tag:blogger.com,1999:blog-47249731249012643332024-03-13T10:01:18.423-06:00De Zacatenco a C.U.Relatos de una Burrita en territorio PumaUnknownnoreply@blogger.comBlogger212125tag:blogger.com,1999:blog-4724973124901264333.post-51710970582703543292021-04-03T01:32:00.000-06:002021-04-03T01:32:01.926-06:00<p><span style="background-color: white; font-size: 18px;"><span style="color: #333333; font-family: -apple-system, BlinkMacSystemFont, Segoe UI, Roboto, Helvetica Neue, Arial, sans-serif, Apple Color Emoji, Segoe UI Emoji, Segoe UI Symbol;"><br /></span></span></p><p style="background-color: white; color: #333333; font-family: Charter, Georgia, serif; font-size: 21px; margin: 0px auto 16.32px; max-width: 696px;">Tabletas digitalizadoras y monitores interactivos son dos dispositivos muy similares tanto en su objetivo como en su escenario de uso.</p><p style="background-color: white; color: #333333; font-family: Charter, Georgia, serif; font-size: 21px; margin: 0px auto 16.32px; max-width: 696px;">Así, con ambos podremos digitalizar el contenido que vayamos esbozando con el lápiz digital. En ambos casos, estamos ante dos tipos de dispositivos que tienen en el sector creativo su principal escenario de aplicación.</p><p style="background-color: white; color: #333333; font-family: Charter, Georgia, serif; font-size: 21px; margin: 0px auto 16.32px; max-width: 696px;"><span style="font-weight: 600;">¿Cuál es la diferencia entre ambos?</span> La superficie de trabajo: en los monitores interactivos vemos sobre ella lo que estamos trazando al integrar una pantalla (que puede ser incluso de tinta electrónica), lo que hacen de ellos dispositivos más específicos y de mayor coste.</p><p style="background-color: white; color: #333333; font-family: Charter, Georgia, serif; font-size: 21px; margin: 0px auto 16.32px; max-width: 696px;">Una alternativa más general la encontramos en <span style="font-weight: 600;">las tabletas que admiten lápices ópticos</span> al estilo el <a href="https://www.xataka.com/analisis/nuevo-ipad-2019-analisis-caracteristicas-precio-especificaciones" style="color: #378708;">iPad (2019)</a> y los <a href="https://www.xataka.com/analisis/apple-ipad-pro-2020-opiniones-analisis-30-dias-uso" style="color: #378708;">iPad Pro</a>, las <a href="https://www.xataka.com/analisis/samsung-galaxy-tab-s7-plus-5g-analisis-caracteristicas-precio-especificaciones" style="color: #378708;">Samsung Galaxy Tab S7</a> y la generación anterior incluyendo la <a href="https://www.xataka.com/analisis/samsung-galaxy-tab-s6-lite-analisis-caracteristicas-precio-especificaciones" style="color: #378708;">Samsung Galaxy Tab S6 Lite</a> (con lápiz incluido) o la Huawei MatePad y <a href="https://www.xataka.com/analisis/huawei-matepad-pro-analisis-caracteristicas-precio-especificaciones" style="color: #378708;">MatePad Pro</a>.</p><p style="background-color: white; color: #333333; font-family: Charter, Georgia, serif; font-size: 21px; margin: 0px auto 16.32px; max-width: 696px;"><br /></p><p style="background-color: white; color: #333333; font-family: Charter, Georgia, serif; font-size: 21px; margin: 0px auto 16.32px; max-width: 696px;"><b style="color: #202122; font-family: sans-serif; font-size: 14px;">Lápiz activo vs. lápiz pasivo</b><span style="color: #202122; font-family: sans-serif; font-size: 14px;">: La diferencia principal entre un lápiz activo y el dispositivo de entrada conocido como estilete pasivo ´es que aunque este último puede escribir directamente en la pantalla, no incluye electrónica y así no tiene las características que son únicas en un lápiz activo: sensibilidad táctil, botones de entrada, etc.. Los lápices activos modernos están soportados por los </span><a href="https://es.wikipedia.org/wiki/Sistema_operativo" style="background-attachment: initial; background-clip: initial; background-image: none; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0645ad; font-family: sans-serif; font-size: 14px; text-decoration-line: