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: "Times New Roman",serif;">Las
experiencias de los participantes con diagnósticos de trastorno mental grave,
ponían de manifiesto el <b>afrontamiento de situaciones cotidianas de
estigmatización</b>, entremezclado con el proceso de recuperación que se entendía
como un acontecimiento crónico y permanente.</span></span></p><span style="font-size: large;">
</span><p class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: 24.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 24.0pt; mso-add-space: auto; mso-list: l1 level1 lfo3; text-align: justify; text-indent: -18.0pt;"><span style="font-size: large;"><span style="font-family: "Times New Roman",serif; mso-fareast-font-family: "Times New Roman";"><span>-<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-optical-sizing: auto; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: "Times New Roman",serif;">La
mayoría de los estudios consistían en la inmersión en el día a día de los
participantes a través de experiencias de afrontamiento de adversidades que
tenían que ver con su diagnóstico y la reflexión en torno a los
condicionantes internos y externos de su sufrimiento. Por ejemplo, en un
estudio con 7 participantes diagnosticados de trastorno de depresión y
ansiedad, narraban que “<b>necesitaban de hecho <i>ser valiosos</i></b>” en una sociedad que les hacía invisibles y les dejaba
en la incomprensión absoluta.</span></span></p><span style="font-size: large;">
</span><p class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: 24.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 24.0pt; mso-add-space: auto; mso-list: l1 level1 lfo3; text-align: justify; text-indent: -18.0pt;"><span style="font-size: large;"><span style="font-family: "Times New Roman",serif; mso-fareast-font-family: "Times New Roman";"><span>-<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-optical-sizing: auto; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: "Times New Roman",serif;">En
un estudio con 8 participantes se puso de manifiesto cómo la falta de contacto
interpersonal y la ausencia de comunicación íntima configuraban un universo de
“<b><i>soledad existencial</i></b>” que, a su vez,
exacerbaba la gravedad de su trastorno mental. En este sentido, los temas más
recurrentes eran “el sufrimiento y el estigma”. El estigma de la enfermedad
mental dañaba considerablemente la identidad y autoconfianza de los
participantes agudizando su aislamiento, por lo que “sufrimiento”,
“diagnóstico”, “vergüenza” y “encierro” son acontecimientos que se entremezclan,
y descargan con furia los cuerpos de quienes lo padecen hacia un inevitable
aislamiento social, lo cual retro-alimenta, nutre, perpetúa y cronifica el proceso.
</span></span></p><span style="font-size: large;">
</span><p class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: 24.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 24.0pt; mso-add-space: auto; mso-list: l1 level1 lfo3; text-align: justify; text-indent: -18.0pt;"><span style="font-size: large;"><span style="font-family: "Times New Roman",serif; mso-fareast-font-family: "Times New Roman";"><span>-<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-optical-sizing: auto; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: "Times New Roman",serif;">En
otro de los estudios que incluyó solo a mujeres, se destacaba que tanto el “sentimiento
de soledad”, como la “<b>incapacidad para valorarse a ellas mismas</b>” (tener un
concepto negativo de sí mismas), eran los dos factores que más contribuían a su
trastorno mental. Y en relación con esto, emergieron narrativas sobre cómo la
devaluación comunitaria que sufrían por su condición de mujeres, y/o
pertenecientes a minorías étnicas, y/o en medios rurales, eran fuertes
determinantes de su salud mental.</span></span></p><span style="font-size: large;">
</span><p class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: 24.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 24.0pt; mso-add-space: auto; mso-list: l1 level1 lfo3; text-align: justify; text-indent: -18.0pt;"><span style="font-size: large;"><span style="font-family: "Times New Roman",serif; mso-fareast-font-family: "Times New Roman";"><span>-<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-optical-sizing: auto; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: "Times New Roman",serif;">Seis
estudios de fotovoz se centraron en el proceso de recuperación, y en él, los
<b>recursos comunitarios</b> se representaban como algo absolutamente fundamental. Por
ejemplo, en uno de estos estudios se puso de manifiesto cómo el apoyo social y
el sostén de familia y amigos podían en su conjunto “catalizar los aspectos
personales positivos” que subyacían a la recuperación (que iba por tanto en
paralelo a un <b>proceso de revalorización personal</b>). </span></span></p><span style="font-size: large;">
</span><p class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: 24.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 24.0pt; mso-add-space: auto; mso-list: l1 level1 lfo3; text-align: justify; text-indent: -18.0pt;"><span style="font-size: large;"><span style="font-family: "Times New Roman",serif; mso-fareast-font-family: "Times New Roman";"><span>-<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-optical-sizing: auto; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: "Times New Roman",serif;">En
un estudio que incluían personas con historial de abuso de drogas se reflejó cómo
<b>la restauración de las redes comunitarias y afectivas</b> de apoyo constituía el
mayor aliciente para que se mantuviesen <b>abstemios </b>(pues era precisamente el
abuso a drogas el factor que identificaban como mayor determinante de la
pérdida de red afectiva y apoyo). En ocasiones, las <b>comunidades religiosas</b> eran
señaladas como grandes promotoras de una “segunda oportunidad”. </span></span></p><span style="font-size: large;">
</span><p class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: 24.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 24.0pt; mso-add-space: auto; mso-list: l1 level1 lfo3; text-align: justify; text-indent: -18.0pt;"><span style="font-size: large;"><span style="font-family: "Times New Roman",serif; mso-fareast-font-family: "Times New Roman";"><span>-<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-optical-sizing: auto; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: "Times New Roman",serif;">En
otro fotovoz los participantes reflejaron tres elementos constitutivos de su
proceso de recuperación: la “<b>espiritualidad</b>”, los “<b>logros vocacionales y
académicos</b>” y “<b>la red social</b>”. </span></span></p><span style="font-size: large;">
</span><p class="MsoListParagraphCxSpLast" style="line-height: 200%; margin-bottom: 24.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 24.0pt; mso-add-space: auto; mso-list: l1 level1 lfo3; text-align: justify; text-indent: -18.0pt;"><span style="font-size: large;"><span style="font-family: "Times New Roman",serif; mso-fareast-font-family: "Times New Roman";"><span>-<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-optical-sizing: auto; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: "Times New Roman",serif;">En
un último estudio se identificó la “<b>necesidad de mantenerse activo</b>” y la
“necesidad de afrontar su trastorno con recursos tanto físicos como
emocionales”. </span></span></p><span style="font-size: large;">
</span><p class="MsoNormal" style="line-height: 200%; margin-bottom: 24.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 24.0pt; text-align: justify;"><span style="font-size: large;"><a><span>Lo
transversal a todos los estudios, era el rol que jugaban
los <b>recursos y activos comunitarios</b> en su camino hacia la <b>recuperación</b>: la
participación comunitaria generadora de recursos afectivos y de apoyo que, en
última instancia, generan un proceso de valorización personal y humano, es
clave para la recuperación. Constituye así la cara inversa de la
estigmatización </span>y el aislamiento</a><span>.</span></span></p><span style="font-size: large;">
</span><p class="MsoNormal" style="line-height: 200%; margin-bottom: 24.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 24.0pt; text-align: justify;"><span style="font-size: large;"><span>Con todo esto se puede entender mejor los
motivos por los cuales los autores de estudios de fotovoz refieren que la
<b>Investigación de Acción-Participación en salud mental</b> da respuesta no sólo a
una función epistémica, sino también a una función terapéutica de recuperación
e integración de personas con diagnósticos de trastorno mental tanto en sus comunidades
(entornos más próximos) como en sus sociedades. Responde por tanto a un doble
fin (epistémico y de recuperación), lo que, en última instancia, representa un
argumento de peso a su legitimación como método de investigación en salud
mental, pues <b>el componente ético debe formar parte del epistémico</b> y a la
inversa, el epistémico formar parte del fin ético. Otros paradigmas de la
ciencia humana perciben sin embargo estos dos dominios (epistémico y ético)
como separados, como si no tuvieran nada que ver el uno con el otro, cuando <i>de facto</i> no es lo que ocurre</span><span><span></span></span><span>.</span><span class="MsoCommentReference"><span style="line-height: 200%;"><a class="msocomanchor" href="#_msocom_1" id="_anchor_1" name="_msoanchor_1"></a><span></span></span></span></span></p><span style="font-size: large;">
</span><p class="MsoNormal" style="line-height: 200%; margin-bottom: 24.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 24.0pt; text-align: justify;"><span style="font-size: large;">En un ensayo
clínico aleatorizado con personas diagnosticadas de trastorno mental grave
publicado en 2014 se evidenció que aquellas que habían formado parte del grupo
intervención (un fotovoz diseñado contra el estigma) mostraban mejores
resultados que el grupo control en las siguientes variables: mejor <b>capacidad
para afrontar situaciones de estigma social</b>, percepción de estar involucrado en
un <b>activismo comunitario</b>, mayor <b>percepción de recuperación y crecimiento
personal</b> <span>(2)</span>. </span></p><span style="font-size: large;">
</span><p class="MsoNormal" style="line-height: 200%; margin-bottom: 24.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 24.0pt; text-align: justify;"><span style="font-size: large;">Otro fotovoz
orientado al estigma, esta vez con 20 participantes pertenecientes a minorías
étnicas (origen africano, caribeños y surasiáticos principalmente) en Londres y
Manchester y con diagnósticos de trastorno mental grave, contó con una fase de
acción comunitaria que consistió en una exposición para, según los autores,
“<b>mostrar testimonios visuales de humanidad y potencial creativo que sirviese a
la desestigmatización pública de los participantes</b>” y a la que asistieron
representantes de un espectro amplio de agentes sociales: políticos,
periodistas, sanitarios, usuarios de servicios de salud mental, etc) <span>(3)</span>. La premisa a fotografiar se
situaba en torno a las experiencias del día a día de estas personas en el
espacio público.</span></p><span style="font-size: large;">
</span><p class="MsoNormal" style="line-height: 200%; margin-bottom: 24.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 24.0pt; text-align: justify;"><span style="font-size: large;">En otro estudio los
autores parten de la base de que, incluso en estudios cualitativos, las
experiencias de usuarios de drogas intravenosas son <b>sesgadas por “la lente de
los investigadores”</b>. Dado el aumento considerable de muertes por sobredosis de
opioides y en la incidencia de VIH y hepatitis C en Estados Unidos, los autores
reclaman que “es crítico que las voces de estos usuarios de drogas intravenosas
sean escuchadas”. El método visual ayudaría a explorar la complejidad de
pobreza, vida en la calle y falta de acceso a los servicios sanitarios junto
con el estigma y la discriminación en 26 participantes. Tal y como explicó uno
de ellos, “<i>si me dais una cámara,
tendréis el mayor de los shows a vuestro alcance…las historias que voy
atravesando en mi día a día son increíbles…son de película</i>”. Algunos de los
participantes de este fotovoz declararon que el hecho de ver reflejadas sus
experiencias diarias en la calle (en contacto permanente con drogas
intravenosas) sería un detonante de conciencia de riesgo para ellos mismos, y
para otros que aún no estuviesen en ese mundo; compartían la sensación de estar
creando un documental televisivo sobre sus vidas. Los resultados de este
estudio muestran que los grupos marginados encuentran en el fotovoz un medio
adecuado para hacer emerger de forma directa sus experiencias de vida, y lograr
la comunicación con el resto de la sociedad <span>(4)</span>. Asimismo, también en la
línea de otros estudios, muestra resultados favorables en la lucha contra el
estigma y en la recuperación de aquellos con algún diagnóstico de trastorno
mental grave.</span></p><span style="font-size: large;">
</span><p class="MsoNormal" style="line-height: 200%; margin-bottom: 24.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 24.0pt; text-align: justify;"><span style="font-size: large;">Constantina
Papoulias ha realizado y publicado varias experiencias de fotovoz (y uso de
técnicas fílmicas para el “Co-Diseño Basado en la Experiencia”) encaminados a
la mejora de la calidad de los servicios de psiquiatría. Asume que el fotovoz
es un método que puede responder muy bien al <b>rediseño de servicios para mejorar
su calidad asistencial</b>, ya que explora la “experiencia de los usuarios” así
como consigue que estos se comprometan con el rediseño de los servicios de
salud mental hasta alcanzar a los gestores y políticos <span>(5)</span>.</span></p><p class="MsoNormal" style="line-height: 200%; margin-bottom: 24.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 24.0pt; text-align: justify;"><span style="font-size: large;">En uno de los estudios llevó
a cabo un fotovoz en un <b>pabellón de psiquatría de agudos, un espacio cerrado
donde los pacientes estaban privados de libertad</b>, con la intención de hacerles
partícipes en la reestructuración del servicio para que sus experiencias fueran
mejoradas. Los investigadores acompañaban a los pacientes por todo el pabellón,
allá donde querían llevarlos para mostrarles sus experiencias y paralelamente
grababan en audios sus relatos que luego eran transcritos y analizados. Fueron
producidas 70 fotografías y clasificadas en aquellas que reflejaban “aspectos
positivos” de su experiencia y en las que tenían que ver con aspectos
negativos. En el análisis de todo el material se puso de manifiesto que <b>la
mayor parte de las experiencias positivas tenían lugar en los dormitorios y en
las salas de estar comunes, mientras que las experiencias negativas tenían
lugar en los baños (que eran compartidos)</b>. También se puso de manifiesto cómo
la organización espacial del pabellón producía disrupciones en sus rutinas
diarias, en sus hábitos más cotidianos, bloqueando el flujo de actividades a
las que formaban parte de sus vidas hasta la llegada al pabellón, y cómo eso
afectaba a su experiencia de ingreso. Así mismo se evidenciaron diferencias
sustanciales que tenían que ver con el género (por ejemplo, que los hombres
tendían a hacer fotografías en las que se mostraban solos en sus dormitorios) <span>(5)</span>.</span></p><span style="font-size: large;">
</span><p class="MsoNormal" style="line-height: 200%; margin-bottom: 24.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 24.0pt; text-align: justify;"><span style="font-size: large;">Un estudio de
fotovoz publicado en 2021 por Verónica Moretti y cols. (6) se propuso investigar
cómo era la <b>experiencia cotidiana del día a día de algunas personas con
psicosis</b> y, al mismo tiempo, cómo era la <b>experiencia del personal sanitario</b> que
acompañaba a los sujetos de estudio en la toma de fotografías y en el posterior
proceso dialógico. Se les instó a los participantes a realizar fotografías en
torno a las siguientes temáticas: “diversión”, “tiempo”, “algo indispensable” y
“un lugar donde me siento bien”. Se produjeron 85 fotografías.<span> </span>La vivencia de disfrute que manifestaron se
asociaba a una <a>sensación
de “apertura” a uno mismo y a los demás, distinguiendo:</a></span></p><span style="font-size: large;">
</span><p class="MsoListParagraphCxSpFirst" style="line-height: 200%; margin-bottom: 24.0pt; margin-left: 39.3pt; margin-right: 0cm; margin-top: 24.0pt; mso-add-space: auto; mso-list: l2 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><span style="font-size: large;"><span><span style="font-family: "Times New Roman",serif; mso-fareast-font-family: "Times New Roman";"><span>-<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-optical-sizing: auto; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: "Times New Roman",serif;">disfrute
en el sentido de “placer personal”. </span></span></span></p><span style="font-size: large;">
</span><p class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: 24.0pt; margin-left: 39.3pt; margin-right: 0cm; margin-top: 24.0pt; mso-add-space: auto; mso-list: l2 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><span style="font-size: large;"><span><span style="font-family: "Times New Roman",serif; mso-fareast-font-family: "Times New Roman";"><span>-<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-optical-sizing: auto; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: "Times New Roman",serif;">disfrute
con la familia.</span></span></span></p><span style="font-size: large;">
</span><p class="MsoListParagraphCxSpLast" style="line-height: 200%; margin-bottom: 24.0pt; margin-left: 39.3pt; margin-right: 0cm; margin-top: 24.0pt; mso-add-space: auto; mso-list: l2 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><span style="font-size: large;"><span><span style="font-family: "Times New Roman",serif; mso-fareast-font-family: "Times New Roman";"><span>-<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-optical-sizing: auto; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: "Times New Roman",serif;">“disfrute”
como “apertura a los otros”.</span></span><span class="MsoCommentReference"><span style="font-family: "Times New Roman", serif; line-height: 200%;"><span></span></span></span></span></p><span style="font-size: large;">
</span><p class="MsoNormal" style="line-height: 200%; margin-bottom: 24.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 24.0pt; text-align: justify;"><span style="font-size: large;">En cuanto a la
temática en torno a “un lugar donde me siento bien”, lo más significativo y
transversal a todos los participantes fue:</span></p><span style="font-size: large;">
</span><p class="MsoListParagraphCxSpFirst" style="line-height: 200%; margin-bottom: 24.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 24.0pt; mso-add-space: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt;"><span style="font-size: large;"><a><span style="font-family: "Times New Roman",serif; mso-fareast-font-family: "Times New Roman";"><span>-<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-optical-sizing: auto; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: "Times New Roman",serif;">un
lugar seguro (una fotografía de sus habitaciones).</span></a></span></p><span style="font-size: large;">
</span><p class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-bottom: 24.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 24.0pt; mso-add-space: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt;"><span style="font-size: large;"><span><span style="font-family: "Times New Roman",serif; mso-fareast-font-family: "Times New Roman";"><span>-<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-optical-sizing: auto; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: "Times New Roman",serif;">un
lugar que evoque serenidad.</span></span></span></p><span style="font-size: large;">
</span><p class="MsoListParagraphCxSpLast" style="line-height: 200%; margin-bottom: 24.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 24.0pt; mso-add-space: auto; mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt;"><span style="font-size: large;"><span><span style="font-family: "Times New Roman",serif; mso-fareast-font-family: "Times New Roman";"><span>-<span style="font-family: "Times New Roman"; font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-optical-sizing: auto; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;">
</span></span></span><span style="font-family: "Times New Roman",serif;">un
lugar en la naturaleza.</span></span><span class="MsoCommentReference"><span style="font-family: "Times New Roman", serif; line-height: 200%;"><span></span></span></span></span></p><span style="font-size: large;">
</span><p class="MsoNormal" style="line-height: 200%; margin-bottom: 24.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 24.0pt; text-align: justify;"><span style="font-size: large;">El fotovoz resultó
ser un método que <b>permitía acceder de manera privilegiada a la experiencia de
estas personas</b> diagnosticadas de algún trastorno del espectro psicótico. Tanto
los participantes como el personal sanitario destacaron la <b>comunicación </b>que el
proceso les permitió tener, <b>favoreciendo la “comprensión del sentido” de estas
personas por parte de los sanitarios</b> <span>(6)</span>.</span></p><p class="MsoNormal" style="line-height: 200%; margin-bottom: 24.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 24.0pt; text-align: justify;"><span style="font-size: large;"> </span></p><p class="MsoNormal" style="line-height: 200%; margin-bottom: 24.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 24.0pt; text-align: justify;"><span style="font-size: large;"> 1. <span lang="EN-US" style="font-family: "Times New Roman", serif;">Han CS, Oliffe JL.
Photovoice in mental illness research: A review and recommendations. </span><span lang="ES-TRAD" style="font-family: "Times New Roman", serif;">Health Interdiscip J Soc Study Health Illn Med
[Internet]. marzo de 2016 [citado 25 de noviembre de 2021];20(2):110-26.
Disponible en: http://journals.sagepub.com/doi/10.1177/1363459314567790.</span></span></p><p class="MsoNormal" style="line-height: 200%; margin-bottom: 24.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 24.0pt; text-align: justify;"><span style="font-size: large;"><span lang="ES-TRAD" style="font-family: "Times New Roman", serif;"><span lang="ES-TRAD" style="font-family: "Times New Roman", serif;"><!--[if gte mso 9]><xml>
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<![endif]--></span><span lang="ES-TRAD" style="font-family: "Times New Roman", serif;">2. Russinova Z,
Rogers ES, Gagne C, Bloch P, Drake KM, Mueser KT. </span><span lang="EN-US" style="font-family: "Times New Roman", serif;">A Randomized Controlled Trial of a Peer-Run Antistigma
Photovoice Intervention. </span><span lang="ES-TRAD" style="font-family: "Times New Roman", serif;">Psychiatr
Serv [Internet]. 1 de febrero de 2014 [citado 26 de noviembre de
2021];65(2):242-6. Disponible en:
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
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K, Rhodes J, Webster GM, Francis J, Haarmans M, Dawkins N, et al.
Photovoice as a promising public engagement approach: capturing and
communicating ethnic minority people’s lived experiences of severe mental
illness and its treatment. </span><span lang="ES-TRAD">BMJ Open Qual [Internet]. noviembre de 2019 [citado 25 de noviembre de
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anything”: perspectives on photovoice among people who inject drugs. </span><span lang="ES-TRAD">Harm Reduct J [Internet].
diciembre de 2019 [citado 25 de noviembre de 2021];16(1):61. </span><span lang="EN-US">Disponible en:
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
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</span></span></p><p class="MsoNormal" style="line-height: 135%; margin-bottom: 18.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 18.0pt; mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;"><span style="font-size: large;"><span lang="ES-TRAD">6. Moretti
V, Brunetti C, Candaten A, Cannavò D, Manfredi M, Maserati M, et al. </span><span lang="EN-US">Take a picture! The role of visual
methods in understanding psychiatric patient’s everyday life. </span><span lang="ES-TRAD">Acta Biomed Atenei Parm
[Internet]. 29 de julio de 2021 [citado 25 de noviembre de
2021];92(S2):e2021028. </span><span lang="EN-US">Disponible
en: https://doi.org/10.23750/abm.v92iS2.11945</span></span><span style="font-size: large;"></span><span style="font-size: large;"><span lang="ES-TRAD"></span></span><span style="font-size: large;"><span lang="ES-TRAD"> </span></span><span style="font-size: large;"></span><span style="font-size: large;"><span lang="ES-TRAD" style="font-family: "Times New Roman", serif;"><span lang="ES-TRAD" style="font-family: "Times New Roman", serif;"></span> </span></span> <span style="font-size: large;">
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</p>Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-8260174468419950017.post-41933458705562005792022-02-11T02:22:00.002-08:002022-02-11T03:28:32.261-08:00Reseña a "Humano, más humano. Una antropología de la herida infinita" de Josep Maria Esquirol<p class="MsoNormal" style="line-height: 135%; margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;"><span style="font-size: medium;"><img alt="" class="wp-post-image" data-caption="" data-large_image="https://www.acantilado.es/wp-content/uploads/Humano-mas-humano.jpg" data-large_image_height="2481" data-large_image_width="1572" data-src="https://www.acantilado.es/wp-content/uploads/Humano-mas-humano.jpg" height="461" src="https://www.acantilado.es/wp-content/uploads/Humano-mas-humano-416x657.jpg" title="Humano mas humano" width="292" /> </span><!--[if gte mso 9]><xml>
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</xml><![endif]--><span style="font-size: medium;"><span style="font-family: "Times New Roman",serif;"> </span></span></p><p class="MsoNormal" style="line-height: 135%; margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;"><span style="font-size: medium;"><span style="font-family: "Times New Roman",serif;">El infinito es una idea terrible, y
lo es, por que, en el fondo, es inconcebible. La historia del pensamiento es la
historia de cómo se acota, de cómo se racionaliza, lo ilimitado y de ahí la
invención de todo un bestiario que ponga fin a una cadena inabarcable: “<i>lo
que mueve sin ser movido</i>”, “<i>el que crea sin ser creado</i>”, “<i>la
causa sin causa</i>”, son diferentes formas de expresar lo inconcebible y que,
sin embargo, no desistimos en concebir, siempre cayendo en la trampa del
lenguaje. </span></span></p><span style="font-size: medium;">
</span><p class="MsoNormal" style="line-height: 135%; margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;"><span style="font-size: medium;"><span style="font-family: "Times New Roman",serif;">Ya que, a día de hoy, sigue sin
haber un solo dato empírico que verifique la existencia del infinito, estamos
como al principio, es decir, estamos como siempre. Si no hay evidencia de que
el infinito exista ahí afuera, quiere decir que el infinito es una imagen
terrible que forma parte de nosotros mismos, que es nuestra, es decir, profundamente
humana, que donde se lee humanidad léase “sentir la infinitud”. El infinito es,
por tanto, una visión que lo humano proyecta porque le desborda la piel, porque
no le cabe en la entraña, y se vierte como un volcán inconsolable, invadiendo
el silencio de la tierra muda.</span></span></p><span style="font-size: medium;">
</span><p class="MsoNormal" style="line-height: 135%; margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;"><span style="font-size: medium;"><span style="font-family: "Times New Roman",serif;">Hemos dicho que el infinito habita
dentro de nosotros. Pero ¿Dónde? Y <a href="https://www.acantilado.es/catalogo/humano-mas-humano/" target="_blank">Josep Maria Esquirol, en su libro “humano,más humano”</a> responde: “<i>en la herida</i>”. </span></span></p><span style="font-size: medium;">
</span><p class="MsoNormal" style="line-height: 135%; margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;"><span style="font-size: medium;"><span style="font-family: "Times New Roman",serif;">Una herida que tiene cuatro surcos
a su vez infinitos: la muerte, la vida, el tú, y el mundo. Si la historia del
pensamiento es el ocultamiento en la declaración explícita de la herida que nos
constituye, Esquirol nos invita a estar cerca de ella y a obrar a partir de su
vibración. Así, “música e infinito” puede reformularse
en “vibración y herida”. Porque la voz es vibración, es decir, materialización
finita a partir de una herida infinita. La herida nos ancla, nos sitúa, nos fraterniza
con el otro que (más allá o más acá de su condición de rico o pobre, sano o
enfermo, bárbaro o salvaje) también com-porta (lleva consigo, arrastra) una
herida que le desborda. La herida es así com-portamiento, es decir que la herida
nos orienta con su campo de acción. Una herida infinita por tanto pide un
infinito consuelo. Y esto quiere decir mucho, así es que lo volveré a decir,
porque vivir es re-petir la herida: consuelo infinito. ¿Y dónde encontrar un
consuelo así?</span></span></p><span style="font-size: medium;">
</span><p class="MsoNormal" style="line-height: 135%; margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;"><span style="font-size: medium;"><span style="font-family: "Times New Roman",serif;">Estamos en el nivel del subsuelo de
lo humano: allí donde habita lo infinito. Allí, en el centro de la herida
cruciforme también descubrimos el amor, que solo puede ser infinito porque solo
puede responder a la infinitud de su vocación de dar amparo que a su vez brota
de la infinitud de su herida. </span></span></p><span style="font-size: medium;">
</span><p class="MsoNormal" style="line-height: 135%; margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;"><span style="font-size: medium;"><span style="font-family: "Times New Roman",serif;">Vivimos en una era que amenaza lo
humano. Y acabaré indicando una de esas principales amenazas: la ciencia. La
ciencia, en el mejor de los casos, es decir, cuando es buena ciencia, no es más
que un discurso que quiere explicar lo humano, pero que se instaura con el
ímpetu de la totalización del mundo y de la totalización del otro. Quiere tener
la última palabra. Su explicación es infalible y su fórmula es tan exacta que todo
lo contiene. Todo lo absorbe. Todo. Pero cuando calla, algo en el interior se
rebela porque sabe que no todo está dicho. Este es un momento crucial. Es el
momento del naciente. De lo humano, que nace. Y es un momento clave donde nos
jugamos todo. No podemos errar el tiro. Esquirol nos recuerda que, frente a
esta explicación totalizante, es crucial no buscar otras explicaciones, sino
desexplicar, desbrozar, desembargarse para dar con la esencia. Esencia que
coincide con el acontecimiento del nacer, con la génesis. Y que este vivir
naciéndose, es un comprender la herida infinita que nos atraviesa y un vibrar a
partir de ella, en el regalo del tú, en el abrazo de la vida, en el roce de la
muerte, y en el asombro del mundo. Porque no todo tiene sentido y por eso
mismo, no podemos renunciar al sentido. Porque, mientras la pregunta por el
sentido es una pregunta que abre mundos y nos hace partícipes de su exploración,
la ciencia es la explicación que los cierra y nos excluye. Porque el sentido
está en hacernos humanos, más humanos. Y para ello, debemos desembarazarnos de
lo que nos explica, para reunirnos al calor de un enhebrar con sentido y en congregación.