none;" title="Sistema operativo">sistemas operativos</a><span style="color: #202122; font-family: sans-serif; font-size: 14px;"> más modernos, incluyendo los </span><a href="https://es.wikipedia.org/wiki/Android" style="background-attachment: initial; background-clip: initial; background-image: none; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0645ad; font-family: sans-serif; font-size: 14px; text-decoration-line: none;" title="Android">Android</a><span style="color: #202122; font-family: sans-serif; font-size: 14px;"> de Google y las distintas versiones de </span><a href="https://es.wikipedia.org/wiki/Microsoft_Windows" style="background-attachment: initial; background-clip: initial; background-image: none; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #0645ad; font-family: sans-serif; font-size: 14px; text-decoration-line: none;" title="Microsoft Windows">Microsoft Windows</a><span style="color: #202122; font-family: sans-serif; font-size: 14px;">.</span></p><p style="background-color: white; margin: 0px auto 16.32px; max-width: 696px;"><span style="color: #202122; font-family: sans-serif;"><span style="font-size: 17.5px; white-space: nowrap;">https://es.wikipedia.org/wiki/L%C3%A1piz_activo</span></span></p><p style="background-color: white; color: #333333; font-family: Charter, Georgia, serif; font-size: 21px; margin: 0px auto 16.32px; max-width: 696px;"><span style="font-family: -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, "Helvetica Neue", Arial, sans-serif, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol"; font-size: 18px;">https://www.xataka.com/seleccion/que-tableta-digitalizadora-comprar-recomendaciones-para-elegir-tu-modelo-ideal-siete-tabletas-50-euros</span></p><div class="desvio-container" style="-webkit-font-smoothing: antialiased; background-color: white; color: #333333; font-family: Tofino, -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, Oxygen, Ubuntu, Cantarell, "Open Sans", "Helvetica Neue", sans-serif; font-size: 16px; line-height: 24px; margin-left: auto; margin-right: auto; max-width: 696px; text-rendering: optimizelegibility;"><div class="desvio" style="-webkit-font-smoothing: antialiased; align-items: center; border-bottom: 1px solid rgb(204, 204, 204); border-top: 1px solid rgb(204, 204, 204); box-sizing: border-box; display: flex; flex-direction: row; line-height: 24px; margin: 31.92px 0px; padding: 24px; text-rendering: optimizelegibility;"><div class="desvio-figure js-desvio-figure" style="-webkit-font-smoothing: antialiased; flex: 0 0 40%; line-height: 24px; margin-right: 24px; position: relative; text-align: center; text-rendering: optimizelegibility;"></div></div></div><p><span style="background-color: white; color: #333333; font-family: -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, "Helvetica Neue", Arial, sans-serif, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol"; font-size: 1.125rem;">La principal distinción entre una tableta activa y una pasiva es cómo se usa el lápiz. Las tabletas activas vienen con un lápiz óptico que puede usar para dibujar como si fuera un lápiz. Los estiletes activos son geniales porque permiten al usuario dibujar directamente en la pantalla y hacer algunas composiciones de arte interesantes.</span></p><p style="background-color: white; box-sizing: inherit; color: #333333; font-family: -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, "Helvetica Neue", Arial, sans-serif, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol"; font-size: 1.125rem; margin: 0px 0px 1.5rem; outline: 0px; padding: 0px;">Además, las tabletas activas vienen con sensibilidad al tacto, memoria, borradores electrónicos y botones de entrada. Pruebe tabletas activas si necesita un método directo y simple para dibujar.</p><p style="background-color: white; box-sizing: inherit; color: #333333; font-family: -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, "Helvetica Neue", Arial, sans-serif, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol"; font-size: 1.125rem; margin: 0px 0px 1.5rem; outline: 0px; padding: 0px;">https://www.tabletbarata.net/tabletas-graficas/</p><p style="background-color: white; box-sizing: inherit; color: #333333; font-family: -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, "Helvetica Neue", Arial, sans-serif, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol"; font-size: 1.125rem; margin: 0px 0px 1.5rem; outline: 0px; padding: 0px;"><br /></p><h3 itemprop="name" style="background-color: white; border: 0px; box-sizing: inherit; clear: both; color: #282828; font-family: Montserrat, sans-serif; font-size: 3.2rem; hyphens: auto; line-height: 41.6px; margin: 4.5rem 0px 1.8rem; outline: 0px; padding: 0px; vertical-align: baseline; word-break: break-word;"><span id="Que_tipos_de_lapiz_optico_existen" style="border: 0px; box-sizing: inherit; font-family: inherit; font-size: 32px; font-style: inherit; font-weight: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">¿Qué tipos de lápiz óptico existen?</span></h3><div itemprop="acceptedAnswer" itemscope="" itemtype="https://schema.org/Answer" style="background-color: white; border: 0px; box-sizing: inherit; color: #282828; font-family: Montserrat, sans-serif; font-size: 18px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><span itemprop="text" style="border: 0px; box-sizing: inherit; font-family: inherit; font-style: inherit; font-weight: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Hay 3 tipos principales de lápices ópticos: los estiletes o <em style="border: 0px; box-sizing: inherit; font-family: inherit; font-weight: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">stylus</em> tradicionales y las tablas digitalizadoras que, de esta forma, son capaces de ser pasivas o activas. Los primeros son aparatos que dejan interactuar con la pantalla por medio de un sistema de presión. Las dos últimas son superficies planas que se utilizan con el lápiz óptico específico que incluye.<ul style="border: 0px; box-sizing: inherit; font-family: inherit; font-style: inherit; font-weight: inherit; list-style: square; margin: 0px 0px 3.6rem 1.8rem; outline: 0px; padding: 0px; vertical-align: baseline;"><li style="border: 0px; box-sizing: inherit; font-family: inherit; font-style: inherit; font-weight: inherit; list-style: none; margin: 0px 0px 1.1rem; outline: 0px; padding: 0px 0px 0px 2.5rem; position: relative; vertical-align: baseline;"><span style="border: 0px; box-sizing: inherit; font-family: inherit; font-style: inherit; font-weight: 700; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Estilete tradicional:</span> Posee un sistema de presión y es compatible con una gran cantidad de aparatos.</li><li style="border: 0px; box-sizing: inherit; font-family: inherit; font-style: inherit; font-weight: inherit; list-style: none; margin: 0px 0px 1.1rem; outline: 0px; padding: 0px 0px 0px 2.5rem; position: relative; vertical-align: baseline;"><span style="border: 0px; box-sizing: inherit; font-family: inherit; font-style: inherit; font-weight: 700; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Tableta digitalizadora activa:</span> Se abastece por medio de pilas. Son un poco más pesados y unos cuantos utilizan sistemas de alimentación. No obstante, necesitan batería o cable.</li><li style="border: 0px; box-sizing: inherit; font-family: inherit; font-style: inherit; font-weight: inherit; list-style: none; margin: 0px 0px 1.1rem; outline: 0px; padding: 0px 0px 0px 2.5rem; position: relative; vertical-align: baseline;"><span style="border: 0px; box-sizing: inherit; font-family: inherit; font-style: inherit; font-weight: 700; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Tableta digitalizadora pasiva:</span> Posee un sistema de inducción electromagnética. Por desgracia, solo es compatible con aparatos con malla eléctrica.