Porque no se puede dominar lo que no tiene explicación, y por eso, la
explicación está siempre del lado del poder, mientras la comprensión está del
lado del relato que se cuece a fuego lento y que está lleno de pausas y de asombro.
Mientras la explicación es la fórmula que predice y controla conductas, la
comprensión es el conjuro que abre el com-portamiento. El experto explica. El
hermeneuta escucha. Y tras la escucha, unas manos que se abren atentas, que se
extienden, que se descubren y, sobre todo, que callan. Un callar que es amparo.
Un callar que nos devuelva a la esencia.</span></span></p><p class="MsoNormal" style="line-height: 135%; margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;"><span style="font-size: medium;"><span style="font-family: "Times New Roman",serif;"> </span></span></p><p class="MsoNormal" style="line-height: 135%; margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;"><span style="font-size: medium;"><span style="font-family: "Times New Roman",serif;"><a href="https://archive.org/details/topota-musica-infinito" target="_blank">Versión sonora de esta entrada aquí</a>. <br /></span></span></p><p class="MsoNormal" style="line-height: 135%; margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;"><span style="font-size: medium;"><span style="font-family: "Times New Roman",serif;"> </span></span></p><p class="MsoNormal" style="line-height: 135%; margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;"><span style="font-size: medium;"><span style="font-family: "Times New Roman",serif;">Paco Martinez Granados (bajo la inspiración de Esquirol y con todo mi reconocimiento) <br /></span></span></p>
Unknownnoreply@blogger.com3tag:blogger.com,1999:blog-8260174468419950017.post-81831081436476966472022-01-11T00:18:00.003-08:002022-01-11T00:22:10.877-08:00"Medicalización y medicamentalización de la vida como estrategia biopolítica en las sociedades patriarcapitalistas" por Ximena Lagos Morales<p style="text-align: left;"><span style="font-size: medium;"><img alt="Ver Núm. 9 (2021):" height="403" src="https://revistes.ub.edu/public/journals/15/cover_issue_2645_ca_ES.jpg" width="284" /> </span></p><p style="text-align: justify;"><span style="font-family: times;"><span style="font-size: medium;">Quisiera compartir el magnífico artículo escrito por la profesora de la Facultad de Ciencias de la Universidad Austral de Chile, Ximena Lagos Morales: "<b><i>Medicalización y medicamentalización de la vida como estrategia biopolítica en las sociedades patriarcapitalistas</i></b>", recién publicado en la Revista D'Antropologia i Investigació Social:</span></span></p><p style="text-align: justify;"><a href="https://revistes.ub.edu/index.php/contextos/article/view/36586"><span style="font-family: times;"><span style="font-size: medium;">https://revistes.ub.edu/index.php/contextos/article/view/36586</span></span></a></p><p style="text-align: justify;">
</p><p class="MsoNormal" style="line-height: 135%; margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;"><span style="font-family: times;"><span style="font-size: medium;"><span class="markedcontent"><span style="line-height: 135%;">El objetivo de este ensayo es reflexionar </span></span><span><span> </span></span><span class="markedcontent"><span style="line-height: 135%;">sobre
las implicancias del suicidio feminicida </span></span><span><span> </span></span><span class="markedcontent"><span style="line-height: 135%;">como
hecho individual, social y biopolítico, </span>en base a un ejercicio reflexivo
y la tensión </span>entre distintos autores que han abordado <span class="markedcontent"><span style="line-height: 135%;">esta temática. Se propone leer la
historia de </span>vida de Josefa en la novela “Tres mil viajes al </span>sur”
de Manuel Machuca, en clave biopolítica y desde el concepto de suicidio
feminicida acuñado <span role="presentation" style="transform: scaleX(1.0171);">por
</span><span role="presentation" style="transform: scaleX(0.963743);">Diana </span><span role="presentation" style="transform: scaleX(0.960587);">Russell </span><span role="presentation" style="transform: scaleX(0.996042);">y </span><span role="presentation" style="transform: scaleX(0.98553);">trabajado </span>extensamente
por Rita Laura Segato. En las historias que relata el autor se
evidencian las múltiples <span role="presentation" style="transform: scaleX(0.992768);">opresiones </span><span role="presentation" style="transform: scaleX(0.995449);">que </span><span role="presentation" style="transform: scaleX(0.978229);">atraviesan
</span><span role="presentation" style="transform: scaleX(0.952023);">las </span>historias
<span role="presentation" style="transform: scaleX(1.00302);">de </span><span role="presentation" style="transform: scaleX(0.986477);">mujeres.</span></span></span></p><div style="text-align: justify;"><span style="font-family: times;"><span style="font-size: medium;">
</span></span></div><p class="MsoNormal" style="line-height: 135%; margin-bottom: 12.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm; text-align: justify;"><span style="font-size: medium;"><span style="font-family: times;"><span class="markedcontent"><span style="line-height: 135%;">Se </span><span role="presentation" style="transform: scaleX(1.00108);">explicita
</span><span role="presentation" style="transform: scaleX(0.967708);">una </span>violencia
sistémica amparada en el orden </span><span class="markedcontent"><span role="presentation" style="transform: scaleX(0.953279);"><span style="line-height: 135%;">patriarcal,
colonial y capitalista de nuestros </span>tiempos y un modelo de cuidados y
práctica </span>clínica como dispositivos de control social. </span>Se <span role="presentation" style="transform: scaleX(1.00788);">reconoce </span><span role="presentation" style="transform: scaleX(1.00671);">cómo </span><span role="presentation" style="transform: scaleX(0.960272);">la </span><span role="presentation" style="transform: scaleX(0.990996);">medicalización </span><span role="presentation" style="transform: scaleX(0.982033);">y </span>medicamentalización
<span role="presentation" style="transform: scaleX(0.995182);">de </span><span role="presentation" style="transform: scaleX(0.986162);">nuestras </span><span role="presentation" style="transform: scaleX(0.963777);">vidas, </span>producida <span role="presentation" style="transform: scaleX(0.996042);">y </span><span role="presentation" style="transform: scaleX(1.01132);">reproducida </span><span role="presentation" style="transform: scaleX(0.996531);">desde </span><span role="presentation" style="transform: scaleX(0.991138);">el </span><span role="presentation" style="transform: scaleX(0.982265);">actual </span>modelo <span role="presentation" style="transform: scaleX(1.00662);">médico hegemónico, </span><span role="presentation" style="transform: scaleX(0.994208);">favorece </span><span role="presentation" style="transform: scaleX(0.982033);">y </span>acentúa <span role="presentation" style="transform: scaleX(0.990444);">todas </span><span role="presentation" style="transform: scaleX(0.975587);">aquellas </span><span role="presentation" style="transform: scaleX(0.98319);">violencias </span>estructurales
que hoy persisten. Lejos de pretender una simplificación de un debate complejo,
siempre vigente, como es aquel respecto del suicidio y más aún, del
suicidio feminicida, compartir esta reflexión es un intento <span role="presentation" style="transform: scaleX(1.02342);">por </span><span role="presentation" style="transform: scaleX(1.01269);">abrir </span><span role="presentation" style="transform: scaleX(0.986167);">espacios </span><span role="presentation" style="transform: scaleX(1.00302);">de </span><span role="presentation" style="transform: scaleX(0.990717);">diálogo </span>reflexivo
y acción colectiva en torno a las implicancias <span role="presentation" style="transform: scaleX(0.988601);">biopolíticas de </span><span role="presentation" style="transform: scaleX(0.970498);">la </span><span role="presentation" style="transform: scaleX(1.00445);">práctica </span>asistencial.</span></span></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8260174468419950017.post-15044242590336546102021-08-13T04:57:00.001-07:002021-08-13T04:57:52.214-07:00Respuesta de la AEMPS a nuestra carta sobre dosis superiores a 400 mg/mes de Aripiprazol IM<p> Remitimos respuesta de la AGEMED a la carta que escribimos en torno a la cuestión de ARIPIPRAZOL IM a dosis superiores a 400 mg/mes: http://www.tecnoremedio.es/2021/03/si-va-prescribir-o-recibir-aripiprazol.html</p><p>
</p><p class="MsoNormal">En relación con su consulta sobre Abilify Maintena 400 mg
polvo y disolvente para suspensión de liberación prolongada inyectable, se
trata de medicamento autorizado por procedimiento centralizado, por lo que es
el Comité de Medicamentos de Uso Humano de la EMA el que evalúa la información
que presenta el Titular de la Autorización de Comercialización para la
modificación de la información de producto.</p>
<p class="MsoNormal"> </p>
<p class="MsoNormal">Los estudios recogidos en el expediente de registro permiten
avalar la utilización de la dosis de inicio de dos inyecciones de 400 mg y el
mantenimiento con 400 mg una vez al mes, pero no hay datos que justifiquen la
dosis de mantenimiento con 800 mg una vez al mes. En concreto, los resultados
de un ensayo fase Ib con distintas dosis de aripiprazol IM una vez al mes
(artículo Pharmacokinetics, tolerability and safety of aripiprazole
once-monthly in adult schizophrenia: An open-label, parallel-arm,multiple-dose
study, de Mallikaarjun publicado en 2013) muestran que <b>las concentraciones
plasmáticas en el estado estacionario para la dosis de 400 mg </b>fueron<b> </b>desde una
Cmax media de 316 ng/ml hasta una Cmin media de 212 ng/ml. El límite superior
de este rango de concentraciones (Cmax) <b>se aproxima a los niveles plasmáticos
del estado estacionario obtenidos tras la dosis oral de 20-30 mg/día.</b></p>
<p class="MsoNormal"> </p>
<p class="MsoNormal">Desde la AEMPS solicitaremos información al laboratorio
titular sobre este tema y, en caso de tener información adicional se la haremos
llegar.</p>
<p class="MsoNormal"> </p>
<p class="MsoNormal">En cualquier caso, en determinadas situaciones y para un
paciente concreto, un médico puede realizar una prescripción de un medicamento
en condiciones diferentes a las establecidas en su ficha técnica, situación que
se encuentra regulada en el capítulo III del Real Decreto 1015/2009, de 19 de
junio, por el que se regula la disponibilidad de medicamentos en situaciones
especiales. En estos casos, el médico responsable del tratamiento estará
obligado tanto a obtener el consentimiento informado del paciente como a notificar
las sospechas de reacciones adversas. Asimismo, todos los profesionales
sanitarios tienen la obligación de notificar las sospechas de reacciones
adversas de los medicamentos autorizados, incluidas las de aquellos que se
hayan utilizado en condiciones diferentes a las autorizadas, por lo que le
pedimos que si detecta cualquier reacción adversa en pacientes que han recibido
una dosis mayor de la recomendada en la ficha técnica, lo notifique para que se
pueda realizar una correcta evaluación y gestión de los riesgos de este
medicamento.</p>
<p class="MsoNormal"> </p>
<p class="MsoNormal">Esperamos que esta información sea de su interés</p>
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<![endif]--></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-8260174468419950017.post-54194291741469977692021-05-28T04:12:00.008-07:002021-05-28T04:34:45.406-07:00El farmacéutico en el equipo de salud mental.<p> <b style="text-align: justify;"><span style="font-size: 10pt; line-height: 150%;">(Autores: Eduardo Echarri, Rosa Mª Provencio, Francisco Martínez, Emilio
Pol – farmacéuticos de hospital dedicados a salud mental)</span></b></p>
<p class="MsoNormal" style="line-height: 115%; margin-top: 12pt; text-align: justify; text-indent: 36pt;"><span style="font-size: 14pt; line-height: 115%; mso-bidi-font-weight: bold;">El coste económico anual para la sociedad española
de las enfermedades mentales asciende a 46.000millones de €, y a 84.000
millones de € si se consideran también las enfermedades neurológicas <sup>1</sup>.
Por otra parte, en España se destina a salud mental el 5,16% del gasto
sanitario público, lo que supone unos 4000millones €, de los cuales >40% es
para consumo de medicamentos <sup>2</sup>.<o:p></o:p></span></p>
<p class="MsoCommentText" style="line-height: 115%; margin-top: 12pt; text-align: justify; text-indent: 36pt;"><span style="font-size: 14pt; line-height: 115%; mso-bidi-font-weight: bold;">Un 17% de los sujetos que consultaban centros de
atención primaria padecían problemas de salud mental, y además este grupo
presentaba más problemas de salud que el resto de pacientes. El coste anual de
la asistencia de estos pacientes fue de 851,5€ frente a 519,2€ de los sujetos
sin problemas de salud mental. En ambos casos el gasto en medicamentos supuso
la principal partida, y de nuevo fue mayor en los pacientes con enfermedad
mental, 553,1€ frente a 316,6€ <sup>3</sup>. Los medicamentos constituyen un
aspecto esencial de la terapia psiquiátrica. El consumo de psicofármacos es
cada vez mayor. El consumo de antipsicóticos aumentó desde 11,0 DHD en 2010 a
13,5 DHD en 2020. El consumo de ansiolíticos pasó de 54,8DHD a 57,7DHD y el de
hipnóticos aumentó de 28,3DHD a 33,4DHD en el mismo periodo, el consumo de
antidepresivos aumentó de 26,5DHD en el 2000 a 79,5DHD en el 2013, y el de
antiepilépticos aumentó de 12,91DHD a 18,27DHD entre 2008 y 2016 <sup>4</sup>. <span style="mso-spacerun: yes;"> </span>Junto a este aumento de los consumos de
medicamentos para problemas mentales, se produce una queja de falta de control
del mismo por los equipos asistenciales, especialmente en atención primaria <sup>5</sup>
y se denuncia en los grades medios de comunicación <sup>6</sup>. Este creciente
aumento del uso de psicofármacos y el correspondiente gasto, parece no siempre
justificarse por las necesidades de la población <sup>7</sup>, pero si en una
escasez de profesionales de salud mental que impiden el empleo de otras
modalidades terapéuticas y o preventivas de utilidad en salud mental <sup>8 y 9</sup>.
No sólo hacen falta profesionales, sino que se necesita una mayor comunicación
entre los mismos con el objeto de compartir experiencias, programas, etc., que
permitan darlas a conocer y ayudar a su implementación e incorporación de una
manera más eficaz.<o:p></o:p></span></p>
<p class="MsoCommentText" style="line-height: 115%; margin-top: 12pt; text-align: justify; text-indent: 36pt;"><span style="font-size: 14pt; line-height: 115%; mso-bidi-font-weight: bold;">Ante la problemática descrita, los farmacéuticos
clínicos especializados en salud mental ofrecen aportaciones razonables para su
paliación <sup>10</sup>.<sup> </sup>En EEUU las primeras plazas de
farmacéuticos con dedicación especial a salud mental datan del inicio de los
años 70, aunque ya desde los años 60 las universidades estaban ofreciendo
formación adicional especializada al respecto para farmacéuticos. En nuestro país,
las primeras plazas de farmacéuticos especialmente dedicados a salud mental se
crearon al inicio de los ochenta del siglo pasado; pronto empezaron a sumarse
farmacéuticos en el ámbito psiquiátrico penitenciario y los que se incorporaron
a través de los servicios para drogodependencias y los programas de
mantenimiento con metadona, años después con la reforma psiquiátrica se irían
sumando en bloque los farmacéuticos de hospitales generales. En la farmacia
rural y de barrio la salud mental ha estado siempre presente, por razones
obvias de accesibilidad y cercanía al ciudadano. Durante estos 40 años se ha
experimentado un lento, pero cualitativo incremento de la participación de los
farmacéuticos en las áreas de salud mental, aunque no siempre han sido bien recibido
por otros profesionales, que les han considerado intrusos.<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: 115%; margin-bottom: 1.5pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm 1.5pt; text-align: justify; text-indent: 36pt;"><span style="color: black; font-size: 14pt; line-height: 115%; mso-bidi-font-weight: bold; mso-color-alt: windowtext;">En 1990 la revista American
Journal of Hospital Pharmacy <sup>11</sup> publicó el artículo que presentaba
un concepto revolucionario en el ámbito asistencial farmacéutico: la atención
farmacéutica. Desde este momento al farmacéutico dispensador de fármacos y
elaborador de fórmulas magistrales, se le adjudicaba una responsabilidad
adicional como proveedor de servicios y de información para mejorar la calidad
del proceso asistencial y la atención al paciente. Esta responsabilidad se
fundamenta en la necesidad de disminuir aquellos eventos que eran causa, tanto
de la reducción de la eficacia de los tratamientos farmacológicos, como del
aumento del riesgo de los mismos, mediante la una adecuada colaboración en la
gestión de los problemas relacionados con el medicamento <sup>12</sup>. De este
modo, la Organización Mundial de la Salud propuso al farmacéutico un papel
relevante en el incremento de la seguridad del paciente y también en la
consecución de resultados adecuados del tratamiento farmacológico, mejorando la
calidad de vida del paciente <sup>13</sup>.</span><span style="font-size: 14pt; line-height: 115%; mso-bidi-font-weight: bold;"><o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 115%; margin-top: 12pt; text-align: justify; text-indent: 36pt;"><span style="font-size: 14pt; line-height: 115%; mso-bidi-font-weight: bold;">La atención farmacéutica (AF) incorporó, a la
actividad del farmacéutico, una serie de nuevos objetivos asistenciales como la
revisión de las dosis de los tratamientos, la evaluación de los riesgos de
padecer efectos adversos y la prevención de los problemas que alteran la
eficacia de los mismos. Esta actividad desencadenó un debate interesante dentro
del colectivo médico que calificó la nueva actividad como innecesaria y costosa
<sup>14 y 15</sup>, pero la realidad es, que se abrió un amplio debate sobre el
nuevo rol del farmacéutico <sup>16</sup> que impulsó su reconocimiento.<span style="mso-spacerun: yes;"> </span>La ley de garantías del uso racional del medicamentos
y productos sanitarios <sup>17</sup> y la ley de ordenación de las profesiones
sanitarias <sup>18</sup>, respectivamente, definen las funciones asistenciales
del farmacéutico y especifica la necesidad de formación especializada en
determinados casos (en la farmacia hospitalaria y en centros de atención
primaria). Queda claro que el farmacéutico forma parte del equipo multidisciplinar
de atención a la salud y que es competente en todo lo relativa a la
farmacoterapia. El equipo de salud mental no es una excepción al respecto.<span style="color: #00b050;"> </span>La evaluación del uso de los psicofármacos
constituye un indicador básico en los Sistemas de Información para la
evaluación de servicios en Salud Mental <sup>19</sup>, junto con otras
actividades prioritarias en la estrategia de salud mental nacional, que el
farmacéutico asume tanto en su faceta asistencial, como investigadora <sup>20</sup>.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 115%; margin-top: 12pt; text-align: justify; text-indent: 36pt;"><span style="font-size: 14pt; line-height: 115%; mso-bidi-font-weight: bold;">La incorporación del farmacéutico clínico a la actividad
asistencial demuestra sus beneficios en diferentes áreas clínicas, que por su
naturaleza compleja requieren de un enfoque multidisciplinar, en el que, con
una actitud respetuosa de colaboración y complementariedad, se amplíen las
perspectivas del conjunto del equipo con aportaciones específicas de cada
disciplina. En el área de la salud mental se destacan aquellas actividades que
tienen que ver con la política de selección de tratamientos, la prevención de
situaciones de riesgo por efectos adversos o por combinaciones inadecuadas de
los medicamentos, especialmente importante en pacientes con deterioro cognitivo,
y con el desarrollo de guías clínicas (algoritmos) que permitan obtener los
mejores resultados en salud para los pacientes que padecen problemas de salud
mental <sup>21</sup>. También hay que mencionar el papel que desempeña el
farmacéutico clínico con habilidades en neuropsiquiatría en la asistencia a
pacientes hospitalizados con comorbilidades psiquiátricas; el farmacéutico
puede proporcionar adecuado consejo en la adaptación de la dosis por problemas
hepáticos y/o renales, ajuste de la dosis en base a determinación de los
niveles plasmáticos analizados, retiradas graduales del tratamiento,
estableciendo equivalencias terapéuticas, y siendo un elemento de comunicación
eficaz en el entorno hospitalario <sup>22</sup>. El consumo creciente de
psicofármacos preocupa ya que parece reflejar un fenómeno de medicalización del
malestar, precisando de una racionalidad a la que puede contribuir el
farmacéutico mediante su participación como miembro de pleno derecho de los
equipos de salud mental, al ser experto del medicamento, en la valoración y
posicionamiento de los psicofármacos y en la información, seguimiento y
optimización de la psicofarmacoterapia de los pacientes. Otros momentos de
interés mayor, al constituir puntos críticos, son los de transición entre
niveles asistenciales, donde el farmacéutico clínico debe realizar actividades
de conciliación de los tratamientos, esencialmente dada la condición frecuente
de pluripatologías, que precisa de diferentes especialidades médicas, que
concurren en los usuarios de salud mental.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 115%; margin-top: 12pt; text-align: justify; text-indent: 36pt;"><span style="font-size: 14pt; line-height: 115%; mso-bidi-font-weight: bold;">Los farmacéuticos vienen desarrollando muchas
funciones, ya clásicas, en el ámbito de salud mental <sup>23 y 24</sup>. Los
farmacéuticos no han contado con el apoyo decisivo de los gestores sanitarios y
se han basado para su actividad en una actitud voluntarista y asertiva,
debiendo profundizar y potenciar este último aspecto, y documentar las
actividades y evaluar los resultados obtenidos mediante indicadores
consensuados, además de reclamar más apoyo institucional <sup>25</sup>. <s><span style="mso-spacerun: yes;"> </span><o:p></o:p></s></span></p>
<p class="MsoNormal" style="line-height: 115%; margin-top: 12pt; text-align: justify; text-indent: 36pt;"><span style="font-size: 14pt; line-height: 115%; mso-bidi-font-weight: bold;">Las experiencias publicadas en el ámbito de la
farmacia comunitaria en nuestro país, ponen de manifiesto el interés de esta
por la salud mental. Abarcan desde actividades de atención farmacéutica
orientadas a mejorar la adherencia a la farmacoterapia en pacientes con
problemas de salud mental <sup>26</sup>, pasando por el desarrollo de técnicas
de comunicación y aproximación a este tipo de pacientes <sup>27</sup>, a la
lucha contras el estigma de las enfermedades mentales <sup>28</sup>.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 115%; margin-top: 12pt; text-align: justify; text-indent: 36pt;"><span style="font-size: 14pt; line-height: 115%; mso-bidi-font-weight: bold;">En Reino Unido existe formación académica de
postgrado <sup>29</sup> y una acreditación corporativa específica para
farmacéuticos dedicados a salud mental (CMHP - College of Mental Health
Pharmacy ) <sup>30</sup>. No obstante, existe un déficit de oferta de
formaciones para farmacéuticos en el área de la salud mental, en España en
particular y en Europa en general, excepto Reino Unido. Aunque todas las
facultades de farmacia europeas imparten clases teóricas relacionadas con la
salud mental, solo el 13% de las que respondieron a una encuesta ofrecían la
posibilidad de una pasantía optativa en farmacia psiquiátrica, frente al 92% en
EEUU <sup>31</sup>. Existe un círculo vicioso que se va rompiendo con
voluntarismo y esfuerzo, hay muy pocos farmacéuticos dedicados a salud mental
en nuestro país, que además están sobrecargados de trabajo, lo que dificulta el
desarrollo de actividades formativas y de colaboración con las universidades, y
como consecuencia se perpetúa la escasez de farmacéuticos especializados en
salud mental. No obstante, los temas de salud mental son sistemáticamente
abordados a los niveles pregrado y posgrado desde una perspectiva de la
“atención farmacéutica” <sup>32 </sup>y esperamos que cada vez con más
intensidad.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 115%; margin-top: 12pt; text-align: justify; text-indent: 36pt;"><span style="font-size: 14pt; line-height: 115%; mso-bidi-font-weight: bold;">Algunas experiencias demuestran los beneficios de la
incorporación de un farmacéutico clínico especializado en salud mental al
equipo de asistencia. En su trabajo en la asistencia a personas “sin techo”, este
profesional visitó a los pacientes asignados una vez cada 4-6 semanas,
identificando errores de medicación, detectando y reduciendo reacciones
adversas a la medicación o falta de eficacia o necesidades de un nuevo
medicamento, realizando ajustes de dosis y actividades educativas sobre la
adherencia, simplificando los tratamientos para reducir la polifarmacia y
refiriendo a otros servicios cuando fue necesario. Su actividad se concluyó en
una clara reducción del tiempo medio de espera para las consultas con el
equipo, y un ahorro considerable en el costo global de las intervenciones
clínicas del equipo, estimado en más de 60.000 $ USA/año <sup>33</sup>.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 115%; margin-top: 12pt; text-align: justify; text-indent: 36pt;"><span style="font-size: 14pt; line-height: 115%; mso-bidi-font-weight: bold;">Los farmacéuticos especializados realizaron con
éxito consulta en la clínica psiquiátrica ambulatoria siguiendo un protocolo de
práctica colaborativa, atendiendo a pacientes con depresión mayor,
esquizofrenia, trastorno esquizoafectivo y trastorno bipolar. Se ocuparon del
manejo de la medicación, del seguimiento clínico de la eficacia y seguridad de
esta, y la provisión de servicios cognitivos relacionados con la medicación y
en caso necesario la referencia a otros profesionales del equipo <sup>34</sup>.