</li></ul></span></div><p style="background-color: white; box-sizing: inherit; color: #333333; font-family: -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, "Helvetica Neue", Arial, sans-serif, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol"; font-size: 1.125rem; margin: 0px 0px 1.5rem; outline: 0px; padding: 0px;"><br /></p><p style="background-color: white; box-sizing: inherit; color: #333333; font-family: -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, "Helvetica Neue", Arial, sans-serif, "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol"; font-size: 1.125rem; margin: 0px 0px 1.5rem; outline: 0px; padding: 0px;"><br /></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4724973124901264333.post-12274629957187994152021-02-23T12:42:00.002-06:002021-02-24T13:24:48.815-06:00Solucioes de concentracion<div dir="auto" style="background-color: white; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 14px; white-space: pre-wrap;">Concentracion: "x" g/L</div><div dir="auto" style="background-color: white; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 14px; white-space: pre-wrap;">Solvente: Agua desmineralizada</div><div dir="auto" style="background-color: white; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 14px; white-space: pre-wrap;">Pesar 0.100 g en 100 mL</div><div dir="auto" style="background-color: white; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 14px; white-space: pre-wrap;">Tomar 5 mL, aforar a 50 mL</div><div dir="auto" style="background-color: white; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 14px; white-space: pre-wrap;">Tomar 5 mL, aforar a 100 mL</div><p><span face=""Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif" style="background-color: #f0f2f5; color: #050505; font-size: 14px;">Posible resolucion 1 (</span><span class="pq6dq46d" style="-webkit-tap-highlight-color: transparent; border-color: initial; border-style: initial; border-width: 0px; box-sizing: border-box; cursor: pointer; display: inline-flex; font-family: inherit; font-size: 12px; list-style: none; margin: 0px; outline: none; padding: 0px; text-align: inherit; text-decoration-line: none; touch-action: manipulation;"><span class="d2edcug0 hpfvmrgz qv66sw1b c1et5uql rrkovp55 a8c37x1j keod5gw0 nxhoafnm aigsh9s9 d9wwppkn fe6kdd0r mau55g9w c8b282yb mdeji52x sq6gx45u j5wam9gi lrazzd5p oo9gr5id" color="var(--primary-text)" dir="auto" style="display: inline; font-family: inherit; font-size: 0.75rem; font-weight: 600; line-height: 1.2308; max-width: 100%; min-width: 0px; overflow-wrap: break-word; word-break: break-word;"><a class="oajrlxb2 g5ia77u1 qu0x051f esr5mh6w e9989ue4 r7d6kgcz rq0escxv nhd2j8a9 nc684nl6 p7hjln8o kvgmc6g5 cxmmr5t8 oygrvhab hcukyx3x jb3vyjys rz4wbd8a qt6c0cv9 a8nywdso i1ao9s8h esuyzwwr f1sip0of lzcic4wl gmql0nx0 gpro0wi8" href="https://www.facebook.com/groups/3601703703189613/user/100000399461231/?__cft__[0]=AZV_5InzbOvl7P1-Ebkjkf2-DWBZSHaRdtnZHswAAvYw1kHV8ZIfahecbbGnKRBbQgplEHMfE1aVGnsuMOYEc7nIrX5VKTEK78dHBwSrs615c33Y33hVqiOZCi-H1WMk5Vk&__tn__=R]-R" role="link" style="-webkit-tap-highlight-color: transparent; border-color: initial; border-style: initial; border-width: 0px; box-sizing: border-box; cursor: pointer; display: inline; font-family: inherit; font-size: 12px; list-style: none; margin: 0px; outline: none; padding: 0px; text-align: inherit; text-decoration-line: none; touch-action: manipulation;" tabindex="0">Daniel Cruz Rey</a><span face=""Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif" style="background-color: #f0f2f5; color: #050505; font-size: 14px;">):</span></span></span></p><p><span face=""Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif" style="background-color: #f0f2f5; color: #050505; font-size: 14px;">0,1 (5/50)(5/100) = 0,005 g en 100 ml = concentración final<br /></span><span face=""Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif" style="background-color: #f0f2f5; color: #050505; font-size: 14px;">¿Donde queda el primer aforo de 100mL?