También se han ocupado adecuadamente del seguimiento de sujetos con trastornos
depresivos, de ansiedad o con trastorno de estrés postraumático <sup>35</sup>. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 115%; margin-top: 12pt; text-align: justify; text-indent: 36pt;"><span style="font-size: 14pt; line-height: 115%; mso-bidi-font-weight: bold;">Un farmacéutico clínico especializado en salud
mental incorporado a un equipo de psiquiatría de enlace de un hospital general
atendió al 6% de todos los pacientes hospitalizados en los 9 meses que duró el
estudio. Sus intervenciones estuvieron relacionadas principalmente con
problemas de conciliación de la medicación (31%) y problemas de seguridad de
los medicamentos (27%). Por tipo de trastorno mental, la mayoría de las
intervenciones están relacionadas con problemas depresivos e ideación suicida
(42%), seguidas de abuso de sustancias (17%), delirium (14%), y esquizofrenia
(11%). Las recomendaciones del farmacéutico fueron completamente aceptadas por
el resto del equipo en más del 85% de los casos, siendo las más aceptadas las
peticiones de pruebas de laboratorio adicionales (99%) y las menos aceptadas
las sugerencias de discontinuación de medicación y cambio de dosis (81%). Las
intervenciones relacionadas con la educación/información al paciente sobre su
farmacoterapia y las relacionadas al registro de alergias y problemas de
tolerancia/seguridad en la historia clínica se realizaron independientemente de
la consideración al respecto del resto del equipo <sup>36</sup>. <o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: 115%; margin-bottom: 1.5pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm 1.5pt; text-align: justify; text-indent: 36pt;"><span style="color: black; font-size: 14pt; line-height: 115%; mso-bidi-font-weight: bold; mso-color-alt: windowtext;">En la literatura sobre
equipos asistenciales en salud mental de nuestro país, observamos que suelen
estar formados por hasta 20 miembros entre diversos profesionales, pero entre
ellos no figura el farmacéutico” <sup>37</sup>, que a lo sumo puede quedar
incluido en un subgrupo misceláneo de profesionales <sup>38</sup>. Por ejemplo,
en el documento de Estrategia autonómica de salud mental del País Valenciano
para el quinquenio 2016-20, figura el siguiente dato relativo a la distribución
de profesionales de la red salud mental disponible: 302 psiquiatras, 168
psicólogos, 296 enfermeros, 53 trabajadores sociales, 310 técnicos auxiliares,
y 13 terapeutas/monitores ocupacionales <sup>39. </sup>No figura ningún
farmacéutico, pero es más, esta situación no tiene visos de reconsideración, ya
en el Consejo Autonómico de Salud Mental, creado en 2019, figuran diversos
profesionales y representantes corporativos de las profesiones sanitarias, de
nuevo el farmacéutico está ausente <sup>40</sup>.</span><span style="font-size: 14pt; line-height: 115%; mso-bidi-font-weight: bold;"><o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: 115%; margin-bottom: 1.5pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm 1.5pt; text-align: justify; text-indent: 36pt;"><span style="color: black; font-size: 14pt; line-height: 115%; mso-bidi-font-weight: bold; mso-color-alt: windowtext;">Para resumir, la asistencia
a la salud mental tiene como pilar fundamental la psicofarmacoterapia, pero
ésta rinde con frecuencia resultados insatisfactorios por ineficacia y/o por
causar efectos adversos. La respuesta es frecuentemente una escalada en la
farmacoterapia y un aumento de la carga asistencial debida a ella.
Simultáneamente, y por este motivo, se produce una infrautilización de otros
abordajes terapéuticos de carácter psicológico y social, que además son demandados
por los usuarios. Los profesionales farmacéuticos clínicos formados en el área
de salud mental consideran esta un área atractiva y se su competencia, y pueden
ayudar, participando en el equipo asistencial en los distintos niveles, a
prevenir y solucionar problemas relacionados con los psicofármacos y otros
medicamentos, liberando a los restantes miembros para acometer otros abordajes
terapéuticos y preventivos, tan necesarios. Actualmente existe una carencia de
estructuras y procedimientos de trabajo para realizar esta tarea, deficiencias
que debieran corregirse en los planes de salud mental, es fundamental la
participación del facultativo farmacéutico, como miembro de pleno derecho de
los equipos de salud mental experto en medicamentos, en la provisión de
información, valoración y posicionamiento de los psicofármacos, así como en la
racionalidad y optimización de los tratamientos farmacológicos de los pacientes
concretos. El usuario de salud mental es el destinatario último del esfuerzo
asistencial, que debe ir dirigido a fortalecer su autonomía y autocuidado,
siendo la adherencia al tratamiento es un aspecto fundamental y que esta es
imposible sin su voluntad libre.</span><span style="font-size: 14pt; line-height: 115%; mso-bidi-font-weight: bold;"><o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: 1.5pt;"><span style="font-size: 14pt; line-height: 150%;"><o:p> </o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: 1.5pt; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="color: black; font-size: 12pt; line-height: 150%; mso-color-alt: windowtext;">Bibliografía.</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt; line-height: 150%;"><o:p></o:p></span></b></p>
<p class="MsoNormal" style="line-height: normal; margin-top: 12pt; text-align: justify;"><span style="font-size: 10pt; mso-bidi-font-weight: bold;">1.<span style="mso-tab-count: 1;"> </span>Parés-Badell O, Barbaglia G, Jerinic
P, Gustavsson A, Salvador-Carulla L, Alonso J. Cost of Disorders of the Brain
in Spain. PLoS ONE 2014, 9(8): e105471. doi:10.1371/journal.pone.0105471. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-top: 12pt; text-align: justify;"><span style="font-size: 10pt; mso-bidi-font-weight: bold;">2.<span style="mso-tab-count: 1;"> </span>Ramírez A. España solo destina el
5,16% del gasto sanitario a salud mental. Cambio-16; 2020/10/12,<span style="mso-spacerun: yes;"> </span></span><a href="https://www.cambio16.com/espana-solo-destina-516-del-gasto-sanitario-a-la-salud-mental/"><span color="windowtext" style="font-size: 10pt; mso-bidi-font-weight: bold; text-decoration: none; text-underline: none;">https://www.cambio16.com/espana-solo-destina-516-del-gasto-sanitario-a-la-salud-mental/</span></a><span style="font-size: 10pt; mso-bidi-font-weight: bold;"> .<o:p></o:p></span></p>
<p class="MsoCommentText" style="margin-top: 12pt; text-align: justify;"><span style="mso-bidi-font-weight: bold;">3.</span><span style="mso-tab-count: 1;"> </span>Sicras
A, Rejas J, Navarro R, Serrat J, Blanca M, Diaz S. Costes y patrón de uso de
servicios en pacientes que demandan atención por problemas mentales en
asistencia primaria. Gaceta sanitaria, 2007, 21(4):306-313.<o:p></o:p></p>
<p class="MsoCommentText" style="margin-top: 12pt; text-align: justify;"><span style="mso-bidi-font-weight: bold;">4.<span style="mso-tab-count: 1;"> </span></span><a href="https://www.aemps.gob.es/medicamentos-de-uso-humano/observatorio-de%20uso-de-medicamentos/informes/"><span style="mso-bidi-font-weight: bold;">https://www.aemps.gob.es/medicamentos-de-uso-humano/observatorio-de%20uso-de-medicamentos/informes/</span></a><span class="MsoHyperlink"><span style="mso-bidi-font-weight: bold;"> .</span></span><span style="mso-bidi-font-weight: bold;"><o:p></o:p></span></p>
<p class="MsoCommentText" style="margin-top: 12pt; text-align: justify;"><span style="mso-bidi-font-weight: bold;">5.<span style="mso-tab-count: 1;"> </span>López-Peig
C, Serrano-Fuentes RM, Valverde-Trillo A, Casabella-Abril B, Mundet-Tudurí X.
¿Quién controla a los enfermos tratados con fármacos psicótropos en atención
primaria?. Aten Primaria, 2006: 37(8):446-51. <o:p></o:p></span></p>
<p class="MsoCommentText" style="margin-top: 12pt; text-align: justify;"><span style="mso-bidi-font-weight: bold;">6.<span style="mso-tab-count: 1;"> </span>Nadales
J, Alonso JC. Doparse para vivir: más de dos millones de españoles toman
ansiolíticos a diaria. RTVE, “la hora de la 1”. Dia de la Salud mental,
10.10.2020, </span><a href="https://www.rtve.es/noticias/20201010/ansioliticos-benzodiacepinas-consumo-adiccion-espana/2044003.shtml"><span color="windowtext" style="mso-bidi-font-weight: bold; text-decoration: none; text-underline: none;">https://www.rtve.es/noticias/20201010/ansioliticos-benzodiacepinas-consumo-adiccion-espana/2044003.shtml</span></a><span style="mso-bidi-font-weight: bold;">.<o:p></o:p></span></p>
<p class="MsoCommentText" style="margin-top: 12pt; text-align: justify;"><span style="mso-bidi-font-weight: bold;">7.<span style="mso-tab-count: 1;"> </span>Girona-Brumós
JC, Ribera-Montaña R, Juárez-Giménez JC, Lalueza-Broto MP. Luces y sombras de
la prestación farmacéutica en España: a propósito de los antidepresivos y
antipsicóticos. Gac Sanit . 2006; 20(s1):143-53. <o:p></o:p></span></p>
<p class="MsoCommentText" style="margin-top: 12pt; text-align: justify;"><span style="mso-bidi-font-weight: bold;">8.<span style="mso-tab-count: 1;"> </span>Bernardo
A, Álvarez del Bayo M, Torrecillas C, Hernández A, Belmonte E, Gavilanes MA,
Tuños O, Cabo D. Pagar o esperar: cómo Europa – y España – tratan la depresión.
CIVIO, 9- marzo -2021. </span><a href="https://civio.es/medicamentalia/2021/03/09/acceso-a-la-salud-mental-en-europa-espana/"><span color="windowtext" style="mso-bidi-font-weight: bold; text-decoration: none; text-underline: none;">https://civio.es/medicamentalia/2021/03/09/acceso-a-la-salud-mental-en-europa-espana/</span></a><span style="mso-bidi-font-weight: bold;"><o:p></o:p></span></p>
<p class="MsoCommentText" style="margin-top: 12pt; text-align: justify;"><span style="mso-bidi-font-weight: bold;">9.<span style="mso-tab-count: 1;"> </span>
Remacha B. La atención a la salud mental se perpetúa como un lujo en España
ante la escasez de recursos del sistema público. El Diario. 20-marzo-2019. </span><a href="https://www.eldiario.es/sociedad/salud-mental-escasez-recursos_1_1642355.html"><span color="windowtext" style="mso-bidi-font-weight: bold; text-decoration: none; text-underline: none;">https://www.eldiario.es/sociedad/salud-mental-escasez-recursos_1_1642355.html</span></a><span style="mso-bidi-font-weight: bold;">.<o:p></o:p></span></p>
<p class="MsoCommentText" style="margin-top: 12pt; text-align: justify;"><span style="mso-bidi-font-weight: bold;">10.<span style="mso-tab-count: 1;"> </span>Goldstone
LW, DiPaula BA, Caballero J, Park SH, Price C, Slater MZ. </span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-weight: bold;">Improving
medication-related outcomes for patients with psychiatric and neurologic
disorders: value of psychiatric pharmacists as part of the health care team.
Ment Health Clin [Internet]. 2015; 5(1): 1-28. DOI: 10.9740/mhc.2015. 01.001. </span><a href="https://meridian.allenpress.com/mhc/article/5/1/1/127865/Improving-medication-related-outcomes-for-patients"><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-weight: bold;">https://meridian.allenpress.com/mhc/article/5/1/1/127865/Improving-medication-related-outcomes-for-patients</span></a><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-font-weight: bold;"> ). <o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 1.5pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm 1.5pt; text-align: justify;"><span style="color: black; font-size: 10pt; mso-bidi-font-weight: bold; mso-color-alt: windowtext;">11.<span style="mso-tab-count: 1;"> </span>Hepler CD, <span style="mso-spacerun: yes;"> </span>Strand LM. Opportunities<span style="mso-spacerun: yes;"> </span>and responsabilities in pharmaceutical care.
Am J H Pharm, 1990;47:333. </span><span style="font-size: 10pt; mso-bidi-font-weight: bold;"><o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 1.5pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm 1.5pt; text-align: justify;"><span style="color: black; font-size: 10pt; mso-bidi-font-weight: bold; mso-color-alt: windowtext;"><span style="mso-spacerun: yes;"> </span>12.<span style="mso-tab-count: 1;"> </span>Faus MJ. La atención farmacéutica como respuesta a una
necesidad social. Ars Farmaceutica 2000;41(1):137-143. </span><span style="font-size: 10pt; mso-bidi-font-weight: bold;"><o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 1.5pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm 1.5pt; text-align: justify;"><span style="color: black; font-size: 10pt; mso-bidi-font-weight: bold; mso-color-alt: windowtext;">13.<span style="mso-tab-count: 1;"> </span></span><span lang="EN-US" style="color: black; font-size: 10pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold; mso-color-alt: windowtext;">Wiedenmayer K, Summers RS,
Mackie CA, Gous AG, y Everard M (2006). </span><span style="color: black; font-size: 10pt; mso-bidi-font-weight: bold; mso-color-alt: windowtext;">Desarrollo de
la práctica de farmacia. Centrada en la atención del paciente. </span><span lang="EN-US" style="color: black; font-size: 10pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold; mso-color-alt: windowtext;">Ginebra: WHO/PSM/PAR </span><span style="color: black; mso-color-alt: windowtext;"><a href="http://apps.who.int/medicinedocs/documents/s14094s/s14094s.pdf"><span lang="EN-US" style="color: black; font-size: 10pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold; mso-color-alt: windowtext; text-decoration: none; text-underline: none;">http://apps.who.int/medicinedocs/documents/s14094s/s14094s.pdf</span></a></span><span lang="EN-US" style="color: black; font-size: 10pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold; mso-color-alt: windowtext;">.</span><span style="font-size: 10pt; mso-bidi-font-weight: bold;"><o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-top: 12pt; text-align: justify;"><span lang="EN-US" style="font-size: 10pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold;">14.<span style="mso-tab-count: 1;"> </span>Declaración
de la Organización Médico Colegial sobre la Atención Farmacéutica,2003. </span><a href="https://www.cgcom.es/sites/default/files/declaracion_omc_atencion_farmaceutica.pdf"><span lang="EN-US" style="font-size: 10pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold;">https://www.cgcom.es/sites/default/files//declaracion_omc_atencion_farmaceutica.pdf</span></a><span style="font-size: 10pt; mso-bidi-font-weight: bold;">.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-top: 12pt; text-align: justify;"><span lang="EN-US" style="font-size: 10pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold;">15.<span style="mso-tab-count: 1;"> </span>Saldaña
M. La atención farmacéutica. Rev Soc Esp Dolor, 2006; 4:213-15.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-top: 12pt; text-align: justify;"><span lang="EN-US" style="font-size: 10pt; mso-ansi-language: EN-US; mso-bidi-font-weight: bold;">16.<span style="mso-tab-count: 1;"> </span>
Mariño EL. De la farmacia galénica a la farma<span style="mso-bidi-font-style: italic;">cia clínica y atención farmacéutica con el horizonte del “medication
therapy management”. Discurso de ingreso en la Academia de Farmacia
Iberoameicana, 2010.<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: normal; margin-top: 12pt; text-align: justify;"><span lang="EN-US" style="font-size: 10pt; mso-ansi-language: EN-US; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;">17.<span style="mso-tab-count: 1;"> </span></span><span style="font-size: 10pt; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;">Ley 29/2006, garantías y
uso racional del medicamento y productos sanitarios, BOE núm. 178, de 27/julio/2006.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><span lang="EN-US" style="font-size: 10pt; mso-ansi-language: EN-US; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;">18.<span style="mso-tab-count: 1;"> </span></span><span style="font-size: 10pt; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;">Ley
44/003, de ordenación de las profesiones sanitarias, BOE núm. 280, 22/noviembre/2003.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 10pt; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;">19.<span style="mso-tab-count: 1;"> </span>Sistema de información en salud
mental. 2010 OMS; </span><a href="https://www.who.int/mental_health/policy/services/information_system_module_spanish.pdf"><span style="font-size: 10pt; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;">https://www.who.int/mental_health/policy/services/information_system_module_spanish.pdf</span></a><span class="MsoHyperlink"><span style="font-size: 10pt; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;">.</span></span><span style="font-size: 10pt; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;"><o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-top: 12pt; text-align: justify;"><span lang="EN-US" style="font-size: 10pt; mso-ansi-language: EN-US; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;">20.<span style="mso-tab-count: 1;"> </span>Estrategia en Salud Mental del Sistema
Nacional de Salud 2007. Ministerio de Sanidad y Consumo, Gobierno <span style="mso-spacerun: yes;"> </span>de España.<span style="mso-spacerun: yes;">
</span>https://www.mscbs.gob.es/organizacion/sns/planCalidadSNS/pdf/excelencia/salud_mental/ESTRATEGIA_SALUD_MENTAL_SNS_PAG_WEB.pdf.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-top: 12pt; text-align: justify;"><span style="font-size: 10pt; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;">21.<span style="mso-tab-count: 1;"> </span>Cohen LJ. The
emerging role of physchiatric pharmacists. Am J Manag Care 1999; 5(10suppl): S621-S629.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-top: 12pt; text-align: justify;"><span style="font-size: 10pt; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;">22.<span style="mso-tab-count: 1;"> </span>Ward M, Schwartz M. Challenges
in pharmacological management of the hospitalized patient with psychiatric
comorbidities.<span style="mso-spacerun: yes;"> </span>J Hosp Med.
2013;8(9):523-9.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: normal; margin-top: 12pt; text-align: justify;"><span style="font-size: 10pt; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;">23.<span style="mso-tab-count: 1;"> </span>Rubio-Varela M, Chen
TF, O’Reilly CL. New roles for pharmacists in community mental health care: a
narrative review. In J Envirom Res Public Health 2014; 11: 10967.90. DOI:
10.3390/ijerph1110967.<o:p></o:p></span></p>
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<p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 1.5pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm 1.5pt; text-align: justify;"><span style="color: black; font-size: 10pt; mso-bidi-font-style: italic; mso-bidi-font-weight: bold; mso-color-alt: windowtext;">39. Estrategia autonómica de salud mental
2016-2020. Generalitat Valenciana, </span><span style="color: black; mso-color-alt: windowtext;"><a href="http://www.san.gva.es/documents/156344/6700482/Estrateg%C3%ADa+Auton%C3%B3mica+de+Salud+mental+2016+2020+.pdf"><span style="font-size: 10pt; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;">http://www.san.gva.es/documents/156344/6700482/Estrateg%C3%ADa+Auton%C3%B3mica+de+Salud+mental+2016+2020+.pdf</span></a></span><span style="font-size: 10pt; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;"><o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 1.5pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm 1.5pt; text-align: justify;"><span style="color: black; font-size: 10pt; mso-bidi-font-style: italic; mso-bidi-font-weight: bold; mso-color-alt: windowtext;">40.<span style="mso-spacerun: yes;">
</span>Decreto 24/2019, del 22 de febrero del Consell, por el que se crea y
regula el Consejo Autonómico de Salud Mental de la Comunidad Valenciana
[2019/2068], Diario oficial de la Generalitat Valenciana, de 01-02-2019, </span><span style="color: black; mso-color-alt: windowtext;"><a href="https://www.iberley.es/legislacion/decreto-24-2019-22-febrero-consell-crea-regula-consejo-autonomico-salud-mental-comunitat-valenciana-2019-2068-26196862"><span style="color: black; font-size: 10pt; mso-bidi-font-style: italic; mso-bidi-font-weight: bold; mso-color-alt: windowtext; text-decoration: none; text-underline: none;">https://www.iberley.es/legislacion/decreto-24-2019-22-febrero-consell-crea-regula-consejo-autonomico-salud-mental-comunitat-valenciana-2019-2068-26196862</span></a></span><span style="color: black; font-size: 10pt; mso-bidi-font-style: italic; mso-bidi-font-weight: bold; mso-color-alt: windowtext;">.</span><span style="font-size: 10pt; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;"><o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 1.5pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm 1.5pt;"><span style="font-size: 10pt; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;"><o:p> </o:p></span></p>Emilio Pol Yanguashttp://www.blogger.com/profile/03803951536939252596noreply@blogger.com0tag:blogger.com,1999:blog-8260174468419950017.post-17466021543189884612021-03-30T04:07:00.005-07:002021-03-30T04:20:03.196-07:00SI va a PRESCRIBIR o INYECTARSE ARIPIPRAZOL (ABILIFY® MAINTENA) DEPOT INTRAMUSCULAR A DOSIS SUPERIORES A 400 MG/MES, tenga en cuenta lo siguiente:<p> Rosa Puerta Martínez</p><p> Imelda Gil Reina</p><p>(Estudiantes 5º Grado de Farmacia)</p><p><br /></p><p>Revisado por: Paco Martínez Granados.</p><p><br /></p><p><!--[if !mso]>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
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<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
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<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
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<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="21" QFormat="true"
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<w:LsdException Locked="false" Priority="31" QFormat="true"
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<w:LsdException Locked="false" Priority="32" QFormat="true"
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<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
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<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
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<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
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<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
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<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
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<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 5"/>
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<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 6"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Tabla normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:8.0pt;
mso-para-margin-left:0cm;
line-height:107%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri",sans-serif;
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;
mso-fareast-language:EN-US;}
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<![endif]-->
</p><p class="MsoListParagraph" style="mso-list: l1 level1 lfo2; text-indent: -18pt;"><b style="mso-bidi-font-weight: normal;"><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 107%;"><span style="mso-list: Ignore;">1.<span style="font: 7pt "Times New Roman";"> </span></span>INTRODUCCIÓN</span></b></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%;">Durante
nuestra estancia de prácticas tuteladas, nos hemos encontrado con la
realización de una práctica bastante común, la de administrar a pacientes dosis
de mantenimiento de Abilify Maintena (aripiprazol) superiores a las
establecidas en ficha técnica, concretamente 600 mg y 800 mg/mes. Esta acción estaba
siendo promocionada por la industria farmacéutica, con casi nula evidencia
científica. También se han apoyado en un vacío en la ficha del medicamento, ya
que, para aripiprazol oral, se establecen como dosis recomendadas 15 mg/día y
20 mg/día, y como dosis máxima, 30 mg/día. Sin embargo, no encontramos dosis
máxima establecida explícitamente de aripiprazol intramuscular (IM) depot en
sus formas de 300 mg y 400 mg, lo cual lleva a interpretar que “se puede usar”.</span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%;">El
objetivo de esta revisión ha sido comparar concentraciones plasmáticas de
aripiprazol oral y aripiprazol IM, con la finalidad de establecer una dosis
máxima de la forma IM equivalente a la dosis máxima oral.</span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%;">Al
intentar buscar información sobre estudios de concentraciones plasmáticas de
aripiprazol, nos es muy difícil encontrar datos y los que hallamos son muy
escasos. Al contactar telefónicamente al laboratorio Otsuka Pharmaceutical
Netherlands B.V, nos comentan que sólo tienen a disposición la ficha técnica,
pero que para ofrecernos información farmacocinética sobre el depot más
detallada, deberían “realizar una búsqueda más exhaustiva”, evitando darnos respuesta.