</span><span face=""Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif" style="background-color: #f0f2f5; color: #050505; font-size: 14px;"><br /><br /></span></p><div dir="auto" style="background-color: #f0f2f5; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 14px;">Posible resolucion 2 (Carlos Ponc):</div><div dir="auto" style="background-color: #f0f2f5; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 14px;">• Lo primero es obtener la concentración con la masa y volumen que te dan, como te solicitan litros, conviertes esos 100 mL a L.</div><div dir="auto" style="background-color: #f0f2f5; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 14px;">• Lo que sigue son diluciones, siempre pero siempre será C1V1=C2V2 donde C1 es la concentración inicial, V1 el volumen que tomas inicialmente, C2 la concentración final, V2 el volumen de aforo. En este caso desconoces C2 y haces dos soluciones por lo qué haces dos veces el procedimiento y queda al final 0.005 g/L.</div><div dir="auto" style="background-color: #f0f2f5; color: #050505; font-family: "Segoe UI Historic", "Segoe UI", Helvetica, Arial, sans-serif; font-size: 14px;">Te recomiendo nunca saltarte un paso mientras estás aprendiendo porque en muchas ocasiones sale por suerte el resultado pero a la larga confunde y hace tedioso el tema.</div><p><span style="background-color: #f0f2f5; color: #050505; font-family: inherit; font-size: 14px;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://lh3.googleusercontent.com/-7u9nEqwVHQU/YDU26YwQUkI/AAAAAAAAfnc/WQCMbWIBMEs_sTKpsd_wOXGmm3HvV3j2gCLcBGAsYHQ/image.png" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="960" data-original-width="720" height="400" src="https://lh3.googleusercontent.com/-7u9nEqwVHQU/YDU26YwQUkI/AAAAAAAAfnc/WQCMbWIBMEs_sTKpsd_wOXGmm3HvV3j2gCLcBGAsYHQ/w300-h400/image.png" width="300" /></a></div><br /><br /><p></p><p><span style="background-color: #f0f2f5; color: #050505; font-family: inherit; font-size: 14px;"><br /></span></p><p><span style="background-color: #f0f2f5; color: #050505; font-family: inherit; font-size: 14px;"><br /></span></p><p><span style="background-color: #f0f2f5; color: #050505; font-family: inherit; font-size: 14px;">Si necesito hacer una solucion Hidroxido de Potasio-Metanol 1N (KOH/MeOH 1N) y otra H2SO4/MeOH 1N ¿como tendría que prepararla al ser dos compuestos?</span></p><div class="o9v6fnle cxmmr5t8 oygrvhab hcukyx3x c1et5uql" style="background-color: #f0f2f5; margin: 0.5em 0px 0px; overflow-wrap: break-word;"><div dir="auto" style="color: #050505; font-family: inherit; font-size: 14px;">Hasta ahora habia hecho solo de un compuesto como metanol 1N</div><div dir="auto" style="color: #050505; font-family: inherit; font-size: 14px;"><br /></div><div dir="auto" style="color: #050505; font-family: inherit; font-size: 14px;"><br /></div><div dir="auto"><span style="color: #050505; font-family: Segoe UI Historic, Segoe UI, Helvetica, Arial, sans-serif;"><span style="font-size: 14px;">Hidróxido de potasio 1 NKOH - (PM: 56,1)56,11 g en 1 litro.Disolver 68 g de hidróxido de potasio enaproximadamente 950 ml de agua. Agregar unasolución saturada recientemente preparada dehidróxido de bario hasta que no se forme más pre-cipitado. Agitar la mezcla a fondo y dejar reposardurante toda la noche en una botella tapada. Decan-tar el líquido transparente o filtrar la solución enuna botella de poliolefina de cierre perfecto y es-tandarizar según el procedimiento dado paraHidróxido de sodio 1 N.</span><br />Fuente:</span></div><div dir="auto"><span style="color: #050505; font-family: Segoe UI Historic, Segoe UI, Helvetica, Arial, sans-serif;">Las cosas que habria que dominar</span></div><div dir="auto"><span style="color: #050505; font-family: Segoe UI Historic, Segoe UI, Helvetica, Arial, sans-serif;">http://depa.fquim.unam.mx/amyd/archivero/preparaciondedisoluciones_24741.pdf<br /><span style="font-size: 14px;">http://www.anmat.gov.ar/webanmat/fna/flip_pages/farmacopea_vol_iv/files/assets/basic-html/page405.html</span></span></div></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4724973124901264333.post-14855009593772342342020-11-27T17:41:00.001-06:002020-11-27T17:41:19.084-06:00comparativa entre dos ácidos y solubilidad<div class="separator" style="clear: both; text-align: center;">