Por ello, decidimos ponernos en contacto con la Agencia Española del
Medicamento y Productos Sanitarios (AEMPS), para que traten de regular esta
práctica, estableciendo claramente una dosis máxima de depot equivalente a los
30 mg/día oral.</span></p><p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%;"> </span></p><b style="mso-bidi-font-weight: normal;"><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%;">DISCUSIÓN</span></b>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%;">Aripiprazol
es un fármaco antipsicótico de segunda generación indicado en el tratamiento de
la esquizofrenia y el trastorno bipolar, caracterizado por ser agonista parcial
de los receptores D2 de la dopamina y 5HT1a de la serotonina y antagonismo de
los receptores 5HT2a de la serotonina.</span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%;">Aripiprazol
oral <span style="background: white none repeat scroll 0% 0%;">se absorbe bien y el pico plasmático se
alcanza tras 3-5 horas de tomar la dosis. La semivida de eliminación media de
aripiprazol oral es de aproximadamente 75 horas para metabolizadores rápidos
del CYP2D6 y de aproximadamente de 146 horas para metabolizadores lentos del
CYP2D6. Su unión a proteínas plasmáticas es del 99%. El aclaramiento corporal
total de aripiprazol es de 0,7 ml/min/kg, y principalmente hepático. </span></span><span face=""Arial",sans-serif" style="background: white none repeat scroll 0% 0%; font-size: 12pt; line-height: 150%;"><span style="mso-no-proof: yes;">(1)</span></span><span face=""Arial",sans-serif" style="background: white none repeat scroll 0% 0%; font-size: 12pt; line-height: 150%;"></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif" style="background: white none repeat scroll 0% 0%; font-size: 12pt; line-height: 150%;">Como parámetros farmacocinéticos de aripiprazol depot IM 300 mg
y 400 mg encontramos una concentración plasmática máxima a los 7 días en glúteo
y a los 4 días en deltoides, un volumen de distribución de 4,9 L/kg, al igual
que la forma oral, y una vida media de eliminación de 46,5 días en caso de
administrar 400 mg y 29 días en caso de administrar 300 mg. Se excreta en un
27% por orina y un 60% en heces </span><span face=""Arial",sans-serif" style="background: white none repeat scroll 0% 0%; font-size: 12pt; line-height: 150%;"><span style="mso-no-proof: yes;">(2)</span></span><span face=""Arial",sans-serif" style="background: white none repeat scroll 0% 0%; font-size: 12pt; line-height: 150%;">. Las concentraciones plasmáticas optimas sugeridas en estado
estacionario se consiguen con dosis de 300 mg y 400 mg, a partir de la quinta
administración (quinto mes) y se sitúan entre 150 y 300 µg/L.<span style="mso-spacerun: yes;"> </span>Dentro de este rango terapéutico se consiguen
resultados clínicos y los efectos adversos se observaron a partir de una
concentración de 210 µg/L </span><span face=""Arial",sans-serif" style="background: white none repeat scroll 0% 0%; font-size: 12pt; line-height: 150%;"><span style="mso-no-proof: yes;">(3)</span></span><span face=""Arial",sans-serif" style="background: white none repeat scroll 0% 0%; font-size: 12pt; line-height: 150%;">.</span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%;">Por
otro lado, la dosis de carga inicial de aripiprazol depot IM debe administrarse
siguiendo una de estas dos pautas, según ficha técnica:<span style="color: red;"></span></span></p>
<p class="MsoListParagraphCxSpFirst" style="line-height: 150%; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt;"><span style="font-size: 12pt; line-height: 150%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-list: Ignore;">-<span style="font: 7pt "Times New Roman";">
</span></span></span><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%;">Inicio con una inyección de 300 mg o 400 mg de
aripiprazol el día de inicio y continuar con el tratamiento con entre 10 mg y
20 mg diarios de aripiprazol oral durante 14 días consecutivos para mantener
las concentraciones terapéuticas durante el inicio del tratamiento.</span></p>
<p class="MsoListParagraphCxSpLast" style="line-height: 150%; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18pt;"><span style="font-size: 12pt; line-height: 150%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-list: Ignore;">-<span style="font: 7pt "Times New Roman";">
</span></span></span><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%;">Inicio con dos inyecciones consecutivas de
aripiprazol 300 mg o 400 mg (2x300 mg o 2x400 mg) en lugares de administración
separados, junto con una dosis de 20 mg de aripiprazol oral.</span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%;">Tras una
de estas dosis de carga, la dosis de mantenimiento recomendada de aripiprazol
es 300 mg o 400 mg, una vez al mes como una inyección única, no antes de 26
días tras la inyección previa </span><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%;"><span style="mso-no-proof: yes;">(2)</span></span><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%;">.</span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%;">En la Figura
1 podemos observar la concentración plasmática en estado estacionario a partir
de la décima administración, donde encontramos que la concentración plasmática de
dosis de 400 mg en población estándar se encuentra entre el intervalo
terapéutico sugerido de 150 y 300 µg/L (línea negra continua). En caso de
inhibición del citocromo CYP2D6 o de ambos citocromos, CYP2D6 y CYP3A4, la
concentración plasmática aumentaría, por encima del margen terapéutico. Algunos
de los inhibidores del CYP2D6 más utilizados en el ámbito psiquiátrico serían
fluoxetina, paroxetina, metadona, bupropion, quetiapina o los antidepresivos
tricíclicos. Por otro lado, los inhibidores relevantes del CYP3A4 serían
algunos como los canabinoides, nefazodona o el zumo de pomelo. </span><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%;"><span style="mso-no-proof: yes;">(4)</span></span><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%;"></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span style="mso-fareast-language: ES; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span><img alt="" src="data:image/png;base64,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" /></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span face=""Arial",sans-serif" style="font-size: 10pt; line-height: 150%; mso-fareast-language: ES; mso-no-proof: yes;">Figura
1</span></b><span face=""Arial",sans-serif" style="font-size: 10pt; line-height: 150%; mso-fareast-language: ES; mso-no-proof: yes;">. Concentración media de aripiprazol
en estado estacionario en población estándar vs. Concentraciones de aripiprazol
en inhibidores de CYP3A4, inhibidores de CYP2D6 e inhibidores de ambos CYP3A4 y
CYP2D6 tras la 10ª y 11ª administración de una dosis de 400 mg. Las líneas discontínuas
representan los márgenes superiores e inferiores de la ventana terapéutica de
aripiprazol. </span><span face=""Arial",sans-serif" style="font-size: 10pt; line-height: 150%; mso-fareast-language: ES; mso-no-proof: yes;">(5)</span><span face=""Arial",sans-serif" style="font-size: 10pt; line-height: 150%;"></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%;">Desde
la perspectiva de la farmacocinética (PK), el régimen de dosificación de inicio
propuesto por el siguiente estudio es apropiado. Antes de que los pacientes
recibieran la primera inyección, todos los pacientes fueron estabilizados con
10 mg de aripiprazol oral. Se administró la primera inyección IM. El perfil de
tiempo de concentración de aripiprazol se mostró en la Figura 2. Las concentraciones
en estado estacionario de aripiprazol después de las inyecciones depot de 300
mg y 400 mg se encontraban dentro del intervalo de la concentración en estado
estacionario habitual obtenido con la administración de 10 mg y 15 mg,
respectivamente, de comprimidos orales, que eran los niveles de dosis
terapéutica aprobados. Las concentraciones medias en estado estacionario de
aripiprazol después de una inyección de depósito de 200 mg estaban por debajo
de los niveles de concentración mínima (C<sub>min</sub>) de 10 mg, lo que no se
recomendaba en condiciones estándar. Durante el ensayo también se realizó una
suplementación oral durante las dos primeras semanas. No hubo problemas de
tolerabilidad ni falta de eficacia durante esta fase. Por lo tanto, el régimen de
dosificación de 300 mg - 400 mg propuesto es apropiado, siempre que no haya una
inhibición del CYP2D6 o de ambos citocromos, CYP2D6 y CYP3A4. </span><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%;"><span style="mso-no-proof: yes;">(5)</span></span><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%;"><span style="color: red;"></span></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%;">Sin
embargo, en base a este estudio, no existiría una correspondencia depot a la
dosis oral en el rango de 20 mg/dia – 30 mg/dia en ausencia de inhibidores del
CYP2D6. En presencia de inhibidores CYP2D6 las concentraciones aumentan
situándose en el límite superior del rango terapéutico. Además, las
concentraciones plasmáticas de 300 mg y 400 mg IM sin inhibidores del CYP2D6,
quedan por debajo de las concentraciones máximas de 30 mg oral que es la dosis
máxima establecida en ficha técnica, antes de alcanzar el estado estacionario.
Se sabe que el estado estacionario se alcanza a partir de los 5 meses y el
fármaco se deja de acumularse tras la cuarta administración, por lo tanto, la
figura 2 no sería concluyente ya que solo se observa datos hasta la cuarta
administración. </span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><img alt="" 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" /></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span face=""Arial",sans-serif" style="font-size: 10pt; line-height: 150%;">Figura 2</span></b><span face=""Arial",sans-serif" style="font-size: 10pt; line-height: 150%;">. Concentraciones de
aripiprazol tras administración de inyección depot IM de 200 mg, 300 mg y 400
mg, previas al estado estacionario.</span><span face=""Arial",sans-serif" style="font-size: 10pt; line-height: 150%;"><span style="mso-no-proof: yes;">(5)</span></span><span face=""Arial",sans-serif" style="font-size: 10pt; line-height: 150%;"></span></p>
<p class="MsoNormal" style="line-height: 150%; mso-layout-grid-align: none; mso-pagination: none; text-align: justify; text-autospace: none;"><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%;">En base al “Clinical
Pharmacology Review Aripiprazole IM Depot Formulation”, además de 400 mg de
aripiprazol IM, se considera adecuada una dosis de mantenimiento de 300 mg. Se
realizaron simulaciones farmacocinéticas poblacionales para evaluar si 300 mg era
una dosis de mantenimiento aceptable. Para el aripiprazol oral, el ensayo de
mantenimiento se realizó en pacientes que recibían una dosis de 15 mg diarios.
La exposición media de aripiprazol en estado estacionario tras una dosis de 300
mg es similar a la de una dosis oral diaria de 15 mg. Además, la C<sub>min</sub>
de aripiprazol en los pacientes que reciben una dosis de 300 mg es superior a
la C<sub>min</sub> de estado estacionario en los pacientes administrados con
una dosis oral diaria de 15 mg. </span><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%;"><span style="mso-no-proof: yes;">(5)</span></span><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%;"></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><img alt="" 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" /></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span face=""Arial",sans-serif" style="background: white none repeat scroll 0% 0%; color: #333333; font-size: 10pt; line-height: 150%;">Figura 3</span></b><span face=""Arial",sans-serif" style="background: white none repeat scroll 0% 0%; color: #333333; font-size: 10pt; line-height: 150%;">. Estado estacionario medio simulado de
concentraciones de aripiprazol depot IM de 300 mg y 400 mg (izquierda) y oral
10 mg, 15 mg, 20 mg y 30 mg (derecha). Las líneas discontinuas representan los
márgenes superiores e inferiores de la ventana terapéutica de aripiprazol.</span><span face=""Arial",sans-serif" style="background: white none repeat scroll 0% 0%; color: #333333; font-size: 10pt; line-height: 150%;"><span style="mso-no-proof: yes;">(5)</span></span><span face=""Arial",sans-serif" style="background: white none repeat scroll 0% 0%; color: #333333; font-size: 10pt; line-height: 150%;"></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif" style="background: white none repeat scroll 0% 0%; color: #333333; font-size: 12pt; line-height: 150%;">Como conclusión de la Figura 3, estableciendo
una dosis máxima de 30 mg vía oral, las dosis de 300 mg y de 400 mg vía IM son
comparables con las dosis de 15 mg y 20 mg vía oral, respectivamente, quedando
así ambas dentro del margen terapéutico. </span></p><p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif" style="background: white none repeat scroll 0% 0%; color: #333333; font-size: 12pt; line-height: 150%;"> </span></p>
<p class="MsoListParagraph" style="line-height: 150%; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -18pt;"><b style="mso-bidi-font-weight: normal;"><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">3.<span style="font: 7pt "Times New Roman";"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%;">CONCLUSIÓN</span></b></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%;">Con una
dosis de 300 mg - 400 mg de aripiprazol una vez al mes se consigue una C<sub>min</sub>
aproximada a los niveles plasmáticos en estado estacionario logrados con la dosis
oral de 15 mg/dia - 20 mg/dia, en ausencia de inhibidores del CYP2D6. <span style="mso-spacerun: yes;"> </span>La mayoría de los estudios encontrados no
llegaron a analizar concentraciones plasmáticas más allá de la quinta administración,
la cual se considera estar en estado estacionario, lo que finalmente nos
dificultó la comparación entre concentraciones plasmáticas de las formas IM y
oral. </span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%;">Por lo
tanto, las concentraciones máximas de 400 mg IM quedarían por debajo de las concentraciones
plasmáticas de 30 mg oral en ausencia de inhibidores del CYP2D6, considerada
dosis máxima de aripiprazol por vía oral. Sin embargo, no existen datos de
concentraciones plasmáticas de dosis mayores a 400 mg IM, como 600 mg o 800 mg,
por lo que <b style="mso-bidi-font-weight: normal;">no se sabe si estas
superarían el margen terapéutico, no pudiendo garantizar su seguridad y
eficacia</b>. </span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%;">Por
ello, si el médico decide realizar dicha práctica, siempre deberá haber un
consentimiento informado hacia pacientes o tutores, ya que el tratamiento con
dosis superiores a 400 mg/mes podría suponer un riesgo o
inconveniente de previsible repercusión negativa sobre la salud del paciente,
quien<b> estaría en su pleno derecho a negarse a recibirlo.</b> </span><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%;"><span style="mso-no-proof: yes;">(6)</span></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%;">Esta
situación quedaría regulada en el Real Decreto 1015/2009, de 19 de junio, en el
capítulo III “Acceso a medicamentos en condiciones diferentes a las
autorizadas”, artículo 15 “Obligaciones del médico responsable del
tratamiento”. que dice textualmente: “El médico responsable del tratamiento
estará obligado a informar<span style="mso-spacerun: yes;"> </span>al<span style="mso-spacerun: yes;"> </span>paciente<span style="mso-spacerun: yes;">
</span>en términos<span style="mso-spacerun: yes;"> </span>comprensibles,
de<span style="mso-spacerun: yes;"> </span>la<span style="mso-spacerun: yes;">
</span>naturaleza<span style="mso-spacerun: yes;"> </span>del tratamiento, su
importancia, implicaciones y <b style="mso-bidi-font-weight: normal;"><u>riesgos</u></b>,
y obtener su consentimiento conforme a la Ley 41/2002, de 14 de noviembre. Parte
de este consentimiento debe incluir la falta de pruebas científicas que lo
fundamente y que pueda orientar acerca de los beneficios y riesgos que <i style="mso-bidi-font-style: normal;">de facto</i> ocurran.</span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%;"> </span></p>
<p class="MsoListParagraph" style="line-height: 150%; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -18pt;"><b style="mso-bidi-font-weight: normal;"><span face=""Arial",sans-serif" style="font-size: 12pt; line-height: 150%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">4.<span style="font: 7pt "Times New Roman";">
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Unknownnoreply@blogger.com5tag:blogger.com,1999:blog-8260174468419950017.post-58678694765510176592021-03-27T02:20:00.003-07:002021-07-12T08:42:11.362-07:00La relación con la industria farmacéutica y otros problemas asistenciales. Película: Efectos secundarios: 2013, director: Steven Soderbergh, guion de Scott Burns.<p>comentarios: Emilio Pol Yanguas</p>La relación con industria farmacéutica y otros problemas asistenciales.<br />
<p class="MsoNormal" style="text-align: justify;">La película: Efectos secundarios:
2013, director: Steven Soderbergh, guion de Scott Burns.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;"></p><p class="MsoNormal" style="text-align: justify;"><u>Resumen: <o:p></o:p></u></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">Una joven
(Emily) intenta suicidarse, su marido acaba de salir de prisión tras pasar en
ella algunos años por tráfico de información industrial sensible. Deberían ser
felices, pero ella padece continuos ataques de ansiedad y se muestra incapaz de
seguir hacia delante. Dado su estado, pide ayuda al psiquiatra.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;">El psiquiatra
(Dr. Banks) está tratando de consolidar económicamente su recién formada familia,
necesitan una nueva casa y no le vienen mal unos ingresos adicionales. Una
industria farmacéutica se los ha ofrecido, solo necesita participar en estudios
sobre uno de sus medicamentos. Tendría que prescribir un nuevo ansiolítico (Delatrex<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">®</span>)
en sus pacientes que lo precisen y describir los efectos que logra. La
industria le garantiza el necesario apoyo científico para llevar adelante este
trabajo, y unos emolumentos nada despreciables.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;"><span style="mso-tab-count: 1;"> </span>Cuando
Emily indica al Dr. Banks que ha intentado suicidarse, este le receta
antidepresivos que le causan efectos secundarios. Emily ve en el metro un
anuncio de un nuevo antidepresivo Ablixa<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">®</span>y se lo pide a su psiquiatra. Ya antes
se lo había aconsejado al Dr. Banks la Dra. Siebert, anterior psiquiatra de
Emily, con la que había consultado el caso. Inicialmente todo parece ir bien,
el medicamento es efectivo y la pareja recupera la armonía, excepto por la
aparición de sonambulismo que no parce revestir mayor importancia.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;"><span style="mso-tab-count: 1;"> </span>Pero
al poco, la situación se complica, durante uno de los episodios de sonambulismo
Emily acuchilla a su marido. En el correspondiente juicio por asesinato el Dr.
Banks logra la absolución de Emily a cambio de recibir tratamiento psiquiátrico
a su cargo. No obstante, el caso ha sido objeto de noticia y comentarios en los
medios de comunicación, perjudicando a los intereses tanto de la clínica donde
ejercía el Dr. Banks, de la que es despedido, como del laboratorio farmacéutico
fabricantes de Ablixa<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">®</span>. Incluso el laboratorio fabricante de Delatrex<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">®</span>,
que la ser competidor de Ablixa<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">®</span> y resultar beneficiado por desgraciado
incidente, reniega del Dr. Banks y es retirado del estudio del ansiolítico.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;"><span style="mso-tab-count: 1;"> </span>El
Dr. Banks está desesperado, su situación familiar y profesional está en
precario. Pero descubre que Emily era una farsante, algunas pistas indicaban
que había simulado una depresión. Emily tenía una relación amorosa con la Dra.
Siebert, con quién habían planeado el tráfico de información farmacéutica
sensible, la simulación del intento de suicidio y el asesinato de su marido.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;"><span style="mso-tab-count: 1;"> </span>El
Dr. Banks logra la confesión de Emily empleando la coacción con fármacos
“duros” para enfermos muy graves. Después de ser detenida, en lugar de ser
enviada a la cárcel, es internada en un hospital psiquiátrico, donde es “sedada
permanentemente.”<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;"><u>Problemas que plantea el film
a los profesionales clínicos</u>.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">El filme plantea una serie de
problemas relacionados con los medicamentos. Nos centraremos en primer lugar a
los problemas planteados por en relación con la industria farmacéutica. Posteriormente
nos referiremos a otros aspectos que no están relacionados con la industria
farmacéutica, pero que al implicar medicamentos merecen un comentario desde el
punto de vista farmacéutico. Por último, indicaré otros problemas de interés
sanitarios planteados, que no están directamente relacionados con el uso de
medicamentos.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;"><u>Problemas relacionados con la
industria farmacéutica</u>.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">1º) La publicidad de medicamentos
directamente al consumidor. <o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">Emily compra Ablixa<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">®</span>
en la farmacia, aparentemente tras ver un anuncio del medicamento destinado al
público en general. El Dr. Banks utiliza Ablixa<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">®</span>, medicamento que le ha
aconsejado otro colega (Dra Siebert), también se lo había solicitado la propia
Emily diciendo que una compañera lo utilizaba y le iba bien, en una escena
previa estaba viendo un anuncio de Ablixa<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">®</span>, parece que en la estación
del metro. Esto plantea la cuestión de la publicidad de medicamentos directa al
consumidor. Esta es una práctica permitida en los EEUU y en Nueva Zelanda, la
industria farmacéutica invierte grandes cantidades en ella (en 2008 en EEUU se
invirtieron en este concepto 5mil millones de $) por su poder para estimular
las ventas, la justifica diciendo que es información que ayuda a que los
pacientes busquen solución a sus problemas. En la Unión Europea es una práctica
no permitida. Los críticos a esta práctica señalan la diferencia entre
publicidad e información, dicen que orienta injustificadamente al consumo de
los medicamentos de marca publicitados y suponen una presión sobre los
prescriptores (justo lo que hace Emily), añadida a la que la industria y sus
representantes ya ejercen sobre ellos. No cabe duda que la información sobre
los medicamentos es un derecho de los ciudadanos, pero esta información debería
ser proporcionada por profesionales independientes, sin conflicto de intereses
en el uso de medicamentos, eso directamente descarta a la industria.
Información y publicidad no son sinónimos precisamente.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">2º) Los obsequios y cortesías de
la industria farmacéutica hacia los profesionales de la medicina.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">Las muestras gratuitas encima de
la mesa, los bolígrafos con el logotipo (en el bolso de la Dra Siebert) y otras
señales, recuerdan al médico el medicamento en el momento de la prescripción.
Estos objetos promocionales reciben el nombre de “pichigüilis”. También
recuerdan lo simpático que es el representante farmacéutico, que les ofrece
comidas gratis en un buen restaurante, o viajes a congresos donde deben asistir
a conferencias de 5minutos y el resto a jugar al golf. En la película hay una
escena muy ilustrativa en un restaurante, cuando le ofrecen a Banks participar
en el estudio de Delatrex<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">®</span>, los comentarios entre los comensales no tienen
desperdicio. Mientras, a cambio, se supone que hacen lo que debería ser rutina
de su trabajo (prescribir lo que consideran el mejor tratamiento y evaluar los
efectos en sus pacientes). Lo triste es que esta suposición puede ser
incorrecta. La mayoría de los médicos consideran que recibir una invitación a
un congreso (que incluye coste de inscripción, gastos de alojamiento, de
manutención y de desplazamiento) no les influye en sus decisiones
profesionales. Pero, se ha demostrado que los médicos que no reciben obsequios
de la industria presentan consistentemente mejores indicadores de calidad de la
prescripción de medicamentos, que además son menos costosos. Una peor calidad
de la prescripción implica un mayor riesgo para el paciente. Incluso los
pequeños regalos han mostrado tener influencia significativa al respecto.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">3º) la industria farmacéutica y
la formación médica.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">El Dr. Banks y la Dra. Siebert
tienen un encuentro durante un congreso médico, en el que hablan de los
problemas de Emily y de la posibilidad de emplear Ablixa<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">®</span>. La asistencia a congresos
implica desplazamientos, alojamientos, gastos de inscripción, gastos que son
generalmente sufragados por la industria farmacéutica., que también sufraga los
gastos de los conferenciantes (líderes de opinión), especialmente de los que
imparten un seminario dentro del congreso al que se les pide a los médicos que
acudan a cambio de la cortesía. Pero la formación médica no es una actividad
“natural” de la industria farmacéutica, que es la producción de medicamentos.
La industria invierte en los congresos con finalidades promocionales, al igual
que son actividades promocionales los libros de “técnicos” que editan (o cuya
edición sufragan). Las revistas médicas tampoco son indiferentes a las acciones
promocionales de la industria; los editores de las revistas deben de ser
cuidadosos con las opiniones que vierten y el contenido de los artículos que
publican, ya que, si la industria los considera hostiles, puede suspender la
inserción de anuncios en ella poniendo en riesgo su viabilidad económica. La
formación médica es una obligación ético legal de los profesionales y de las
organizaciones empleadoras de estos, y los congresos no parecen ser realmente
actividades de formación, como mínimo se puede decir de ello que en su mayoría son
actividades salpicadas de promoción y publicidad más o menos camuflada.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">4º) La industria farmacéutica y
la investigación de nuevos medicamentos.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">El Dr. Banks estaba realizando un
trabajo de investigación clínica para la industria fabricante de Delatrex<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">®, un
ansiolítico, puede verse durante el film como le ofrece este fármaco a una
paciente en el contexto de la investigación, a la que informa del patrocinador
de la misma. Los ensayos clínicos que patrocina la industria generalmente
tienen como finalidad obtener la autorización de comercialización de sus
productos por las agencias oficiales del medicamento, más que para conocer el
verdadero valor de estos en la terapéutica. El estudio en el que colabora Banks
parece de otra índole, Delatrex® ya está comercializada, por tanto, es un
estudio de los llamados de “fase 4”, que se hacen para resolver alguna duda en
relación a la efectividad y seguridad de un fármaco ya comercializado. Los
estudios que son financiados por la industria farmacéutica, tienen más
probabilidad de llegar a conclusiones favorables para esta que aquellos que
reciben financiación independiente</span>. El desvelar efectos adversos o
ineficacia de un medicamento va en contra de los intereses de los accionistas
de la industria farmacéutica comercializadora del producto, y esto no es conveniente.
El médico que quiera seguir obteniendo ingresos adicionales participando en la
investigación clínica debe ser precavido al atribuir los efectos indeseables al
tratamiento farmacológico en estudio. El salto a los médicos de comunicación de
un potencial grave problema de seguridad con un medicamento puede fácilmente
hacer que se deprecien las acciones de una empresa farmacéutica, mientras que
las de las empresas competidoras se revalorizarían.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">5º) El conflicto de intereses en
relación con la prescripción de un fármaco, honorarios por investigación
clínica con medicamentos.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">Cuando el Dr. Banks considera que
una de sus pacientes puede beneficiarse del uso de Delatrex<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">®</span>,
le comunica que él recibe por cada paciente reclutado una cantidad económica.
Es un ejercicio de trasparencia saludable y que es bien recibido por la
paciente. Este ejercicio debería extenderse a las situaciones en que se
prescribe un medicamento de una empresa que ha costeado la asistencia a un
congreso médico en un país lejano, o de la que recibimos habitualmente
beneficios monetarios o en especie, o todas aquellas situaciones en que se
pueda sospechar un conflicto de intereses. Como aclara el Dr. Banks, la
negativa del paciente a recibir un medicamento (tenga o no intereses el médico)
no debiera suponer un abandono de este por parte del médico.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">6º) Los fármacos y las conductas
agresivas.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">Los fármacos antidepresivos han
sido implicados en el riesgo de desarrollo de conductas agresivas y suicidas,
entre otros, medicamentos antidepresivos, anticonvulsivantes, dopaminérgicos,
fármacos contra la hiperactividad y déficit de atención, y medicamentos contra
el hábito tabáquico. Algunos de estos han merecido una “advertencia de caja
negra” en los prospectos y fichas técnicas de los medicamentos. Pero estas
advertencias son despreciadas y negadas por muchas publicaciones, generalmente
de médicos con conflictos de intereses con la industria, en consecuencia,
demasiadas veces son obviadas en la práctica clínica diaria. Si la difusión de
los datos sobre los hipotéticos beneficios de un medicamento, suelen ser
ampliamente difundidos, la información y claridad sobre los efectos secundarios
de los mismos es una tarea pendiente.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;"><u>Otros problemas relacionados
con medicamentos que se plantean</u>.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">1º) Medicalización de la vida
cotidiana.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">Subliminalmente, a lo largo de la
película y al margen del argumento, hay un mensaje peligroso. Hay muchas
guardias, pues tomo una bebida energizante y bromeo, ¡no hay nada como la
química! La esposa de Dr. Banks ha de pasar unas pruebas que le ponen nerviosa,
bloqueamos los síntomas exteriores de la ansiedad con una pastilla
(betabloqueantes), “todos lo toman, abogados músicos”, “te facilita ser quién
eres”. Esto no es trivial, sin el medicamento no es fácil ser auténtico, supone
una visión medicalizada de los problemas laborales y de la vida diaria. Si no
aceptamos el “doping” en el deporte, ¿lo aceptaremos en la vida laboral o
académica? Hay tristeza, pues le damos un medicamento que “básica mente hace
que el cerebro no le diga que está tiste”, la causa de la tristeza es lo de
menos, parece. Todo se vuelve un problema médico abordable farmacológicamente.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">2º) La polifarmacia.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">Emily sufre sonambulismo, al
parecer un efecto secundario de Ablixa<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">®</span>, para combatirlo se le añade un nuevo
medicamento. Esta práctica, frecuente en la clínica diaria, conlleva a nuevos
efectos adversos y además dificulta la atribución de causalidad, emborronan los
cuadros clínicos, dificulta el cumplimiento terapéutico y aumenta los costos
asistenciales, y aún peor, evitan un abordaje más racional de los problemas.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">3º) El uso de placebo como
engaño.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">Para desenmascara la conducta
simuladora de Emily, Banks decide someterla a los efectos del “suero de la
verdad” (pentotal sódico), pero en realidad lo que le inyecta es suero
fisiológico inerte. Con independencia de la trama criminal, esta escena plantea
el uso del placebo en clínica asistencial, en este caso con fines diagnósticos.