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</div>de esa parte se saga y el cable se desconecta</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4724973124901264333.post-72195123730258412102020-11-09T02:23:00.000-06:002020-11-09T02:23:12.719-06:00<p> https://www.crehana.com/mx/cursos-online-bordado-costura/corte-y-confeccion-disena-tu-primera-prenda/?keyword=CONFECCION</p><p><br /></p><p>https://www.crehana.com/mx/cursos-online-locucion/descubre-la-locucion-con-mario-arvizu/?keyword=ARVIZU<br /><br /><br />https://www.skillshare.com/classes/Cosplay-101-How-to-make-a-costume-helmet-from-EVA-foam/1383113704?via=search-layout-grid<br /><br />https://www.domestika.org/en/courses/1165-embroidery-clothing-repair<br /><br />https://www.udemy.com/course/crea-5-maravillos-proyectos-en-patchwork/<br /><br /><br /><br /><br />curso me gustaria encotrar:<br />zapatos<br />bolsos<br /><br /></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4724973124901264333.post-31194570409824172742019-09-24T13:15:00.000-05:002019-09-24T13:15:37.312-05:00Análisis para ETS / AIDES<div>
<img alt="Resultado de imagen para pruebas enfermedades de transmision sexual" src="https://www.cies.org.bo/img/contents/38631459167887804ce1fde9839cc3c7.jpg" /></div>
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<span style="background-color: white; color: #222222; font-family: "roboto" , "verdana" , "geneva" , sans-serif; font-size: 15px;"><img alt="Resultado de imagen para pruebas enfermedades de transmision sexual" src="http://www.cialab.com/wp-content/uploads/2015/03/Tabla-ETS2.png" /></span><br />
<span style="background-color: white; color: #222222; font-family: "roboto" , "verdana" , "geneva" , sans-serif; font-size: 15px;"><br /></span></div>
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<span style="background-color: white; color: #222222; font-family: "roboto" , "verdana" , "geneva" , sans-serif; font-size: 15px;">AC AntiChlamydia Trachomatis</span></div>
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<span style="background-color: white; color: #222222; font-family: "roboto" , "verdana" , "geneva" , sans-serif; font-size: 15px;"><br /></span></div>
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<span style="background-color: white; color: #222222; font-family: "roboto" , "verdana" , "geneva" , sans-serif; font-size: 15px;">VIH</span></div>
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<span style="background-color: white; color: #222222; font-family: "roboto" , "verdana" , "geneva" , sans-serif; font-size: 15px;"><br /></span></div>
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<span style="background-color: white; color: #222222; font-family: "roboto" , "verdana" , "geneva" , sans-serif; font-size: 15px;">Herpes simplex tipo 1 y 2 Ac IGG</span></div>
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<span style="background-color: white; color: #222222; font-family: "roboto" , "verdana" , "geneva" , sans-serif; font-size: 15px;">Herpes simplex tipo 1 y 2 Ac IGM</span></div>
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<span style="background-color: white; color: #222222; font-family: "roboto" , "verdana" , "geneva" , sans-serif; font-size: 15px;">VDRL (Sìfilis)</span></div>
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<span style="background-color: white; color: #222222; font-family: "roboto" , "verdana" , "geneva" , sans-serif; font-size: 15px;"><br /></span></div>
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<span style="background-color: white; color: #222222; font-family: "roboto" , "verdana" , "geneva" , sans-serif; font-size: 15px;">Hepatitis C</span></div>
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<span style="background-color: white; color: #222222; font-family: "roboto" , "verdana" , "geneva" , sans-serif; font-size: 15px;"><br /></span></div>