La práctica de la medicina se basa en la confianza entre médico-paciente. En
ocasiones es necesario emplear el placebo para identificar por ejemplo una
respuesta adversa a un fármaco que se sospecha de origen psicógeno, pero el
paciente debe ser informado de que en un momento se empleara el placebo, y debe
dar su consentimiento. Existen técnicas para el uso ético del placebo en la
investigación de casos únicos, como por ejemplo la aleatorización de los
tiempos en los que se recibe el fármaco verdadero y el placebo, con un
enmascaramiento y cegado adecuados.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">4º) El uso de los psicofármacos
como medida punitiva.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">A lo largo del filme, se aprecia
el uso de los medicamentos como instrumento punitivo: con Thorazine<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">®</span>
(clorpromazina) se arrastran los pies, con este otro que equilibra el ánimo
(valproato) se cae el cabello; con la terapia electroconvulsiva se daña la
memoria. Esto en el filme quiere ser un acto justiciero, pero también refleja
las practicas punitivas y coercitivas de la psiquiatría en la vida real. En
cualquier caso, refleja la extraordinaria limitación de los medicamentos psiquiátricos,
¿Cómo se consigue la rehabilitación de una paciente, cuando se provoca que una
mujer joven arrastre los pies, pierda el cabello y la memoria?<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">5º) La información de los efectos
secundarios al paciente, la dispensación, los prospectos<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">Los medicamentos se entregan con
un prospecto, elaborado por la industria, pero autorizado por la
correspondiente agencia de medicamentos del país. En este documento se informa
al paciente de los efectos secundarios más importantes. El clínico, sea
prescriptor o dispensador, debe asegurarse de que es entendido y comprendido
por el paciente. Muchos profesionales recomiendan a sus pacientes que no lean
el prospecto, pero ¿alguien usaría un nuevo producto de limpieza sin leer las
advertencias? El momento de la dispensación farmacéutica es clave, suele ser el
último contacto con un profesional antes de que el paciente comience a utilizar
el medicamento, es por tanto un momento crítico que debe ser aprovechado para
informar y aclarar dudas, no un acto rutinario y hecho a desgana.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">6º) Los efectos secundarios de
los medicamentos y los medios de comunicación<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">Una cuestión es la transparencia
sobre los medicamentos, y otro es la utilización de los efectos adversos de los
mismos como medio para ganar telespectadores, lectores o clientes del bufete de
abogados. La atribución de causalidad de un efecto a un fármaco requiere algo
más que la simple coincidencia temporal, y exige una metodología adecuada. La
alarma infundada puede suponer que muchas personas no se beneficien de un medicamento
que precisan, esto es especialmente importante cuando no hay alternativa, no
obstante, es el paciente el que debe valorar que riesgos está dispuesto a
asumir a cambio del beneficio proporcionado por le uso de un medicamento. Por
otra parte, está la protección de un bien industrial, pero esta debe quedar
supeditada a la protección de la salud de las personas. Cuando el caso de Emily
salta a los medios de comunicación, el Dr. Banks es despedido de la clínica, y
también es retirado del estudio, mala prensa.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">7º) Mentir a los pacientes.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">Cuando Banks, tras inyectar a
Emily solución salina simulando pentotal, descubre que esta es una simuladora y
acude al fiscal, este le aconseja que no lo cuente. El motivo, mentir a los
pacientes es un delito. Desgraciadamente, en el ámbito de la salud mental esto
no es lo infrecuente que se desearía. Se miente sobre las dosis o sobre la
naturaleza de lo inyectado, sobre su indicación y sobre sus efectos adversos. <o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;"><u>Otros temas que aparecen en el
filme, de interés para estudiantes de ciencias de la salud</u> son:<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">1º) Psiquiatría intercultural:
reflejada en discriminación de alucinación o artefacto cultural en el paciente
haitiano que dice ver a su padre muerto conduciendo un taxi. En el filme puede
considerarse como una prueba de la pericia profesional del Dr. Banks.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">2º) La relación profesional con
pacientes fuera del ámbito de la consulta: las complicaciones que pueden
ocasionar quedan evidentes cuando Emily utiliza un encuentro urgente en una
cafetería para dar a entender un posible “romance” entre ambos, falsedad
similar a la que había ocurrido con otra antigua paciente. Sin embargo, ambos
sucesos obedecen a una disponibilidad profesional de Banks hacia sus pacientes,
lo que en sí es correcto.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">3º) Dificultades diagnosticas de
los pacientes simuladores, especialmente de los que tienen una intencionalidad
y buena documentación del trastorno simulado.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">4º) La indefensión del paciente
psiquiátrico. Se le controlan las llamadas, las visitas, si se queja es que
necesita más dosis. En este punto queda de relieve la superposición y la falta
de claridad de límites, entre el deber de protección y tratamiento del sujeto
enfermo y el deber de respeto a la autonomía del mismo.<o:p></o:p></p>
<p class="MsoNormal"><u>La situación del sistema, factor de complicación.<o:p></o:p></u></p>
<p class="MsoNormal" style="text-align: justify;">En el filme efectos secundarios
nos encontramos con un sistema formado por Emily, el Dr. Banks, la Dr Sieber, y
el sistema Judicial encarnado en el fiscal, accesoriamente aparecen figuras
como los compañeros de consulta, los pacientes-clientes del consultorio, el
esposo de Emily y la madre de este y por último la industria farmacéutica. El
problema que se plantea es la atribución de causalidad de un crimen a un efecto
secundario de un fármaco, en definitiva, a una práctica clínica deficiente del
Dr. Banks. <o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">Emily simula un trastorno
depresivo, para así recibir un tratamiento farmacológico antidepresivo,
posteriormente simula intolerancia a estos fármacos. Así logra que se le
prescriba un nuevo fármaco, que aún es poco conocido. Con anterioridad, la Dra
Sieber había descrito en una revista médica un potencial de efecto adverso de
este nuevo fármaco (Ablixa<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">®</span>). Aprovechando este posible efecto adversos (parasomnias)
la Dra Sieber y Emily traman el asesinato del marido de esta. Emily y la Dra
Sieber se habían convertido en amantes.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">Las dos amantes se habían estado
enriqueciendo realizando tráfico de información privilegia relacionada con la
industria farmacéutica, y especialmente relativa al medicamento Ablixa<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">®</span>.
Los métodos para el tráfico de información los habían aprendido del marido de
Emily.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">El Dr. Banks se ve implicado,
así, como el posible causante del crimen, ya que se le puede acusar de
negligencia profesional, esto le ocasiona la perdida de trabajo, en la clínica
y en la industria farmacéutica, en un momento en sus gastos familiares habían
aumentado. Banks considera que su actuación había sido correcta, y también que
Emily es inocente. Poco a poco descubre incongruencias en el desarrollo de los
hechos, un anuncio de seguridad de vehículos a motor, una frase de la jefa de
Emily en la oficina, etc. Pero había defendido la inocencia de Emily y el
jurado la había absuelto.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">En este punto, solo cabe un
camino para descubrir la verdad, paradójicamente a través del engaño. Pero el
engaño no es un método lícito, utilizable desde el punto de vista de la ley.
Esto lleva a otra paradoja, el empleo de elementos que debieran ser curativos,
como elementos punitivos. Probablemente, el punto clave sean la falta de
transparencia de los fabricantes de Ablixa<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">®, que declinan en participar en el
esclarecimiento de los hechos, al igual que el papel nefasto de los compañeros
de consulta de Banks, ambos temen verse perjudicados económicamente. En el film
puede verse como una serie de acontecimientos, que aparentemente pueden
considerarse relativamente triviales, se van entrecruzando, hasta una situación
límite. La credibilidad de Banks se ve mermada por un incidente relacionado con
una acusación de relación impropia con una paciente (del que es inocente) y
este antecedente es utilizado para tratar de repetir la acusación (basándose en
una actuación profesional fuera de la consulta, que en si misma debería ser
intrascendente). Los gastos de la familia Banks habían aumentado recientemente,
al mejorar la situación económica debida a la colaboración con la industria
farmacéutica, eso hace que, al quebrar los empleos de la pareja, la situación
sea más grave aún.</span><o:p></o:p></p>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal">En el filme pueden observarse varios sistemas disfuncionales
alrededor del caso de Emily. <o:p></o:p></p>
<p class="MsoNormal">1º) El formado por el fiscal, el Dr. Banks y Emily. Se
supone que el Dr Banks ha de demostrar la inocencia de Emily en la muerte
violenta de su marido, pero ello implica que él mismo es culpable de
negligencia al no supervisar suficientemente bien el supuesto efecto adverso de
Ablyxa, el sonambulismo.<o:p></o:p></p>
<p class="MsoNormal">2º) El papel de la industria farmacéutica en la formación
médica continuada y la promoción de medicamentos.<o:p></o:p></p>
<p class="MsoNormal">3º) El uso de la asistencia psiquiátrica y los medicamentos
psicofarmacológicos como herramientas de castigo y privación de libertad en
ligar de como instrumentos de curación y liberación de las personas. <o:p></o:p></p>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal">Emilio Pol Yanguas<o:p></o:p></p><br /><p></p>Emilio Pol Yanguashttp://www.blogger.com/profile/03803951536939252596noreply@blogger.com0tag:blogger.com,1999:blog-8260174468419950017.post-54868274848043121542021-03-09T13:43:00.005-08:002021-03-11T14:28:40.515-08:00Antiepilépticos y cognición<p> Autores: Silvia Marín Prádenas (Psicóloga) y Emilio Pol Yanguas (Farmacéutico)</p><p class="MsoNormal" style="line-height: 150%; margin-bottom: 14.4pt; mso-para-margin-bottom: 1.2gd; text-align: justify; text-indent: 35.45pt;"><span style="background: white; color: black; font-family: "Times New Roman",serif; font-size: 12pt; line-height: 150%; mso-color-alt: windowtext; mso-fareast-font-family: Calibri;">Además de para el tratamiento de los diversos síndromes
epilépticos, los medicamentos antiepilépticos se han autorizado como sedante
(fenobarbital), en la profilaxis de las migrañas (topiramato), para el
trastorno generalizado de ansiedad (pregabalina), para dolores neuropáticos
(gabapentina, pregabalina y carbamazepina), para el síndrome de abstinencia
alcohólica (carbamazepina) y trastorno bipolar (carbamazepina, valproato y
lamotrigina). Además, según </span><span style="font-family: "Times New Roman",serif; font-size: 12pt; line-height: 150%; mso-bidi-font-style: italic; mso-fareast-font-family: Calibri;">Grunze</span><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"> (</span><span style="font-family: "Times New Roman",serif; font-size: 12pt; line-height: 150%; mso-fareast-font-family: Calibri;">2008), los antiepilépticos<span style="background: white; color: black; mso-color-alt: windowtext;"> se utilizan ampliamente en el entorno psiquiátrico en
indicaciones no aprobadas por las agencias del medicamento, principalmente en
síndromes de abstinencia de alcohol y benzodiacepinas, trastornos de pánico,
ansiedad, demencia, esquizofrenia, trastornos afectivos bipolares, y trastornos
de personalidad. </span>En tanto, estos medicamentos<span style="background: white; color: black; mso-color-alt: windowtext;"> se vienen prescribiendo desde hace
años para la mejora de los síntomas específicos como la agresión y deterioro
cognitivo que presentan los trastornos afectivos y esquizofrenia. También se
empelan para otros problemas neurológicos que los enfermos mentales padecen comórbidamente
(Zaremba <i style="mso-bidi-font-style: normal;">et al., </i>2006)<i style="mso-bidi-font-style: normal;">.</i> </span><span style="background: white;"><o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 14.4pt; mso-para-margin-bottom: 1.2gd; text-align: justify; text-indent: 35.45pt;"><span style="background: white; color: black; font-family: "Times New Roman",serif; font-size: 12pt; line-height: 150%; mso-color-alt: windowtext; mso-fareast-font-family: Calibri;">El 20% de pacientes con esquizofrenia que no mejoran del todo
con antipsicóticos se combina con anticonvulsivos; por ejemplo, <s>el</s>
valproato y, carbamazepina disminuyen la actividad dopaminérgica en la zona
mesoprefrontal aliviando los síntomas psicóticos en pacientes refractarios a la
terapia de neurolépticos. De esta manera, el uso de la carbamazepina está
recomendado cuando estos pacientes son refractarios a la terapia tradicional de
neurolépticos. Pero en otro estudio, el tratamiento con valproato combinado con
antipsicótico no se ha encontrado evidencia en su eficacia <a name="_Hlk64226380">(Zaremba <i style="mso-bidi-font-style: normal;">et al., </i>2006)<i style="mso-bidi-font-style: normal;">.</i></a><i style="mso-bidi-font-style: normal;">
</i>También, se ha analizado</span><span style="font-family: "Times New Roman",serif; font-size: 12pt; line-height: 150%; mso-fareast-font-family: Calibri;"> la
eficacia en la capacidad de la lamotrigina como tratamiento terapéutico en
personas con esquizofrenia que no responden a la intervención con
antipsicóticos, en este caso, este antiepiléptico bloquea las neuronas
hiperexcitadas e inhibe la liberación patológica del glutamato en el área
prefrontal demostrando mayor eficacia en el control de los síntomas positivos,
aunque no se observó mejoría en la sintomatología negativa (Tiihonen <i style="mso-bidi-font-style: normal;">et al</i>., 2003). <span style="background: white; color: black; mso-color-alt: windowtext;">Clonazepam es una benzodiazepina
clasificada como anticonvulsivante, con los efectos cognitivos adversos propias
de esta familia química.</span><span style="background: white;"><o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 14.4pt; mso-para-margin-bottom: 1.2gd; text-align: justify; text-indent: 35.45pt;"><span style="font-family: "Times New Roman",serif; font-size: 12pt; line-height: 150%; mso-fareast-font-family: Calibri;">Por otro lado, los fármacos empleados en el
trastorno bipolar son conocidos como eutimizantes, suelen actuar a través de la
potenciación GABAérgica, pero también interactúan directamente con canales
iónicos y poseen actividad anticolinérgica. Se han descrito efectos mixtos
sobre los diferentes componentes de las funciones cognitivas (Xu <i style="mso-bidi-font-style: normal;">et al.,</i> 2020). <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 14.4pt; mso-para-margin-bottom: 1.2gd; text-align: justify; text-indent: 35.45pt;"><span style="font-family: "Times New Roman",serif; font-size: 12pt; line-height: 150%; mso-fareast-font-family: Calibri;">Tanto litio como valproico deterioran la
valoración global de la función cognitiva, ambos afectan negativamente a la
memoria verbal inmediata (Senturk <i style="mso-bidi-font-style: normal;">et al</i>.,
2007), pero este último se asocia con peores resultados en la valoración de la
memoria de trabajo que el primero, no encontrándose diferencia entre ellos en
las memorias verbal y no verbal, función ejecutiva y rapidez de procesamiento,
además junto a la fenitoína y carbamazepina tiene un efecto negativo sobre la
comprensión, integración cognitiva y memoria (Hernández <i style="mso-bidi-font-style: normal;">et al., </i>2005; <span style="background: white; color: black; mso-color-alt: windowtext;">Muralidharan <i style="mso-bidi-font-style: normal;">et al</i>.,
2015; </span></span><span lang="ES-TRAD" style="background: white; color: black; font-family: "Times New Roman",serif; font-size: 12pt; line-height: 150%; mso-ansi-language: ES-TRAD; mso-color-alt: windowtext; mso-fareast-font-family: Calibri;">Sabaa</span><span lang="ES-TRAD" style="background: white; color: black; font-family: "Times New Roman",serif; mso-ansi-language: ES-TRAD; mso-color-alt: windowtext; mso-fareast-font-family: Calibri;"> <i style="mso-bidi-font-style: normal;">et al.</i> 2020</span><span style="font-family: "Times New Roman",serif; font-size: 12pt; line-height: 150%; mso-fareast-font-family: Calibri;">). También se observó deterioro cognitivo en
voluntarios sanos con oxcarbazepina, y este no fue diferente del ocasionado por
fenitoína (Salinsky et al; 2004). Lamotrigina ha mostrado un menor impacto
cognitivo que valproato, carbamazepina y otros anticonvulsivantes (Dias <i style="mso-bidi-font-style: normal;">et al</i>., 2012). Los efectos cognitivos negativos
sobre la memoria de trabajo, tiempo de reacción y exactitud del recuerdo causados
por topiramato, que se emplea fuera de indicación en la enfermedad mental
grave, parecen de la índole de los antiepilépticos más antiguos como
carbamazepina (<span style="color: black; mso-bidi-font-weight: bold;">Barkley <i style="mso-bidi-font-style: normal;">et al., </i></span><span style="mso-bidi-font-weight: bold;">2018; </span><span style="background: white; color: black; mso-color-alt: windowtext;">Malagón-Valdez, 2003). Incluso a dosis bajas empleadas en la
profilaxis de las crisis migrañosas, topiramato causa enlentecimiento del
pensamiento, dificultades de cálculo, dificultades de concentración y en las
pruebas verbales, y aunque hay desarrollo de tolerancia con el uso continuado
es menor que para otras reacciones adversas, de modo que a los 2 meses
continúan afectando de manera importante a uno de cada 5 pacientes (Öztürk B et
al 2019). Se notifica pérdida de memoria en el 35% de los sujetos con
zonisamida, problemas de atención en el 27%, después de 1 años de tratamiento
continuado el 47% aún sigue quejándose de deterioro cognitivo (Eddy et al,
2011). Pregabalina puede producir pensamientos anormales hasta en el 8% de los
usuarios, efecto que parece dosis dependiente (Eddy et al 2011). Aunque
levetiracetam ha mostrado mejorar las funciones cognitivas en un 15% de los
sujetos, en otro 5% parece deteriorarlas (Eddy et al, 2011). La politerapia anticonvulsiva
parece potenciar los efectos negativos cognitivos (Javed <i style="mso-bidi-font-style: normal;">et al</i>., 2015). </span><span style="background: white;"><o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 14.4pt; mso-para-margin-bottom: 1.2gd; text-align: justify; text-indent: 35.45pt;"><span style="background: white; color: black; font-family: "Times New Roman",serif; font-size: 12pt; line-height: 150%; mso-color-alt: windowtext; mso-fareast-font-family: Calibri;">Se han atribuido distintos mecanismos a la disfunción
cognitiva inducida por los anticonvulsivantes, bien suprimiendo la
excitabilidad neuronal, o bien incrementando la neurotransmisión inhibidora (Suarez,
2007). Aunque en ocasiones se producen deterioros agudos relacionados con
intoxicaciones puntuales, con frecuencia causan con el uso continuado un declive
insidioso del cociente intelectual, no siempre reversible al suprimirlos, y
posiblemente relacionados con las propiedades estabilizadoras de las membranas
neuronales (Trimble, 1979). La alteración de la coordinación visomotora
observada con fenitoína parece estar relacionada con toxicidad cerebelosa ocasionada
por el uso crónico de este fármaco, y ello sería responsable de los déficits en
la memoria procedimental (Pulliainen el al, 1995). Parece que el tiempo de
evaluación de estímulos esta prolongado por efecto de los anticonvulsivantes,
independientemente del tiempo de respuesta o ejecución, por tanto, son
principalmente las funciones mentales, no motoras, las que principalmente
dificultan, y este efecto parece independiente del fármaco empleado (Akaho,
1996).</span><span style="background: white; font-family: "Times New Roman",serif; font-size: 12pt; line-height: 150%; mso-fareast-font-family: Calibri;"><o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 14.4pt; mso-para-margin-bottom: 1.2gd; text-align: justify; text-indent: 35.45pt;"><span style="background: white; color: black; font-family: "Times New Roman",serif; font-size: 12pt; line-height: 150%; mso-color-alt: windowtext; mso-fareast-font-family: Calibri;">Se han asociado a la alteración que causan en la actividad
eléctrica del cerebro observadas en el electroencefalograma (EEG), como
ralentización de frecuencia dominante, incremento de la actividad Theta y
reducción de la actividad Delta. Estos son efectos contrarios a los que se
observan al realizar tareas de memoria en individuos sanos en a</span><span style="background: white; color: red; font-family: "Times New Roman",serif; font-size: 12pt; line-height: 150%; mso-fareast-font-family: Calibri;">u</span><span style="background: white; color: black; font-family: "Times New Roman",serif; font-size: 12pt; line-height: 150%; mso-color-alt: windowtext; mso-fareast-font-family: Calibri;">sencia de fármacos anticonvulsivantes (Meador <i style="mso-bidi-font-style: normal;">et al.,</i> 1993; Salinsky <i style="mso-bidi-font-style: normal;">et al</i>., 2004). La desregulación de la
activación /desactivación de las redes frontales de trabajo han sido implicadas
en pérdida de capacidades verbales (Xiao el al, 2018) (Wandschneider et al,
2017). El déficit de folato originado con anticonvulsivantes también se ha asociado
al deterioro cognitivo y la administración de la vitamina puede mejorar este
deterioro (</span><span style="font-family: "Times New Roman",serif; font-size: 12pt; line-height: 150%; mso-fareast-font-family: Calibri;">Hernández <i style="mso-bidi-font-style: normal;">et al., </i>2005<span style="background: white; color: black; mso-color-alt: windowtext;">). Otros explican el deterioro
cognitivo inducido por anticonvulsivantes por un aumento de la actividad acetilcolinesterasas
cerebral asociado con su empleo (Mishra y Goel, 2015). </span><span style="background: white;"><o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 14.4pt; mso-para-margin-bottom: 1.2gd; text-align: justify; text-indent: 35.45pt;"><span style="background: white; color: black; font-family: "Times New Roman",serif; font-size: 12pt; line-height: 150%; mso-color-alt: windowtext; mso-fareast-font-family: Calibri;">Los sujetos con alto funcionamiento cognitivo parecen más
sensibles a los efectos deletéreos sobre las capacidades mentales de los
anticonvulsivantes (Barkley <i style="mso-bidi-font-style: normal;">et al</i>.,
2018). Estos efectos se manifiestan más claramente en las tareas de alta
exigencia cognitiva (Akaho, 1996). Ante las dificultades de ejecución de tareas
inducida por los anticonvulsivantes, el cerebro recurre a efectuar un
reclutamiento compensatorio de recursos adicionales, para poder mantener el
desempeño (Babu Henry Samuel <i style="mso-bidi-font-style: normal;">et al</i>.,
2018).</span><span style="background: white; font-family: "Times New Roman",serif; font-size: 12pt; line-height: 150%; mso-fareast-font-family: Calibri;"><o:p></o:p></span></p>
<p class="MsoNormal"><o:p> </o:p></p>
<p class="MsoNormal"><b><u><span style="font-size: 14pt; line-height: 107%;">Bibliografía<o:p></o:p></span></u></b></p>
<p class="MsoNormal" style="line-height: 115%; margin-bottom: 12.0pt; margin-left: .05pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 12pt 0.05pt; text-align: justify; text-indent: -0.05pt;"><span class="docsum-authors"><span style="background: white; color: black; font-family: "Times New Roman",serif; mso-color-alt: windowtext;">Akaho, R.</span></span><span style="background: white; color: black; font-family: "Times New Roman",serif; mso-color-alt: windowtext;"> (1996). The effects of antiepileptic drugs on cognition in
normal volunteers<span class="docsum-journal-citation">Psyc<i style="mso-bidi-font-style: normal;">hiatry and Chical Neurosciences</i>, 50, 61-69. </span></span><span style="font-family: "Times New Roman",serif;"><o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: 115%; margin-bottom: 12.0pt; margin-left: .1pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 12pt 0.1pt; text-align: justify; text-indent: -0.05pt;"><span style="background: white; color: black; font-family: "Times New Roman",serif; mso-color-alt: windowtext;">Babu Henry Samuel, I., Barkley, C.,
Marino, S. E., Wang, C., Han, S. M., Birnbaum, A. K., Cibula, J. E., &
Ding, M. (2018). Brain's compensatory response to drug-induced cognitive
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1000–1012. </span><span class="MsoHyperlink"><span style="font-family: "Times New Roman",serif;"><o:p></o:p></span></span></p>
<p class="Standard" style="line-height: 115%; margin-bottom: 12.0pt; margin-left: .15pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 12pt 0.15pt; text-align: justify; text-indent: -0.05pt;"><span lang="EN-US" style="background: white; color: #212121; font-family: "Times New Roman",serif; font-size: 11pt; line-height: 115%;">Barkley, C. M., Hu, Z., Fieberg, A. M., Eberly,
L. E., Birnbaum, A. K., Leppik, I. E., & Marino, S. E. (2018). Individual
Differences in Working Memory Capacity Predict Topiramate-Related Cognitive
Deficits. <i>Journal of clinical psychopharmacology</i>, <i>38</i>(5),
481–488.</span><span class="MsoHyperlink"><span color="windowtext" style="font-family: "Times New Roman",serif; font-size: 11pt; line-height: 115%; mso-ansi-language: ES;"><o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: 115%; margin-bottom: 12.0pt; margin-left: .2pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 12pt 0.2pt; text-align: justify; text-indent: -0.05pt;"><span style="background: white; color: black; font-family: "Times New Roman",serif; mso-color-alt: windowtext;">Dias, VV., Balanzá-Martinez, V., Soeiro-de-Souza, M. G.,
Moreno, R.A., Figueira, M. L., Machado-Vieira, R., & Vieta, E. (2012).
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critical overview. <i>Acta psychiatrica Scandinavica</i>, <i>126</i>(5),
315–331.</span><span style="font-family: "Times New Roman",serif;"><o:p></o:p></span></p>
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<p class="MsoNormal" style="line-height: 115%; text-align: justify;"><o:p> </o:p></p>Emilio Pol Yanguashttp://www.blogger.com/profile/03803951536939252596noreply@blogger.com2tag:blogger.com,1999:blog-8260174468419950017.post-1963052140933755532021-02-06T15:09:00.011-08:002021-03-11T14:29:12.464-08:00Litio y cognición<p> Silvia Marín Prádenas Y Emilio Pol Yanguas</p><p class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: 14.4pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm 14.4pt; mso-para-margin-bottom: 1.2gd; mso-para-margin-left: 0cm; mso-para-margin-right: 0cm; mso-para-margin-top: 12.0pt; text-align: justify;"><span style="background: white; color: #00b050; font-family: "Times New Roman",serif; font-size: 12pt; line-height: 150%;">Litio
es considerado en la clasificación ATC de la OMS un medicamento antipsicótico,
por su empleo en las psicosis afectivas, aunque no actúa por un mecanismo
antagonista dopaminérgico, por tanto, no puede ser considerado un neuroléptico. El mecanismo de acción del litio permanece sin aclarase
debidamente, se han postulado desde una acción relacionada con el aumento del
metabolismo de noradrenalina y otras aminas biógenas (Ahluwalia P, Singhal RL.
Effect of low-dose lithium administration and subsequent withdrawal on biogenic
amines in rat brain. Br.J.Pharmac. 1989, 71:601-607), hasta los más sutiles
mecanismos por interferencia con segundos mensajeros intracelulares a través de
la inhibición de la inositolmonofosfatasa, más específicamente sobre las
proteínas MARCKS (myristolated-alanine-rich-PCK-kinasa-sustrato), que
interviene en la exocitosis celular y la plasticidad neuronal y sináptica. (Silva,
Hernan. (2001). Mecanismo de acción de los estabilizadores del ánimo. Revista
chilena de neuropsiquiatria. 39(3):219-230. </span><span style="color: #00b050;"><a href="https://dx.doi.org/10.4067/S0717-92272001000300006"><span style="background: white; color: #00b050; font-family: times; font-size: 12pt; line-height: 150%;">https://dx.doi.org/10.4067/S0717-92272001000300006</span></a></span><span style="background: white; color: #00b050; font-size: 12pt; line-height: 150%;"><span style="font-family: times;">) </span><span style="font-family: Times New Roman, serif;"><o:p></o:p></span></span></p>
<p class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: 14.4pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm 14.4pt; mso-para-margin-bottom: 1.2gd; mso-para-margin-left: 0cm; mso-para-margin-right: 0cm; mso-para-margin-top: 12.0pt; text-align: justify; text-indent: 35.4pt;"><span style="background: white; color: #00b050; font-family: "Times New Roman",serif; font-size: 12pt; line-height: 150%;">El carbonato de litio es considerado el tratamiento de
referencia del tratamiento y la prevención de los episodios maníacos desde
finales de los años 60 del siglo pasado. Los textos iniciales indicaban que
empleado a dosis que condicionen niveles plasmáticos terapéuticos no casusa
efectos adversos sobre el estado de alerta, ni modificaba la capacidad de
ejecución de tareas respecto a la normalidad. Pero pronto se detectó en ensayos
controlados con placebo que el ion podía causar deterioro de las capacidades
intelectuales, reduciendo el cociente de inteligencia (medido con la escala
completa de Wechsler) de promedio en 8,2 puntos, respecto al valor
pretratamiento y respecto al grupo placebo (ambos p<0,01), todas las subescalas
redujeron la puntuación, estos cambios no parecieron estar mediados por el
grado de demencia preexistente, ni por otros medicamentos concomitantes
(Aminoff MJ, Marshall MJ, Smith E, Wyke M. Cognitive function in patients on
lithium therapy. Brit J Psychiatr, 1974; 125:109-110).<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: 14.4pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm 14.4pt; mso-para-margin-bottom: 1.2gd; mso-para-margin-left: 0cm; mso-para-margin-right: 0cm; mso-para-margin-top: 12.0pt; text-align: justify; text-indent: 35.4pt;"><span style="background: white; color: #00b050; font-family: "Times New Roman",serif; font-size: 12pt; line-height: 150%;">Judd (1979) (Judd LL. Effects of lithium on mood, cognition
and personality factors in normal subets. Arch Gen Psychiatr, 1979;
36:860-866.), comunicó los resultados de un ensayo cruzado a doble ciego,
controlado con placebo enmascarado, en los que sujetos voluntarios sanos
recibieron durante 14 días bien litio, a dosis que rindieran niveles
plasmáticos terapéuticos, o placebo, siendo valorados al final de cada periodo
con una batería de pruebas. Observaron que, tras recibir litio los sujetos
comunicaron empeoramiento afectivo y del humor en concreto incremento de
sentimiento de negatividad y depresión, nerviosismo y tensión, aislamiento,
perdida de contacto con los otros y de las respuestas a las demandas
interpersonales y del entorno, así como un sentimiento de ineficacia y aumento
de las dificultades cognitivas. Curiosamente estos efectos subjetivos
comunicados por los individuos participantes no fueron detectados por
observadores independientes entrenados, pero sí por personas próximas a los
sujetos, que concretamente detectaron somnolencia y dificultad para trabajar y
pensar con claridad. Sin embargo, la administración de litio no pareció afectar
a los resultados de las pruebas de personalidad, ni a las de creatividad,
respecto a placebo. Si se vieron afectadas negativamente las pruebas de
evaluación cognitiva y de la función sensomotora, excepto la prueba de
“velocidad de cierre”. En esta última prueba, que evalúa la rapidez de
integración visual de pertenecer a un todo, tras el periodo recibiendo litio
avanzaron más lentamente (alcanzaron menos letras) pero cometieron menos
errores que tras los periodos con placebo. Los menores rendimientos cognitivos
tras los periodos con litio parecieron relacionarse más con un enlentecimiento
que con una reducción de la exactitud de las respuestas. El efecto de
enlentecimiento se manifestó al ejecutar tareas complejas, pero no ante tareas
simples, por lo que se dedujo que era debido a un efecto central, más que
sensomotor, el litio causaría un enlentecimiento de la velocidad del procesado
de la información en niveles superiores. Incluso llega a proponer este
mecanismo como el modo en que el fármaco consigue mejorar la sintomatología
maníaca.<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: 14.4pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm 14.4pt; mso-para-margin-bottom: 1.2gd; mso-para-margin-left: 0cm; mso-para-margin-right: 0cm; mso-para-margin-top: 12.0pt; text-align: justify; text-indent: 35.4pt;"><span style="background: white; color: #00b050; font-family: "Times New Roman",serif; font-size: 12pt; line-height: 150%;">En una muestra de jóvenes agresivos (asociales) en edad
escolar y tratados con litio, no se encontraron pruebas de que litio afectara,
respecto de placebo, a los resultados de las medidas cognitivas como las de
emparejamiento de figuras, memoria de reconocimiento a corto plazo, ni en las
tareas de identificación del concepto. (Platt JE, Campell M, Green WH, Grega
DM. Cognitive effects of lithium<span style="mso-spacerun: yes;">
</span>carbonate and haloperidol in treatment resistant aggressive children:
Arch Gen Psychiatry; 1984; 41:657-662).<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: 14.4pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm 14.4pt; mso-para-margin-bottom: 1.2gd; mso-para-margin-left: 0cm; mso-para-margin-right: 0cm; mso-para-margin-top: 12.0pt; text-align: justify; text-indent: 35.4pt;"><span style="background: white; color: #00b050; font-family: "Times New Roman",serif; font-size: 12pt; line-height: 150%;">Weingartner y cols (Weingartner H, Rudorfer MV, Linnoila M.
Cognitive effects of lithium treatment in normal volunteers.
Psychopharmacology, 1985; 86(4):472-4), en un ensayo cruzado, controlado con
placebo, en voluntarios sanos, la administración de litio a niveles
terapéuticos durante 2 semanas, encontraron que el uso del fármaco se no se
relacionaba con mayor frecuencia de errores de omisión, pero sí de comisión.
Los sujetos no cometían errores de intrusión mientras tomaban placebo, pero los
mismos sujetos generaban muchos errores cuando estaban en tratamiento con litio
(p<0,01). Estos errores pertenecían generalmente a la misma categoría que el
estímulo, pero no él mismo. El uso de distractores aumento la frecuencia de
errores durante el tratamiento con litio, pero no durante el uso de placebo.
Los resultaron indican que litio ocasiona una pérdida en la claridad y
exactitud de los recuerdos, generando errores de comisión, fenómeno que llaman
“desenfocado cognitivo” (cognitive blurring). Estos hallazgos son concordantes
con las quejas cognitivas subjetivas de los usuarios de litio. <o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: 14.4pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm 14.4pt; mso-para-margin-bottom: 1.2gd; mso-para-margin-left: 0cm; mso-para-margin-right: 0cm; mso-para-margin-top: 12.0pt; text-align: justify; text-indent: 35.4pt;"><span style="background: white; color: #00b050; font-family: "Times New Roman",serif; font-size: 12pt; line-height: 150%;">Al examinar los efectos de litio, también en voluntarios
sanos, Glue y cols (Glue PW, Nutt DJ, Cowen PJ, Broadbent D. Selective effect
of lithium on cognitive performance in man. Psychopharmacology (Berl), 1987;
91(1):109-111.), encontraron que, tras 21días de uso continuado a dosis usuales
en terapéutica, se produjo un deterioro en las pruebas de procesamiento
semántico. El estudio estuvo controla con placebo. El efecto parece específico,
ya que no se produjeron cambios en los tiempos de reacción serial (mide
capacidad de mantenimiento de la atención), ni en las pruebas de razonamiento
sináptico. Esto sugiere que litio tiene efecto selectivo sobre las tareas de
traslado de estímulos físicos (visuales) a significados verbales. De nuevo los
resultados experimentales coinciden con las quejas de los usuarios relacionadas
con las dificultades que siente para nombrar objetos.<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: 14.4pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm 14.4pt; mso-para-margin-bottom: 1.2gd; mso-para-margin-left: 0cm; mso-para-margin-right: 0cm; mso-para-margin-top: 12.0pt; text-align: justify;"><span style="background: white; color: #00b050; font-family: "Times New Roman",serif; font-size: 12pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span>A un colectivo de 46 pacientes psiquiátricos
eutímicos que estaban siendo tratados con litio a dosis terapéuticas (media de
niveles plasmáticos 0,75±0,32 mEq/L de Li<sup>+</sup>) de forma crónica (media
72 ±68 meses), se les sustituyó el fármaco de forma ciega por placebo durante 2
semanas, tras las cuales se reintrodujo de nuevo litio a las dosis previas. Se
les efectuaron 3 evaluaciones tratando de conocer como variaron la cognición,
el rendimiento psicomotor y la creatividad del estado basal, antes del cambio a
placebo, al final del periodo con placebo y a las 2 semanas de reinstauración
del litio. Se encontró que 9 de 10 medidas de memoria, rapidez motora y
creatividad mejoraron al final del periodo placna reebo, la excepción fue el
porcentaje de palabras idiosincráticas que no cambió significativamente. Las
mejoras obtenidas variaron entre el 8 y el 44% de los valores basales. La
reintroducción de litio ocasiono un declive significativo en todas las medidas
de memoria, y en la asociación de palabras, pero no en la velocidad de golpeteo
con los dedos. Los niveles plasmáticos de litio y la duración del uso del mismo
se asociaron a peores rendimientos en las medidas. (Kocsis JH, ShawED, Stokes
PE, Wilner P, Elliot AS, Sikes C, Myers B, Manevitz A. Neuropsychologic effects
of lithium discontinuation. J Clin Psychopharmacol, 1993; 13:268:275)<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: 14.4pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm 14.4pt; mso-para-margin-bottom: 1.2gd; mso-para-margin-left: 0cm; mso-para-margin-right: 0cm; mso-para-margin-top: 12.0pt; text-align: justify; text-indent: 35.4pt;"><span style="color: #00b050; font-family: "Times New Roman",serif; font-size: 12pt; line-height: 150%;">Hong
y cols (Honig A, Arts BM, Pons RW y Riedel WJ. Lithium induced cognitive
side-effects in bipolar disorder: a qualitative análisis and implications for
daily practice. Int Clin Psychopharmacol, 1999, 14(3):169-71. Resumen en
PubMed) realizaron una revisión cualitativa de los estudios sobre efectos
cognitivos del litio en el TB, encontrando que este fármaco tiene un claro
efecto negativo sobre la memoria, rapidez de procesamiento de la información, a
menudo incluso sin quejas subjetivas ni identificación de la lentitud mental.<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: 14.4pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm 14.4pt; mso-para-margin-bottom: 1.2gd; mso-para-margin-left: 0cm; mso-para-margin-right: 0cm; mso-para-margin-top: 12.0pt; text-align: justify; text-indent: 35.4pt;"><span style="color: #00b050; font-family: "Times New Roman",serif; font-size: 12pt; line-height: 150%;">Otra
revisión posterior realizada por Pachet y Wisniewski (Pachet AK, Wisniewski AM.
The effects of lithium on cognithion on cognition: an updated review.
Psychopharmacology (Berl), 2003; 170(3):225-234.), concluyó que la
administración de litio produce lentitud psicomotora, y un deterioro de las
medidas de memoria verbal inmediata y demorada. No encontraron datos
consistentes que indicaran deterioro de la memoria visoespacial ni en la
concentración/atención. Tampoco encontraron datos que indicaran que los efectos
dañinos fueran acumulativos, al contrario, parecen revertirse al suspender la
administración del ion.<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: 14.4pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm 14.4pt; mso-para-margin-bottom: 1.2gd; mso-para-margin-left: 0cm; mso-para-margin-right: 0cm; mso-para-margin-top: 12.0pt; text-align: justify; text-indent: 35.4pt;"><span style="color: #00b050; font-family: "Times New Roman",serif; font-size: 12pt; line-height: 150%;">Los
2 grupos de pacientes bipolares eutímicos en monoterapia, uno con litio, el
otro con valproico, estudiados por Senturk y cols (Serturk V, Goker C, Bilgic
A, Olmez S, Tugcu H, Oncu B, Atbasoglu EC. Impaires verbal memory and otherwise
spared cognition in remited bipolar patients on monotherapy with lithium or
valproate. Bipolar Disord, 2007; 51:134-144), mostraron únicamente una peor
memoria verbal inmediata en comparación con el grupo control de voluntarios
sanos. No se encontraron diferencias entre ambos grupos de pacientes.<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: 14.4pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm 14.4pt; mso-para-margin-bottom: 1.2gd; mso-para-margin-left: 0cm; mso-para-margin-right: 0cm; mso-para-margin-top: 12.0pt; text-align: justify; text-indent: 35.4pt;"><span style="color: #00b050; font-family: "Times New Roman",serif; font-size: 12pt; line-height: 150%;">Un
seguimiento de 2 años de personas diagnosticadas de TB y tratadas con litio se
compararon en un seguimiento longitudinal de 2 años con un colectivo emparejado
de sujetos sanos. Se encontró en el grupo de pacientes un deterioro en las
funciones ejecutivas y en la rapidez de procesado, y efectos se mantuvieron en
el tiempo, repercutiendo en la actividad laboral (Mur M, Portella MJ,
Martínez-Arán A, Pifarré J, Vieta E. Long-term stability of cognitive
impairment in bipolar disorder: a 2-yerar fllow-up study of lithium-treated
euthymic bipolar patients. J clin Psychiatry 2008; 69(5):712-719). En este
estudio no queda claro si la diferencia entre pacientes y controles en las
medidas cognitivas se deben al trastorno bipolar o al tratamiento con litio.
Pero, no se encontraron diferencias cognitivas entre pacientes con TB eutímico
sin tratamiento (antipsicótico en este caso) y controles normales emparejados
(Jamrozinski K, Gruber O, Kemmer P, Falkai P, Scherk H. Neurocognitive
functions in euthymic bipolar patients. Acta Psychiatr Scan, 2009; 119(5):
365-374).<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: 14.4pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm 14.4pt; mso-para-margin-bottom: 1.2gd; mso-para-margin-left: 0cm; mso-para-margin-right: 0cm; mso-para-margin-top: 12.0pt; text-align: justify; text-indent: 35.4pt;"><span style="color: #00b050; font-family: "Times New Roman",serif; font-size: 12pt; line-height: 150%;">Wingo
y cols realizaron un metaanálisis tratando de determinar los efectos cognitivos
de litio (Wingo AP, Wingo TS, Harvey PD, Baldessarini RJ. Effects of lithium on
cognitive performance: a meta-analysis. J Clin Psychiatry 2009;
7(11):11588-1587). Se revisaron las publicaciones al respecto en las bases de
dato Medline, Psychinfo y Embase entre 1950 y 2008. Seleccionaron 12 estudios
que implicaron 276 sujetos que tomaban litio y 263 libres de litio. La duración
media de ingesta de litio fue de 3,9 años en los sujetos con trastornos
afectivos, y de 2,5 semanas en los controles sanos; las litemias se encontraban
en el rango sérico para mantenimiento (0,8mEq/l). Concluyeron que el
tratamiento con litio se asoció con un pequeño pero significativo deterioro en
el aprendizaje verbal inmediato -tamaño del efecto (TE): 0,25; IC95%:
0,05-0,43- y de la creatividad -TE:0,33; IC95%:0,02-0,64-. No encontraron
deterioro en memoria verbal a largo plazo, memoria visual, atención, funciones
ejecutivas, rapidez de procesado, desempeño psicomotor. Entre los 326 pacientes
afectivos encontraron daño a largo plazo en el desempeño psicomotor asociado al
litio (TE: 0,62; IC95%:0,27-0,97), pero no daño cognitivo.<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: 14.4pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm 14.4pt; mso-para-margin-bottom: 1.2gd; mso-para-margin-left: 0cm; mso-para-margin-right: 0cm; mso-para-margin-top: 12.0pt; text-align: justify; text-indent: 35.4pt;"><span style="color: #00b050; font-family: "Times New Roman",serif; font-size: 12pt; line-height: 150%;">Cuando
se compararon 2 grupos de pacientes con TB-1 eutímicos, uno tratado con litio y
otro sin medicar, con un grupo de sujetos normales, se encontró que ambos
grupos de pacientes presentaron significativamente peores pruebas de desempeño
en pruebas de memoria episódico-verbales y visual-verbal, que los controles
sanos. Al no encontrar diferencias entre los dos grupos de pacientes, se
concluyó que el deterioro observado es debido al trastorno base y no al litio
(López-Jaramillo C, López-Vásquez J, Ospina-Duque J, García J, Gallo A, Cortez
V, Palacio C, Torrent C, Martínez-Arán A, Vieta E. Lithium treatment effects on
the neuropsychologigal functioning of patients with bipolar I disorder. J Clin
Psychiatry, 2010; 71(8):1055-1560).<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: 14.4pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm 14.4pt; mso-para-margin-bottom: 1.2gd; mso-para-margin-left: 0cm; mso-para-margin-right: 0cm; mso-para-margin-top: 12.0pt; text-align: justify; text-indent: 35.4pt;"><span style="color: #00b050; font-family: "Times New Roman",serif; font-size: 12pt; line-height: 150%;">Rybakowsky
y Suwalska (Rybakowsky JK, Sulwalska A. Excellente lithium responders have
normal cognitive functions and plasma BDNF levels. Int J Neuropsychopharmacol
2010, 13(5):617-622) estudiaron 60 sujetos con TB, en estado eutímico, tratados
con litio durante al menos 5 años (media 12,5 años) y litemias entre 0,5 y
0,8mEq/l, de los cuales 13 tuvieron excelente respuesta al litio, con 60
sujetos sanos. Se consideró una excelente respuesta (ER) cuando el sujeto se
mantuvo sin ningún episodio afectivo con litio en monoterapia durante todo el
periodo de administración de litio (media 12,5 años). El resto de pacientes
presentaron algún episodio afectivo durante el periodo de administración de
litio (media 8,3 años) y pudieron requerir adición de otros fármacos como
tratamiento o profilaxis. Los sujetos con ER presentaron mejores resultados
neuropsicológicos que los restantes pacientes, que no difirieron de los
controles sanos, en concreto respecto a la memoria visoespacial, estrategias y
errores en la memoria de trabajo, mantenimiento de la atención, rapidez de
procesado la información visual, estrategias de planificación espacial y de
combinación de conjuntos. Los pacientes con ER no mostraron diferencias
significativas respecto a los pacientes que no tenían ER salvo en la longitud
de tramo en las medidas de memoria visoespacial (la secuencia más larga que
recuerda el sujeto), en la que estos últimos rindieron peor resultado. Simultáneamente
se encontró que las concentraciones plasmáticas del factor neurotrófico
derivado del cerebro (BDNF), implicado en la patogenia del TB, era significativamente
mayor en los controles que en los sujetos sin ER al litio, pero no de los que
se clasificaron con ER. en los dominios ejecutivo, inhibición, rapidez de
procesado y memoria verbal<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: 14.4pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm 14.4pt; mso-para-margin-bottom: 1.2gd; mso-para-margin-left: 0cm; mso-para-margin-right: 0cm; mso-para-margin-top: 12.0pt; text-align: justify;"><span style="color: #00b050; font-family: "Times New Roman",serif; font-size: 12pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span>El deterioro en las capacidades cognitivas, concretamente
en los dominios ejecutivo, inhibición, rapidez de procesado y memoria verbal,
que mostraron un grupo de pacientes con TB eutímicos tratados con litio,
comparadas con las de un grupo control de sujetos normales, se mantuvieron
estables en un intervalo de 6 años. La lentitud de procesado se asoció a la
duración de la enfermedad. Los sujetos que sufrieron mayor deterioro
neurocognitivo presentaron peor funcionamiento social. (Mora E, Portella MJ,
Forcada I, Vieta E, Mur M. Persistence of cognitive impairment and its negative
impact on psychoscial funtioning in lithium-trated euthymic bipolar patients: a
6 year folow-up study. Psychol Med, 2013; 43(6):1187-1196). Posteriormente
estos mismos autores publicaron resultados similares, pero referidos a un
subgrupo de la anterior muestra, que ellos definieron como con ER al litio
(Mora E, Portella MJ, Forcada I, Vieta E, Mur M. A preliminary longitudinal
study on the cognitive and functional outcomes of bipolar excellents lithium
responders. Comp Psychiatry, 2016; 71:25-32) Pero la definición que hicieron de
ER fue que hubieran estado eutímicos en los 3 meses previos a la evaluación, Lo
que contrasta con la definición de Rybawcosky y cols (2010), indicada arriba, y
que explica la diferencia de resultados.<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: 14.4pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm 14.4pt; mso-para-margin-bottom: 1.2gd; mso-para-margin-left: 0cm; mso-para-margin-right: 0cm; mso-para-margin-top: 12.0pt; text-align: justify;"><span style="color: #00b050; font-family: "Times New Roman",serif; font-size: 12pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span>Malhi y cols (2016) (Malhi GS, McAulay C, Gershon S,
Gessler D, Fritz K, Das P, Outhred T. The lithium battery: assessing the
neurocognitive profile of lithium in bipolar disorder. Bipolar Disord. 2016; 18:102-115),
indica que hay datos claros y concluyentes para atribuir a lito un efecto de
frenado psicomotor, aunque débil. Pero señalan que este efecto puede actuar
como factor de confusión al evaluar otros aspectos, como la función ejecutiva,
cuando se incorporan medidas que implican límite de tiempo. La memoria verbal
inmediata también parece afectarse por litio, pero los resultados son aún
escasos y preliminares. Las mermas detectadas ocasionalmente en la fluidez
verbal pueden ser consecuencia de los efectos sobre la memoria verbal y la
velocidad psicomotora. Por otra parte, la queja frecuentemente expresada por
usuarios de litio de pérdida de la creatividad, es difícil de objetivas, ya que
se carecen pruebas validadas para ello; y a la vez, de nuevo puede ser
consecuencia de lo efectos sobre la velocidad psicomotora y memoria verbal.
Adicionalmente, puede ocurrir que los efectos adversos de litio se vean
enmascarados bien por efectos compensatorios de funciones conservadas e incluso
por posibles efectos neuroprotectores del propio litio.<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: 14.4pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm 14.4pt; mso-para-margin-bottom: 1.2gd; mso-para-margin-left: 0cm; mso-para-margin-right: 0cm; mso-para-margin-top: 12.0pt; text-align: justify;"><span style="color: #00b050; font-family: "Times New Roman",serif; font-size: 12pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span>Paterson y Parker (2017) (Paterson A, Parker G. Lithium
and cognition in those with bipolar disorder. Inter Clin Psychopharmacol, 2017;
32:57-62) señalan que los datos indican que litio puede reducir la velocidad
psicomotora, pero que los datos relativos a la velocidad de procesamiento por
litio son inconcluyentes. Distinguen entre ambas, mientras que la primera
requiere movimientos repetidos sin necesidad de procesado cognitivo, las tareas
que evalúan la segunda precisan junto a una adecuada rapidez motórica fina de
un procesado cognitivo básico. Coinciden con Malhi y cols (2017) en que los
efectos sobre la memoria verbal son pequeños y contradictorios.<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: 14.4pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm 14.4pt; mso-para-margin-bottom: 1.2gd; mso-para-margin-left: 0cm; mso-para-margin-right: 0cm; mso-para-margin-top: 12.0pt; text-align: justify; text-indent: 35.4pt;"><span style="color: #00b050; font-family: "Times New Roman",serif; font-size: 12pt; line-height: 150%;">Se
desconoce el mecanismo por el que litio puede ocasionar los efectos cognitivos
adversos subjetivos u objetivos, pero en parte pueden estar relacionados con
los efectos adversos sobre la glándula tiroides. Hasta el 15% y el 49% de los
usuarios de litio padecen hipotiroidismo clínico o subclínico respectivamente.
El deterioro cognitivo forma parte de los síntomas propios de la disfunción
tiroidea, además, la administración de hormonas tiroides puede evitar y
corregir estos daños. (Tremont G, Stern RA. Use of thyroid hormone to dismnish
the cognitive side effects of psychiatric treatment. Psychopharmacol Bull 1997;
33(2):273-80)<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: 14.4pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm 14.4pt; mso-para-margin-bottom: 1.2gd; mso-para-margin-left: 0cm; mso-para-margin-right: 0cm; mso-para-margin-top: 12.0pt; text-align: justify; text-indent: 35.4pt;"><span style="color: #00b050; font-family: "Times New Roman",serif; font-size: 12pt; line-height: 150%;">Las
litemias >1,5mEq/l causan síntomas de toxicidad por litio. Los informes de
casos de intoxicación por litio indican que causa deterioro de la memoria,
atención, rapidez de procesado, constructo visoespacial, función ejecutiva y
memoria de trabajo. Estos síntomas pueden perdurar más de 18meses. (Paterson A,
Parker G. Lithium and cognition in those with bipolar disorder. Inter Clin
Psychopharmacol, 2017; 32:57-62). Las lesiones neurológicas relacionadas con
intoxicación por litio se asemejan a las de la demencia por daño cortical y
subcortical (Brumm VC, van Grop WG, Wirshing W. Chronic neurpsychological
sequelae in a case of severe lithium intoxication. Neuropsychiatry Neuropsychol
Behav. 1998; 11(4):245-249) (Bartha L, Marksteiner JF, Bauer G, Benke T. Persistent
cognitive déficits associated with lithium intoxiction: a neuropsychological
case description. Cortex 2002; 38(5): 743-52) (Eversel A, Ünsalver BÖ, Ceylan
ME, Comert G. Lithium-induced cortical atrophy and cognitive disfunction. BMJ
case rep 2014, publicado en línea, acceso: 28-01-2020;
doi:10.1.36/bcr-2014-207646.). La revisión llevada a cabo por Dias y cols llegó
a la misma conclusión (Dias ML, Balanzá-Martínez V, Sueiro-de-Souza MG, Moreno
RA, Figueira ML, Machado-Vieira R, Vieta E. Pharmacological approaches in
bipolar disorders and the impacto n cognition: a critical overview. Acta
Psychiatr Scand 2012; 126(5):315-331).<o:p></o:p></span></p>
<p class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: 14.4pt; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; margin: 12pt 0cm 14.4pt; mso-para-margin-bottom: 1.2gd; mso-para-margin-left: 0cm; mso-para-margin-right: 0cm; mso-para-margin-top: 12.0pt; text-align: justify; text-indent: 35.4pt;"><span style="color: #00b050; font-family: "Times New Roman",serif; font-size: 12pt; line-height: 150%;">La
combinación de litio con terapia electroconvulsiva (TEC) potencia la toxicidad
neurológica de esta. Se ha observado que tal asociación multiplica por 11,7
(IC95%: 7,55-17,99) las posibilidades de sufrir deliro frente a recibir TEC sin
asociar a litio, aumentándolo del 0,6% (TEC sin litio) a 5,7% (TEC con litio).
Este riesgo es mayor en casos de sujetos con depresión unipolar (7,8%), que en
caso de sujetos con depresión bipolar (3,4%) y que en caso de manía (0,0%).
(Rikinkumar P, Bachu A, Youssef A. Combination of lithium and electroconvulsive
therapy (ECT) is associated with higer odds of deliriumm and cognitive problems
in a large national sample across the United States. Brain Stimul 2020;
13(1):15-19).<o:p></o:p></span></p>Emilio Pol Yanguashttp://www.blogger.com/profile/03803951536939252596noreply@blogger.com0tag:blogger.com,1999:blog-8260174468419950017.post-36228948956527963482020-10-31T11:39:00.002-07:002020-11-02T09:07:23.938-08:00Medicamentos como inductores al suicidio, estudio centrado en antidepresivos y anticonvulsivantes. Papel preventivo del farmacéutico. A propósito de un caso de acoso escolar.<p> </p><p class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;"><span style="font-size: 10pt; line-height: 107%;">Madelaine Novoa Andrés (Estudiante 5º
curso, grado de Farmacia, UMH)<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify;"><span style="font-size: 10pt; line-height: 107%;">Emilio Pol Yanguas (Farmacéutico especialista, Doctor)<o:p></o:p></span></p><p class="MsoNormal" style="text-align: justify;"><span style="font-size: 10pt; line-height: 107%;"><br /></span></p><p class="MsoNormal" style="text-align: justify;"><span style="line-height: 107%;"></span></p><p style="text-align: justify;"><b><span style="font-size: 10pt;">E</span><span style="font-size: medium;">l suicidio</span></b><span style="font-size: medium;">. Aproximadamente
800.000 personas se suicidan cada año en el mundo, dando cuenta del 1,5% de
todas las muertes, por tanto, es una de las 10 causas de muerte más frecuentes.
Por cada muerte por suicidio hay 20 intentos, dando un total de 16 millones de
intentos autolíticos y 160 millones de personas que expresan morir cada año. <br /><o:p></o:p></span><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="font-size: medium;"><br /></span></span></p><p style="text-align: justify;"><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="font-size: medium;">Se consideran conductas suicidas las siguientes:<br /></span></span><span style="font-size: medium;"><span style="font-family: "Courier New"; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font-family: "Times New Roman"; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><!--[endif]--><span style="mso-bidi-font-family: Calibri;">Autolesión/gesto
suicida: conducta potencialmente lesiva autoinflingida para la que existe
evidencia, implícita o explícita, de que la persona no tiene la intención de
matarse. La persona desea utilizar la aparente intencionalidad de morir con
alguna finalidad. Este tipo de conducta puede no provocar lesiones, provocar
lesiones o provocar la muerte (muerte autoinflingida no intencionada).<br /> <o:p></o:p></span></span><span style="font-size: medium;"><span style="font-family: "Courier New"; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font-family: "Times New Roman"; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><!--[endif]--><span style="mso-bidi-font-family: Calibri;">Pensamiento
suicida: ideas recurrentes en las que el sujeto contempla la posibilidad de su
muerte a sus padecimientos, puede o no considerar también como llevar a cabo su
propia muerte, pero no ejecuta acción alguna encaminada a este fin.<br /><o:p></o:p></span></span><span style="font-size: medium;"><span style="font-family: "Courier New"; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font-family: "Times New Roman"; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><!--[endif]--><span style="mso-bidi-font-family: Calibri;">Conducta
suicida no determinada: conducta con grado indeterminado de intencionalidad
suicida que puede resultar sin lesiones, con lesiones o causar la muerte
(muerte autoinflingida con grado indeterminado de intencionalidad).<br /> <o:p></o:p></span></span><span style="font-size: medium;"><span style="font-family: "Courier New"; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font-family: "Times New Roman"; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><!--[endif]--><span style="mso-bidi-font-family: Calibri;">Intento
de suicidio: conducta potencialmente lesiva autoinflingida y sin resultado
fatal, para la que existe evidencia, implícita o explícita, de intencionalidad
de provocarse la muerte. Dicha conducta puede provocar o no lesiones,
independientemente de la letalidad del método.<br /> <o:p></o:p></span></span><span style="font-size: medium;"><span style="font-family: "Courier New"; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font-family: "Times New Roman"; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><!--[endif]--><span style="mso-bidi-font-family: Calibri;">Suicidio:
muerte autoinflingida con evidencia implícita o explícita de que la persona
tenía intencionalidad de autoprovocarse la muerte.<br /><o:p></o:p></span></span><span style="mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;"><o:p><span style="font-size: medium;"> <br /></span></o:p></span><span style="font-size: medium;">El padecimiento de enfermedad
mental grave, el estado depresivo, la falta de apoyo social y el acceso de
medios letales son los factores con más peso en el riesgo de suicidio. Se han
desarrollado diversas herramientas para la evaluación del riesgo de suicidio,
como el Patient Health Questionnaire PQH-9 (adjuntar) o la Columbia Suicide
Severity Rating Scale (C-SSRS), y su uso debe incorporarse selectivamente en la
práctica clínica para la detección precoz en sujetos con factores predisponente
y/o situaciones precipitantes. Los pacientes con mayor riesgo son los que
tienen antecedentes de intentos suicidas, 439/100.000 habitantes-año, los
sujetos recientemente (<3meses) dados de alta tras hospitalización
psiquiátrica 178/1000 y los ancianos (>70 años). Entre las medidas de
prevención está la dispensación de envases con cantidades reducidas de
medicamentos de dispensación sin receta como paracetamol o dextropropoxifeno que
se han empleado en casos de autoenvenenamiento intencional. Aunque los
medicamentos se han empleado como terapia preventiva del suicidio, lo cierto es
que la evidencia en que se apoya este uso procede de estudios observacionales,
la mayoría de los presentan sesgos que los invalida, como los relacionados con
el diseño anidado, o de antes y después, ya que el riesgo a prevenir no
permanece estable en el tiempo.<br /></span><span style="font-size: medium;"><br /></span></p><p style="text-align: justify;"><span style="font-size: medium;">En España la frecuencia de suicidios
se mantiene relativamente estable en la población general, y en descenso en la
población infantojuvenil. En 2000 se produjeron 3383 muertes por suicidio, de
las cuales 281 fueron en menores de 25 años; mientras que en 2018 fueron 3538
suicidios de los cuales 167 fueron en menores de 25 años. En la Comunidad
Valenciana murieron por suicidio 399 personas en 2018. En este año (2018) en España, la
tasa de suicidio con medicamentos psiquiátricos fue de 11,02/1000 suicidios,
muy por delante de la tasa de suicidios con narcóticos y psicodislépticos
1,13/1000, o con analgésicos no opiáceos y AINEs 0,85/1000. La tasa de suicidios
con el resto de los medicamentos fue 67,25/1000. Los métodos más frecuentes de
suicidio fueron ahorcamiento y defenestración que dieron cuenta de 466,8/1000 y
253,4/1000 suicidios. (<a href="https://www.ine.es/dyngs/INEbase/es/operacion.htm?c=Estadistica_C&cid=1254736176780&menu=ultiDatos&idp=1254735573175">https://www.ine.es/dyngs/INEbase/es/operacion.htm?c=Estadistica_C&cid=1254736176780&menu=ultiDatos&idp=1254735573175</a>).<br /></span><o:p><span style="font-size: medium;"> <br /></span></o:p><span style="font-size: medium;">El suicidio implica un fracaso
existencial y un drama para las personas que rodean al suicida. Los
medicamentos son una frecuente herramienta de suicidio. Numerosas enfermedades
especialmente mentales suponen un importante factor de riesgo de suicidio. Los
psicofármacos son la principal herramienta del tratamiento de estos trastornos.
Paradójicamente las autoridades sanitarias han realizado diversas advertencias
relacionadas con el posible incremento del riesgo de suicido inducido por estos
medicamentos.<br /></span><span style="font-size: medium;"><b><br /></b></span></p><p style="text-align: justify;"><span style="font-size: medium;"><b>Caso:</b> Paquita tiene dos
hijos adolescentes, uno de los cuales, Manuel, varón de 15 años, ha precisado
de asistencia psiquiátrica debido a acoso por los compañeros del instituto,
dada su condición sexual y su poca habilidad deportiva y cierto exceso de peso.
Como consecuencia tenía frecuente absentismo escolar, atribuyendo molestias diversas,
y ante la insistencia de los padres lloraba, realizaba fugas de casa, se había
infringido autolesiones en los brazos y amenazas de suicidarse e incluso había
ingerido en alguna ocasión varios comprimidos de paracetamol. Se le diagnosticó
trastorno depresivo secundario al acoso, y se le prescribió escitalopram
20mg/día y topiramato 200mg/día. Como Manuel no parecía mejorar, Paqui decidió
leer los prospectos de los medicamentos, en los que leyó las siguientes
informaciones:</span></p><p style="text-align: justify;"><span style="font-size: medium;"><br /></span><span style="font-size: medium;">Prospecto de topiramato: “Un
reducido número de personas que estaban siendo tratadas con fármacos
antiepilépticos como topiramato<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">®</span> han tenido pensamiento de hacerse
daño o matarse a sí mismos. Si en algún momento tiene estos pensamientos,
contacte inmediatamente con su médico.” <a href="https://cima.aemps.es/cima/dochtml/p/69661/P_69661.html">https://cima.aemps.es/cima/dochtml/p/69661/P_69661.html</a></span></p><p style="text-align: justify;"><span style="font-size: medium;"><a href="https://cima.aemps.es/cima/dochtml/p/69661/P_69661.html"><br /></a></span><span style="font-size: medium;">Prospecto de escitalopram.”<strong><span face=""Calibri",sans-serif" style="color: #333333; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">
P</span></strong><b>ensamientos suicidas y empeoramiento de su depresión o
trastorno de ansiedad. </b>Si usted se encuentra deprimido y/o sufre un
trastorno de ansiedad, puede en algunas ocasiones tener pensamientos en los que
se haga daño o se mate a sí mismo. Éstos pueden ir aumentando al tomar antidepresivos
por primera vez, puesto que todos estos medicamentos requieren un tiempo para
empezar a hacer efecto, generalmente alrededor de unas dos semanas, aunque en
algunos casos podría ser mayor el tiempo. Usted sería más propenso a tener este
tipo de pensamientos: Si previamente ha tenido pensamientos en los que se mata
a sí mismo o se hace daño. Si es un adulto joven. Información de ensayos
clínicos ha demostrado un aumento del riesgo de conductas suicidas en adultos
menores de 25 años con enfermedades psiquiátricas que fueron tratados con un
antidepresivo. Si en cualquier momento usted tiene pensamientos en los que se
hace daño o se mata a sí mismo, <b>contacte con su médico o diríjase
directamente a un hospital.<span style="mso-spacerun: yes;"> </span>Puede ser de
ayuda para usted decirle a un pariente o un amigo cercano</b> que usted
está deprimido o que tiene un trastorno de ansiedad y pedirle que lea este
prospecto. Puede preguntarles si piensan que su depresión o trastorno de
ansiedad ha empeorado. O si están preocupados por los cambios en su actitud. <a name="Uso_en_niños_y_adolescentes_menores_de_1"></a><b>Niños y adolescentes, </b>Escitalopram
no deberá utilizarse normalmente en el tratamiento de niños y adolescentes
menores de 18 años. Asimismo, debe saber que en pacientes menores de 18 años
existe un mayor riesgo de efectos adversos como intentos de suicidio, ideas de
suicidio y hostilidad (predominantemente agresión, comportamiento de
confrontación e irritación) cuando ingieren esta clase de medicamentos. Pese a
ello, su médico puede prescribir escitalopram a pacientes menores de 18 años
cuando decida qué es lo más conveniente para el paciente. Si el médico que le
corresponda ha prescrito escitalopram a un paciente menor de 18 años y desea
discutir esta decisión, por favor, vuelva a su médico. Debe informar a su
médico si alguno de los síntomas descritos anteriormente progresa o experimenta
complicaciones cuando pacientes menores de 18 años están tomando escitalopram.
A la vez, los efectos a largo plazo por lo que a la seguridad se refiere y
relativos al crecimiento, la madurez y el desarrollo cognitivo y conductual de
escitalopram en este grupo de edad todavía no han quedado demostrados.” <span style="mso-spacerun: yes;"> </span><a href="https://cima.aemps.es/cima/dochtml/p/71430/P_71430.html">https://cima.aemps.es/cima/dochtml/p/71430/P_71430.html<br /></a></span><span style="font-size: medium;"><br /></span></p><p style="text-align: justify;"><span style="font-size: medium;">Alarmada, Paqui acude a la farmacia
solicitando hablar con Dña Farmaflo</span><span style="font-size: large;">res, la farmacéutica, a la que cuenta lo que
ha leído en los prospectos de los medicamentos, y le pide consejo. Está
preocupada, especialmente porque Manuel sigue con sus conductas igual o peor. En
la anterior visita al centro de salud mental infantil había presentado el
problema al Dr. Psiquiállejo, que minimizó la importancia e incluso aumento la
dosis de ambos medicamentos, comento que quizás añadiría un inyectable mensual
que ayudaría a controlar los impulsos. Dada la situación, la farmacéutica decidió
como primera aproximación estudiar las fichas técnicas de ambos medicamentos en
CIMA_AEMPS (acceso 20 de octubre del 2020).</span></p><p style="text-align: justify;"><span style="font-size: medium;"><br /></span><span style="font-size: medium;">La ficha técnica de topiramato
indica: “Intentos de suicidio/ideación suicida. En pacientes tratados con
agentes antiepilépticos en varias indicaciones se ha notificado ideación y
comportamiento suicida. En un metaanálisis de ensayos clínicos con FAEs,
aleatorizados y controlados con placebo, se ha observado un pequeño aumento del
riesgo de ideación y comportamiento suicida. Se desconoce el mecanismo de este
riesgo y los datos disponibles no excluyen la posibilidad de un aumento del
riesgo para topiramato. En ensayos clínicos doble ciego, los acontecimientos
relacionados con el suicidio (ARS) (ideación suicida, intentos de suicidio y
suicidio) ocurrieron con una frecuencia de 0,5% en los pacientes tratados con
topiramato (46 de entre 8.652 pacientes tratados) y una incidencia casi 3 veces
mayor que en aquéllos tratados con placebo (0,2%; 8 de entre 4.045 pacientes
tratados). Por lo tanto, se debe controlar a los pacientes para detectar los
signos de ideación y comportamiento suicida y se deberá considerar el
tratamiento adecuado. Se debe aconsejar a los pacientes (y sus cuidadores) que
deben consultar a su médico cuando aparezcan signos de ideación o
comportamiento suicida.” <a href="https://cima.aemps.es/cima/dochtml/ft/69661/FT_69661.html">https://cima.aemps.es/cima/dochtml/ft/69661/FT_69661.html</a></span></p><p style="text-align: justify;"><span style="font-size: medium;"><a href="https://cima.aemps.es/cima/dochtml/ft/69661/FT_69661.html"><br /></a></span><span style="font-size: medium;"><span face="Calibri, sans-serif" style="color: black;">La ficha técnica de escitalopram indica: </span><span face="Calibri, sans-serif" style="color: #333333;"> “<u>Población pediátrica.</u> Escitalopram no deberá
utilizarse en el tratamiento de población pediátrica. Los comportamientos
suicidas (intentos de suicidio e ideas de suicidio), y la hostilidad
(predominantemente agresión, comportamiento de confrontación e irritación)
fueron constatados con más frecuencia en ensayos clínicos con población
pediátrica tratados con antidepresivos frente a aquellos tratados con placebo.
Si se adoptase no obstante la decisión, sobre la base de las pruebas médicas,
de efectuar el tratamiento, deberá supervisarse cuidadosamente en el paciente
la aparición de síntomas de suicidio. Además, carecemos de datos sobre la
seguridad a largo plazo en población pediátrica por lo que se refiere al
crecimiento, la madurez y el desarrollo cognitivo y conductual. </span><u><span face="Calibri, sans-serif" style="color: black;">Suicidio/Pensamientos suicidas o
empeoramiento clínico. </span></u><span face="Calibri, sans-serif" style="color: black;">La
depresión se asocia a un incremento del riesgo de pensamientos suicidas,
autolesiones y suicidio (hechos relacionados con el suicidio). El riesgo
persiste hasta que se produce una remisión significativa. Como la mejoría puede
no producirse durante las primeras semanas o más de tratamiento, los pacientes
deben ser estrechamente monitorizados hasta que se produzca esta mejoría. El
posible incremento del riesgo de suicidio en las fases precoces de
recuperación, es una experiencia clínica general. Otras enfermedades
psiquiátricas para las que se prescribe escitalopram, pueden también asociarse
con un incremento de hechos relacionados con el suicidio. Además, estas
patologías pueden ser comórbidas con un trastorno depresivo mayor. Las mismas
precauciones observadas al tratar pacientes con trastorno depresivo mayor,
deben realizarse cuando se traten pacientes con otros trastornos psiquiátricos.
Pacientes con historial de hechos relacionados con el suicidio o aquellos que
muestran un grado significativo de ideas suicidas previo al inicio del
tratamiento, se conoce que poseen un mayor riesgo de pensamientos suicidas o
intentos de suicidio, y deberían ser monitorizados cuidadosamente durante el
tratamiento. Un metaanálisis de ensayos clínicos con antidepresivos controlados
con placebo en pacientes adultos con trastornos psiquiátricos demostró un
aumento del riesgo de conductas suicidas con antidepresivos comparados con
placebo en pacientes menores de 25 años. Un seguimiento cercano de los
pacientes y en particular en aquellos con alto riesgo, debería acompañar al
tratamiento farmacológico, especialmente, al inicio del tratamiento, así como
después de un cambio de dosis. Los pacientes (y cuidadores de pacientes) deben
ser alertados sobre la necesidad de monitorizar la aparición de cualquier
empeoramiento clínico, conducta o pensamiento suicida y cambios inusuales en la
conducta, y buscar asesoramiento médico inmediatamente si se presentan estos
síntomas.” </span><span style="color: black; mso-color-alt: windowtext;"><a href="https://cima.aemps.es/cima/dochtml/ft/71430/FT_71430.html"><span face="Calibri, sans-serif">https://cima.aemps.es/cima/dochtml/ft/71430/FT_71430.html<br /></span></a></span></span><span face="Calibri, sans-serif"><o:p><span style="font-size: medium;"> <br /></span></o:p></span><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="font-size: medium;">Ante la información obtenida, Doña
Farmaflores decide poner en contacto con el Dr. Psiquiallejo, quien se declara
conocedor la misma, a la que critica, aduce que su experiencia le dice lo
contrario, que la información está claramente equivocada, y que la realidad es
que previene las conductas suicidas por el efecto antidepresivo de escitalopram
y el efecto “anti-impulsivo” de topiramato. Sugiere a la farmacéutica que
desaconseje a María la lectura de los prospectos, y a ella misma que no haga
caso de la información de la ficha técnica. Cuando Farmaflores señala a Psiquiallejo,
que del ensayo clínico a la práctica hay un empeoramiento de la eficacia y de
la seguridad de los fármacos y de la obligación informar a los pacientes (Parra
D. La obligación de informar al paciente. Cuestiones sobre el derecho a ser
informado. Rev Med Chile, 2013;141: 1578-83) este la acusa de falta de ética.<br /></span></span><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="font-size: medium;"><br /></span></span></p><p style="text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="font-size: medium;">La Dra Farmaflores expone al Dr. Psiquiallejo
algunos artículos sobre el tema. Especialmente un metaanálisis de la FDA sobre
antiepilépticos y suicidio, y algunas la denuncia de fraude en la información y
publicación del estudio 329 sobre la eficacia de antidepresivos en el tratamiento
de la depresión mayor en adolescentes.<br /></span></span><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="font-size: medium;"><br /></span></span></p><p style="text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="font-size: medium;">Keler y cols. publicaron en 2001 un
estudio randomizado doble ciego, con control activo, </span></span><span style="font-size: large;">Imipramina, y control
placebo. Concluyeron que paroxetina era un antidepresivo eficaz y seguro para
tratar la depresión en niños (Keller MB, Ryan ND, Strober M y otros. Efficacy
of paroxetine in the treatment of adolescent major depression: a randomized,
controlled trial. J Am Acad Child Adolesc Psychiatry, 2001; 40:762-72). Un
reanálisis de este ensayo clínico, estudio 329 de SKB, llevado a cabo en 2015
demostró que se había cometido un doloroso fraude. No solo paroxetina, ni
Imipramina, eran mejores que placebo ni clínica, ni estadísticamente para
ninguno de los resultados primarios ni segundarios del ensayo preespecificados
en el estudio, sino que además incrementaron de forma clínicamente
significativa los daños causados, incluyendo ideación y comportamiento suicida
en el grupo con paroxetina y daño cardiovascular en el grupo con Imipramina (LeNoury
J, Nardo JM, Healy D, Jureidni J, Raven M, Tufanaru C. Restoring Study 329:
efficacy and harms of paroxetine and imipramine in treatment of major
depression in adolescence. BMJ, 2015; 351:h43201). Unos años después, en el
2006, se publicó un metaanálisis de ensayos clínicos randomizados, alertando de
un aumento del riesgo de suicidio en niños tratados con antidepresivos. Se
realizó un cuidadoso y exhaustivo trabajo, a partir de los datos de cada sujeto
pera identificar y clasificar los eventos relacionados con el suicidio por
investigadores independientes y evitar sesgos de clasificación. El cociente de
riesgo de “conducta o ideación suicida”, para el conjunto de los 9 fármacos
incluidos y para todas las indicaciones, fue 1,95 (IC95%: 1,28-2,98),
claramente indicando un modesto incremento del riesgo (Hammad TA, Laughren T,
Racoosin J. Suicidality in pediatric patients trated with antidepressant drugs.
Arch Gen Psysiatry. 2006; 63:332-9). Que el aumento del riesgo de
suicidabilidad por antidepresivo esta aumentado ha sido corroborado por otros
metanalisis posteriores (Hengartner MP, Plöderl M. Newer generation
antidepressants and suicide risk in randomized controlled trials: A re-analysis
of the FDA database. Psychother and Psychosom, 2019; 88:247-8).</span><span style="font-size: large;"> </span></p><p style="text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="font-size: medium;">Algunos han querido relacionar con los
avisos de la FDA con un descenso del uso de antidepresivos en niños que los
precisas, indicando además que esto ha causado un aumento de los casos de
suicidios en menores (Lu CY, Zhang F, Lakoma MD, Madden JM, Rusinak D, Penfold
RB, et al. Changes in aantidepressant use by Young people and suicidal behavior
after FDA warnings and media coverage: quasi-experimental study. BMJ, 2014;
384:g3596.), pero esto estudio ha sido fuertemente criticados <span style="mso-spacerun: yes;"> </span>(Barber C, Azrael D, Miller M. Study findings
on FDA antidepressant warnings and suicide attemps in young people: a false
alarm?. BMJ, 2014; 349:g5645).</span></span></p><p style="text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="font-size: medium;"><br /></span></span><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="font-size: medium;">Recientemente un metaanálisis en red de
ensayos clínicos controlados de tratamientos antidepresivos en niños y
adolescentes, encontró que comparado con medicamento placebo velafaxina presentaba
un riesgo de suicidio notificado mayor, con un cociente de apuestas 8,31
(IC95%: 1.92-343.19), al respecto <span style="mso-spacerun: yes;"> </span>desvenlafaxina,
Imipramina, duloxetina, fluoxetina y escitalopram también se mostraron
significativamente mejores que venlafaxina, pero no hubieron diferencias con
placebo (Zhou X, Teng T, Zhang Y, Del Glovane C, Furukawa TA, Weisz JR, Li X, Culjpers
P, Coghil D, Xiang Y, Hetrick SE, Leucht S, Qin M, Barth J, Ravindran AV, Yang L,
Curry J, Fan L, Silva SG, Cipriani A. Comparative efficacy and acceptability of
antidepressants, psychoterapies, and their combination for treatment of
children and adolescents with depressive disorders: a systematic and network
meta-analysis. Lancet Psychiatry, 2020; 7:581-601). <span style="mso-spacerun: yes;"> </span>Los propios autores del metaanálisis en red
mencionado indican que la mayoría de los ensayos incluidos no eran de buena
calidad. Los metaanálisis en red proporcionan evidencia más débil que los
metaanálisis clásicos (Molina Arias M. El metaanálisis en Red. Rev Pediatr Aten
Prim, 2016:279-82). Además, se ha demostrado una infranotificación de los casos
de suicidios intentados o consumados en los informes de ensayos clínicos (Carvalho
AF, Sharma MS, Brunoni AR, Vieta E. The safety, tolerability and risks
associated with the use of newer generation antidepressant drug: A critial
review of the literatura. Psychother Psychosom, 2016; 85:270-88).<br /></span></span><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><o:p><span style="font-size: medium;"> <br /></span></o:p></span><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="font-size: medium;">Pero centrémonos en los
anticonvulsivantes. A Manuel se le prescribió escitalopram, es un antidepresivo,
aunque con observaciones importantes de riesgo, está indicado en el trastorno depresivo
mayor que se le ha diagnosticado. Una cuestión distinta es el caso de
topiramato, que carece de indicación psiquiátrica y presenta una observación de
riesgo de suicidabilidad. Se ha observado que el 46% de las prescripciones de
antiepilépticos son para indicaciones “off-label” y de estas el 83% carecían evidencia
en que apoyarse (Radley DC, Finkelstein SN, Stafford RS. Off-label prescribing
among office-based physicians. Arch Intern Med. 2006; 166:1021-6).<br /></span></span><span style="font-size: medium;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><br /></span></span></p><p style="text-align: justify;"><span style="font-size: medium;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">La FDA realizó un metaanálisis de los
ensayos clínicos aleatorizados controlados con placebo de los fármacos
antiepilépticos (AE) en los trastornos convulsivos y otros trastornos. Mostraba
un incremento de las tasas de conductos o ideación suicidas en los sujetos
tratados con AE (Levenson MK, Rochester CG, Mentari E, Hughes A, Feemey J,
Stone M, Wave J. Statistical review and evaluation: antiepileptic drugs and
suicidability. US Food and Drug Administration. 2008, mayo.22. Web site. </span><a href="https://www.fda.gov/files/drugs/published/Statistical-Review-and-Evaluation--Antiepileptic-Drugs-and-Suicidality.pdf"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">https://www.fda.gov/files/drugs/published/Statistical-Review-and-Evaluation--Antiepileptic-Drugs-and-Suicidality.pdf</span></a><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">. acceso
23 de octubre 2020.). Consecuente mente la FDA insertó una advertencia “de caja
negra” sobre este riesgo. Advertencia cuya veracidad fue cuestionada por Gibbon
y cols. quienes en un estudio observacional no encontraron diferencias en las
tasas de suicidio entre los pacientes bipolares tratados y no tratados con AE,
además señalaron que la tasa de suicidio después de iniciar el tratamiento con
AE era menor que antes (Gibbon RD, Hur K, Brow CH, Mann JJ. Relationship
between antiepileptic drugs and suicide attemps in patients with bipolar
disorder. Arch Gen Psychiatry, 2009; 66:1354-60). Pero la fuerza de evidencia
de ambos estudios dista de ser comparable, mientras que el metaanálisis de
ensayos randomizados aporta mayor grado de evidencia, el estudio observacional
no randomizado, el carácter episódico del trastorno bipolar y el tipo de
análisis antes y después, comportan una importante carga de sesgos (Mentari EK,
Stone M, Hammad TA. Arch Geb Psychiatry, 2010; 67:972).<br /> <o:p></o:p></span></span><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="font-size: medium;">La revisión sistemática llevada a cabo
en 2014 por Ferrer y cols, concluyó que o hay suficientes datos para confirmar y
tampoco para excluir el riesgo de suicidio por antiepilépticos. Además lanzan
la hipótesis de que el riesgo de suicidio pudiera no ser un efecto de clase de
los anticonvulsivantes, y que algunos de ellos pudieran tener incluso efecto
protector en algunos casos. El problema es que en su análisis mezcla estudios
observacionales con metaanálisis de ensayos clínicos randomizados. (Ferrer P, Ballarin
E, Sabaté M, Vidal X, Rottenkolber M, Amelio J, Hasford J, Schmield S. Antiepileptic
drugs and suicide: A systematic review of adverse effects. Neuroepidemiology
2014; 42:107-20). Un estudio observaciona porspectivo en pacientes bipolares, encontró
asociación entre inicio de tratamiento con medicación anticonvulsivante y
riesgo de intento de suicidio (Bellivier F, Belzeaux R, Scott J, Courtet P,
Golmard JL, Azorín JM. Anticonvulsants and suicide attempts in bipolar I disorders.
Acta Psychiatr Scand, 2017; 135: 470-8).</span></span></p><p style="text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="font-size: medium;">La carencia de indicación psiquiátrica de topiramato y la ausencia de indicación pediátrica de escitalopram, hace que debamos considera la prescripción de ambos como "prescripciones e situaciones especiales" en este caso utilizados en condiciones o en poblaciones diferentes de las especificadas en las dichas técnicas. Situación que requiere de consentimiento informado por parte del sujeto (Real Decreto 1015/2009, 19 de junio. Ministerio de Sanidad y Politica social. Por el que se regula la disponibilidad de medicamentos en situaciones especiales. BOE 174, del 20-07-2009. Accesible en </span></span><a href="https://www.boe.es/eli/es/rd/2009/06/19/1015/con" style="font-family: verdana, arial, sans-serif; font-size: 16px; margin: 0px; padding: 0px; text-align: left;">https://www.boe.es/eli/es/rd/2009/06/19/1015/con</a> , el 29-oct-2020)</p><p></p><p style="text-align: justify;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><o:p><span style="font-size: medium;"> <br /></span></o:p></span><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><o:p><span style="font-size: medium;"> <br /></span></o:p></span><span style="font-size: medium;">El farmacéutico debe velar por
que el uso de los medicamentos alcance los resultados deseados por los
ciudadanos, debiendo preocuparse por su seguridad y eficacia. Por tanto, la
situación expuesta anteriormente supone un potencial dilema ético para el
farmacéutico en el momento de la dispensación. La omisión de la información por
parte del farmacéutico de los riesgos de los medicamentos es constitutiva de
delito punible, especialmente si el medicamento es utilizado en indicaciones,
condiciones o posologías distintas a las especificadas en las fichas técnicas y
tal información es solicitada (Ley 41/2002, de 14 de noviembre, básica
reguladora de la autonomía del paciente y de derechos y obligaciones en materia
de información y documentación clínica. TEXTO CONSOLIDADO. «BOE» núm. 274, de
15/11/2002. Acceso en <a href="https://www.boe.es/buscar/act.php?id=BOE-A-2002-22188">https://www.boe.es/buscar/act.php?id=BOE-A-2002-22188</a>;
el 25 de octubre del 2020).</span></p><p class="MsoNormal" style="text-align: justify;"><span style="line-height: 107%;"></span></p><p style="text-align: justify;"><span style="font-size: medium;"><br /></span></p><p style="text-align: justify;"><span style="font-size: large;"><br />Ante la situación expuesta
anteriormente, cuando vuelve a reunirse con Paqui, Farmaflores le cuenta lo encontrado en las fichas técnicas, y le explica que ha hablado con Psiquiallejo
y que este le ha dicho que en su experiencia estos medicamentos realmente reducen las
conductas suicidas. Farmaflores trata de evitar una confrontación que solo
conduciría a pérdida de confianza de Paqui con al menos parte del equipo de
salud. Juntas deciden llevar un registro diario de conductas de Manuel,
haciendo especial énfasis en lo que se refiere a “amenazas de suicido”,
“expresión de deseo de muerte”, “conductas autolesivas”, “manifestaciones de
desesperanza”.<br /></span><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><o:p><span style="font-size: large;"> </span><br /></o:p></span><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="font-size: medium;"><br /></span></span><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><o:p><span style="font-size: medium;"> </span></o:p></span></p>
<br /><p></p>Emilio Pol Yanguashttp://www.blogger.com/profile/03803951536939252596noreply@blogger.com1tag:blogger.com,1999:blog-8260174468419950017.post-1098926081289626402020-10-23T03:13:00.015-07:002020-10-30T08:02:51.582-07:00Fármacos empleados en la enfermedad mental grave y función cognitiva<p><span style="font-size: medium;"> Autores.S. Martín Pradenas (psicologo), E. Pol Yanguas (farmacéutico)</span></p><p class="MsoNormal" style="text-align: justify;"><br /></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"></p><p class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;"><span style="line-height: 150%;"><span style="font-family: courier; font-size: large;"><span></span></span></span></p><a name='more'></a><span style="font-family: courier; font-size: large;"><span> </span>La
plasticidad sináptica se ha postulado como base fisiológica de los procesos de
aprendizaje y memoria (Ortega Loubón y Franco, 2010). La sinapsis es el lugar
de acción de los psicofármacos empleados actualmente, y por tanto es razonable
postular la interferencia farmacológica con los procesos de aprendizaje.<o:p></o:p></span><p></p>
<p class="Standard" style="line-height: 150%; text-align: left; text-indent: 35.45pt;"><span color="windowtext"><span style="font-family: courier; font-size: large;">En la práctica clínica, la aplicación del tratamiento psicofarmacológico se
da como primera opción en personas que padecen trastornos mentales y, engloba
un amplio abanico de medicamentos, algunos de ellos con una larga experiencia
de utilización y con importantes efectos secundarios, frente a otros que se han
incluido hace poco en<span style="mso-spacerun: yes;"> </span>las
intervenciones farmacológica y, presumiblemente, con una mejor tolerancia
(Pérez Escudero<i style="mso-bidi-font-style: normal;"> et al.</i> 2010).</span></span></p>
<p class="Standard" style="line-height: 150%; text-align: left; text-indent: 35.45pt;"><span style="font-family: courier; font-size: large;"><u><span color="windowtext" lang="ES-TRAD">Antipsicóticos.</span></u><span color="windowtext" lang="ES-TRAD"> Con
la intervención farmacológica antipsicótica hasta
ahora se ha obtenido poca eficacia, en el sentido que los resultados han<span style="mso-spacerun: yes;"> </span>proporcionado ganancias modestas a moderadas
en múltiples dominios cognitivos,<span style="mso-spacerun: yes;">
</span>independientemente del tipo de fármaco y de su dosis. Además, los antipsicóticos pueden provocar<span style="mso-spacerun: yes;"> </span>efectos colaterales<span style="mso-spacerun: yes;"> </span>sobre la salud en general y la calidad de
vida del paciente con esquizofrenia (Mishara y Goldberg, 2004; Tajima Pozo <i style="mso-bidi-font-style: normal;">et al</i>., 2009). Los antipsicóticos de
tercera generación, con propiedades agonistas parciales D<sub>2</sub> y 5HT<sub>1</sub>
y antagonista 5HT<sub>2</sub>, se presentaron con promesas de mejoramiento
cognitivo en la esquizofrenia (Topolov y Getova, 2016), pero lo cierto es que, aunque
parecen mejorar las funciones motoras como velocidad del habla emporan las
cognitivas como fluidez verbal y funciones ejecutivas (Yasui-Furukori et al.,
2012).<o:p></o:p></span></span></p>
<p class="Standard" style="line-height: 150%; margin-top: 12pt; text-align: left; text-indent: 35.45pt;"><span style="font-family: courier; font-size: large;"><span color="windowtext" lang="ES-TRAD">Una mejoría cognitiva
(fluidez verbal y funciones ejecutivas) de magnitud apreciable asociada a
antipsicóticos se ha observado solo en una fracción pequeña de sujetos, 7,5-25%,
y parece asociada a os niveles de metoxi-hidroxi-fenilglicol que es un
indicador de recambio de las catecolaminas en las sinapsis del SNC (Hori, et
al. 2020). Los efectos adversos extrapiramidales en el caso de los
antipsicóticos de primera generación (Arana, 2000), y los efectos metabólicos
en el caso de los antipsicóticos de segunda generación (</span><span lang="EN-US" style="background: white;">MacKenzie
et al., 2018</span><span color="windowtext" lang="ES-TRAD">), parecen mediar, al menos parcialmente, en el efecto deletéreo observado
sobre la cognición. Durante un seguimiento de pacientes que habían recibido
previamente antipsicóticos durante 1,5 años, se observó que aquellos que
interrumpieron la toma de estos fármacos mejoraron significativamente más en función
cognitiva global que aquellos que continuaron ingiriéndolos durante todo el
periodo de seguimiento de hasta 3,5 años, alertando sobre el posible efecto
lesivo del uso continuo de antipsicóticos sobre la cognición (Albert et al.,
2019). El declive cognitivo parece asociarse con la carga antipsicótica
acumulada, conjunta de antipsicóticos típicos y atípicos (Husa, et al., 2017).
El uso de dosis elevadas parece asociarse con dificultades de concentración (</span><span lang="EN-US" style="background: white;">Fountoulakis,
et al., 2017</span><span color="windowtext" lang="ES-TRAD">).<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;"><br /></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;"><span style="font-family: courier; font-size: large;"><u><span style="line-height: 150%;">Benzodiazepinas</span></u><span style="line-height: 150%;">.
Las benzodiazepinas actúan potenciando los efectos inhibidores del GABA, pero
además presentan cierta actividad anticolinérgica.<span style="color: black;"> Diazepam
causaba amnesia anterógrada cuando se empelaba como premdicación anestésica, al
parecer dificultando la consolidación de recuerdos, lo que se encntró de
utilidad en cirugía (Clarke PRF et al; 1970).</span> Alprazolam parece
producir un descenso en el aprendizaje y el rendimiento mnésico, al parecer
reduciendo la fuerza de establecimiento de asociaciones, parece afectar
fundamentalmente a la consolidación de recuerdos y menos evidentemente la
memoria de trabajo (Pietrzak et al., 2012). Lorazepam parece causar un
empeoramiento de la capacidad de adaptación similar a las lesiones en la
amígdala (Korn, et al. 2017). Sin embargo, a diferencia de dosis medias-altas,
dosis bajas puntuales de clobazam han mostrado mejorar el resultado de los
sujetos en pruebas neurocognitivas de percepción, creatividad, memoria de
trabajo e inteligencia (Zaidi et al., 2018). Mientras que el uso crónico de
benzodiazepinas empeora de manera sostenida en el tiempo los resultados de
medidas de la función ejecutiva, vigilia y tiempo de reacción, para la pérdida
de memoria implícita se produce cierta tolerancia (<span style="background: white; color: black; mso-color-alt: windowtext;">van der Sluiszen et al., 2019</span>).
Por el contrario, en sujetos con depresión, las benzodiazepinas añadidas a la
farmacoterapia antidepresiva de base mejoraron los resultados de las pruebas de
sustitución símbolos/dígitos, al parecer aumentando la velocidad del procesado
de la información, y no parece desarrollarse tolerancia a este efecto (Duan et
al., 2019).<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;"><span style="font-family: courier; font-size: large;"><u><span style="line-height: 150%;">Fármacos
anticonvulsivantes y litio</span></u><span style="line-height: 150%;">. Los fármacos empleados en el trastorno
bipolar son conocidos como eutimizantes, suelen actuar a través de la
potenciación GABAergica, pero también interactúan directamente con canales
iónicos y poseen actividad anticolinérgica. Se han descrito efectos mixtos
sobre los diferentes componentes de las funciones cognitivas (Xu et al., 2020).
Los efectos de litio sobre la cognición parecen estar asociados al
enlentecimiento psicomotor (Peterson y Parker, 2017). Tanto litio como
valproico deterioran la valoración global de la función cognitiva, ambos afectan
negativamente a la memoria verbal inmediata (Senturk, et al., 2007), pero este
último se asocia con peores resultados en la valoración de la memoria de
trabajo que el primero, no encontrándose diferencia entre ellos en las memorias
verbal y no verbal, función ejecutiva y rapidez de procesamiento (<span style="background: white; color: black; mso-color-alt: windowtext;">Muralidharan et al.,
2015</span>). Lamotrigina ha mostrado un menor impacto cognitivo que valproato,
carbamazepina y otros anticonvulsivantes (Dias et al., 2012). Los efectos
cognitivos de topiramato, que se emplea fuera de indicación en la enfermedad
mental grave, parece de la índole de los antiepilépticos más antiguos como
carbamazepina (<span style="background: white; color: black; mso-color-alt: windowtext;">Malagón-Valdez, 2003</span>).<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;"><span style="font-family: courier; font-size: large;"><u><span style="line-height: 150%;">Anticolinérgicos.</span></u><span style="line-height: 150%;"> La
escopolamina es un fármaco anticolinérgico que actúa sobre los receptores
muscarínicos parece afectar a las funciones cognitivas y psicomotoras de
voluntarios sanos (<span style="background: white; color: black; mso-color-alt: windowtext;">Liem-Moolenaar et al., 2010</span>). Biperideno un
anticolinérgico central empelado para tratar los efectos extrapiramidales de
los neurolépticos causa deterioro cognitivo tanto en voluntarios sanos como en
enfermos de esquizofrenia, siendo este efecto mayor en los pacientes (<span style="background: white; color: black; mso-color-alt: windowtext;">Schneider et al.
2013</span>). Tanto la administración del colinomimético inhibidor de la
colinesterasa (Harel et al., 2013), como la interrupción de la administración de
biperideno fueron capaces de revertir estos efectos cognitivos adversos (<span style="background: white; color: black; mso-color-alt: windowtext;">Ogino et al. 2011</span>).
Sin embargo, el uso de fármacos anticolinesterasa, añadidos al tratamiento
estándar o no mejoró el déficit cognitivo asociado a la depresión (<span style="background: white; color: black; mso-color-alt: windowtext;">Devanand et al.
2018</span>) o a la esquizofrenia (<span style="background: white; color: black; mso-color-alt: windowtext;">Kishi et al., 2018</span>). Trospio, otro anticolinérgico
empleado en el tratamiento de incontinencia urinaria por vejiga neurógena puede
causar deterior en las pruebas de aprendizaje verbal, causando retraso en el
recuerdo y aumentando el sesgo de recuerdo, pero este efecto suele atenuarse en
pocas semanas al desarrollarse tolerancia, sin embargo, persisten efectos
cognitivos adversos en las medidas de orientación, memoria y concentración para
los que no se desarrolla tolerancia (Geller et al., 2012). La actividad anticolinérgica
sérica elevada parece asociarse con menor densidad de materia gris en amplias
regiones de los lóbulos frontal y mediotemporales, incluyendo las regiones
dorsolaterales y prefrontal, alteraciones que parecen mediar con el
empeoramiento cognitivo por anticolinérgicos (<span style="background: white; color: black; mso-color-alt: windowtext;">Wojtalik et al., 2012</span>). A la
carga anticolinérgica total que reciben los pacientes mentales contribuyen
muchos fármacos empleados con indicaciones psiquiátricas diversas, como los
antipsicóticos, antidepresivos, ansiolíticos y anticonvulsivantes (<span style="background: white; color: black; mso-color-alt: windowtext;">De Vreese et al.,
2018</span>). Los agonistas nicotínicos, como mecamialmina, no parecen
implicados en el deterior cognitivo (Voss et al., 2010). Sin embargo, se
observa deterioro cognitivo en la abstinencia a nicotina, que puede ser
revertida al menos parcialmente por bupropion, una katinona relacionada con las
anfetaminas y comercializada como antidepresivo que inhibe la recaptación de
noradrenalina y dopamina (<span style="background: white; color: black; mso-color-alt: windowtext;">Perkins et al., 2013</span>).<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;"><span style="font-family: courier; font-size: large;"><u><span style="line-height: 150%;">Antidepresivos.</span></u><span style="line-height: 150%;"> El
uso de antidepresivos no parece influir en la capacidad cognitiva en pacientes
con depresión mayor, uni- o bipolar. En un seguimiento durante 6 años de
pacientes diagnosticados de depresión se observó un mayor declive cognitivo
entre pacientes con alto nivel depresivo y consumo de fármacos antidepresivos
que entre aquellos con similar nivel de depresión que no consumían
antidepresivos, pero esta diferencia desapareció al controlar diversas variables
de confusión (<span style="background: white; color: black; mso-color-alt: windowtext;">Saczynsk et al., 2015</span>). <o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;"><span style="line-height: 150%;"><span style="font-family: courier; font-size: large;">Vortioxetina
es un fármaco Inhibidor selectivo de recaptación de serotonina (ISRS) con capacidad
antagonista en los receptores 5HT<sub>3y7</sub> <span style="mso-spacerun: yes;"> </span>y agonista sobre los 5HT<sub>1AyB</sub>, al
que se le atribuye mejoramiento cognitivo en sujetos con depresión,
concretamente mejorando el rendimiento en la prueba de sustitución de
símbolos/dígitos y en el de aprendizaje verbal/auditivo (<span style="background: white; color: black; mso-color-alt: windowtext;">Mahableshwarkar</span>
et al., 2015; <span style="background: white; color: black; mso-color-alt: windowtext;">McIntyre<span style="mso-spacerun: yes;"> </span>et al., 2014</span> ), como
un efecto diferenciado del efecto antidepresivo pero estos beneficios no han
podido ser claramente demostrados (<span style="background: white; color: black; mso-color-alt: windowtext;">Nierenberg et al., 2019; Vieta et al., 2018; Theunissen et
al., 2013</span>).<span style="mso-spacerun: yes;"> </span>Otros medicamentos
ISRS o inhibidores de recaptación de serotonina y noradrenalina (IRSN) han
mostrado mejorar la cognición al mejorar la depresión, por ejemplo, la memoria
visual (<span style="background: white; color: black; mso-color-alt: windowtext;">Nagane
et al., 2014</span>), la memoria verbal y la función ejecutiva (Castellano et
al., 2016), la memoria de trabajo (<span style="background: white; color: black; mso-color-alt: windowtext;">Reddy et al., 2016</span>). <o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;"><span style="line-height: 150%;"><span style="font-family: courier; font-size: large;">Tianeptino,
agente glutamatérgico, ha mostrado mejorar la memoria verbal y reducir los
errores, mejorando la memoria a largo plazo y la capacidad de razonamiento (<span style="background: white; color: black; mso-color-alt: windowtext;">Jeon et al.,
2014)</span>. Mientras que ketamina, también con mecanismo glutamatérgico, ha
mostrado un efecto claro, rápido y sostenido en la capacidad cognitiva de
sujetos con depresión resistente al tratamiento convencional (Lara et al., 2013).
Los agentes de tipo anfetamínico, que inhiben la recaptación de noradrenalina y
dopamina, como lisdexanfetamina o bupropion también se han mostrado procognitivos
<span style="mso-spacerun: yes;"> </span>(<span style="background: white; color: black; mso-color-alt: windowtext;">Madhoo et al., 2014; </span><span style="mso-spacerun: yes;"> </span>y <span style="background: white; color: black; mso-color-alt: windowtext;">Soczynska et al., 2014</span>). Mirtazapina (antagonista alfa<sub>2</sub>-presináptico)
produce inicialmente empeoramiento en el rendimiento psicomotor y cognitivo,
pero con el uso continuado se produce tolerancia a estos efectos (<span style="background: white; color: black; mso-color-alt: windowtext;">Jellinger</span>
et al., 1990 y <span style="background: white; color: black; mso-color-alt: windowtext;">Sasada et al., 2013</span>). Por su parte trazodona (antagonista 5HT2
presináptico) no parece afectar a la cognición ni en las primeras dosis ni al
continuar el tratamiento (<span style="background: white; color: black; mso-color-alt: windowtext;">Sasada et al., 2013</span>).<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;"><span style="line-height: 150%;"><span style="font-family: courier; font-size: large;">Algunos
estudios han relacionado la mejoría cognitiva en pacientes depresivos tratados
con ISRS con el descenso de la actividad glucocorticoides, al parecer reduciendo
la capacidad de estas hormonas de empeorar la memoria de trabajo e incrementar
los errores en la misma (<span style="background: white; color: black; mso-color-alt: windowtext;">Hinkelmann</span> et al., 2012 y <span style="background: white; color: black; mso-color-alt: windowtext;">Pariante et al., 2012</span>). El
padecimiento de sucesos estresantes parece aumentar la vulnerabilidad a los
efectos negativos sobre la cognición de los medicamentos ISRS como
escitalopram, pero no de los antidepresivos tricíclicos (ADT) de acción
predominantemente noradrenérgica como nortriptilina (<span style="background: white; color: black; mso-color-alt: windowtext;">Krief</span> et al., 1991). La
supresión de sueño REM, de movimientos rápidos del ojo, por citalopram (ISRS) o
por reboxetina, inhibidor selectivo de recaptación de noradrenalina, no afectó
al rendimiento mnésico ni a la flexibilidad cognitiva, funciones que parecen más
bien relacionadas con el sueño no-REM, mientas que el sueño REM se relaciona
con la memoria procedimental (<span style="background: white; color: black; mso-color-alt: windowtext;">Göder et al., 2011</span>). <o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;"><span style="line-height: 150%;"><span style="font-family: courier; font-size: large;">No
obstante, otros autores encuentran que los síntomas cognitivos asociados a la
depresión persisten independientemente de la mejoría de los síntomas afectivos con
el tratamiento farmacológico con ISRS o IRSN (<span style="background: white; color: black; mso-color-alt: windowtext;">Shilyansky</span> et al., 2016), de
modo que constituyen una diana terapéutica no debidamente atendida (<span style="background: white; color: black; mso-color-alt: windowtext;">Bortolato et al.,
2016</span>). Es más, algunos autores han detectado que hasta un 20% de los
sujetos tratados con ISRS a largo plazo, por depresión mayor o por trastorno de
ansiedad, presentan síntomas de deterioro cognitivo como fatiga,
distraibilidad, falta de concentración, pérdida de memoria y apatía; que
parecen corresponder a efectos secundarios indeseables de los medicamentos más
que síntomas residuales de los trastornos iniciales (<span style="background: white; color: black; mso-color-alt: windowtext;">Popovic et al., 2015</span>). <o:p></o:p></span></span></p>
<p class="Standard" style="line-height: 150%; margin-top: 12pt; text-indent: 35.4pt;"><span style="font-family: courier; font-size: large;"><span color="windowtext" lang="ES-TRAD">En general los
antidepresivos añadidos al tratamiento antipsicótico no fueron capaces de
mejorar los síntomas cognitivos en la esquizofrenia, y en los estudios en que
aparece una mejoría estadísticamente significativa, era pequeño tamaño y
carecía de significación clínica (Vernon et al., 2014). Tampoco mejoraron los
síntomas cognitivos en sujetos con depresión comórbida con otros trastornos
neurológicos (Price et al., 2011). Los antidepresivos se asociaron a deterior
en las funciones cognitivas en pacientes con trauma cerebral con y sin depresión
(</span><span lang="EN-US" style="background: white;">Failla et al., 2016)</span><span color="windowtext" lang="ES-TRAD"><o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: 150%; margin-top: 12pt; text-align: justify; text-indent: 35.4pt;"><u><span style="line-height: 150%;"><span style="font-family: courier; font-size: large;">Otros medicamentos</span></span></u><span style="line-height: 150%;"><span style="font-family: courier; font-size: large;">:
En general los medicamentos empleados en el tratamiento y prevención de los
trastornos mentales se han asociado a empeoramientos del rendimiento cognitivo,
ya de por si deteriorados por las patologías psiquiátricas de base,
especialmente neurolépticos y anticonvulsivantes, pero también algunos
antihipertensivos y antidiabéticos, los inhibidores de la bomba de protones y laxantes.
Sin embargo medicamentos como el antiinflamatorio ibuprofeno, los antihipertensivos
inhibidores de la convertasa de la angiotensina o el mucolitico n-acetilcisteina,
han mostrado propiedades procognitivas.(<span style="background: white; color: black;"> Nevado-Holgado et al., 2016</span> y Bortolato et
al., 2016).</span><span style="font-family: "Times New Roman", serif; font-size: 12pt;"><o:p></o:p></span></span></p><p class="MsoNormal" style="line-height: 150%; margin-top: 12pt; text-align: justify; text-indent: 35.4pt;"><span style="font-family: "Times New Roman",serif; font-size: 12pt; line-height: 150%;"><br /></span></p>
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<p class="MsoNormal" style="margin-left: 35.4pt; text-align: justify; text-indent: -35.45pt;"><span style="font-family: "Times New Roman",serif; font-size: 12pt; line-height: 107%;"><o:p> </o:p></span></p><br /><p></p>Emilio Pol Yanguashttp://www.blogger.com/profile/03803951536939252596noreply@blogger.com0