<div>
<span style="background-color: white; color: #222222; font-family: "roboto" , "verdana" , "geneva" , sans-serif; font-size: 15px;">Hepatitis B </span><span style="background-color: white; color: #222222; font-family: "roboto" , "verdana" , "geneva" , sans-serif; font-size: 15px;">Antigeno Australia</span></div>
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<span style="background-color: white; color: #222222; font-family: "roboto" , "verdana" , "geneva" , sans-serif; font-size: 15px;"><br /></span></div>
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<span style="background-color: white; color: #222222; font-family: "roboto" , "verdana" , "geneva" , sans-serif; font-size: 15px;">Exudado vaginal (Candidiasis y Tricomoniasis)</span></div>
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<span style="background-color: white; color: #222222; font-family: "roboto" , "verdana" , "geneva" , sans-serif; font-size: 15px;"><br /></span></div>
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<span style="background-color: white; color: #222222; font-family: "roboto" , "verdana" , "geneva" , sans-serif; font-size: 15px;">Colposcopía con Papanicolaou</span></div>
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<span style="background-color: white; color: #222222; font-family: "roboto" , "verdana" , "geneva" , sans-serif; font-size: 15px;"><br /></span></div>
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<span style="background-color: white; color: #222222; font-family: "roboto" , "verdana" , "geneva" , sans-serif; font-size: 15px;">VPH (femenino)</span></div>
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<br /></div>
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<span style="color: #222222; font-family: "roboto" , "verdana" , "geneva" , sans-serif;"><span style="background-color: white; font-size: 15px;"><br /></span></span></div>
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<span style="color: #222222; font-family: "roboto" , "verdana" , "geneva" , sans-serif;"><span style="background-color: white; font-size: 15px;">Mycoplasma Genitalium</span></span></div>
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<span style="color: #222222; font-family: "roboto" , "verdana" , "geneva" , sans-serif;"><span style="background-color: white; font-size: 15px;"><br /></span></span></div>
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<span style="color: #222222; font-family: "roboto" , "verdana" , "geneva" , sans-serif;"><span style="background-color: white; font-size: 15px;"><br /></span></span></div>
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<span style="color: #222222; font-family: "roboto" , "verdana" , "geneva" , sans-serif;"><span style="background-color: white; font-size: 15px;">Jenner $5157</span></span></div>
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<br /></div>
Fuentes:<br />
<a href="https://www.chilango.com/sexo/sabias-que-puedes-tener-una-its-sin-saberlo/">https://www.chilango.com/sexo/sabias-que-puedes-tener-una-its-sin-saberlo/</a><br />
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<a href="https://www.chopo.com.mx/estudios/perfil-enfermedades-transmision-sexual-1-femenino/">https://www.chopo.com.mx/estudios/perfil-enfermedades-transmision-sexual-1-femenino/</a></div>
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<a href="https://www.mayoclinic.org/es-es/diseases-conditions/sexually-transmitted-diseases-stds/in-depth/std-testing/art-20046019">https://www.mayoclinic.org/es-es/diseases-conditions/sexually-transmitted-diseases-stds/in-depth/std-testing/art-20046019</a></div>
<div>
http://www.cialab.com/enfermedades-de-transmision-sexual/<br />
<br />
<img alt=" candida trichomonas y gardnerella" src="https://image.slidesharecdn.com/enfermedadesdetransmisionsexual-150412234112-conversion-gate01/95/enfermedades-de-transmision-sexual-8-638.jpg?cb=1428883398" title="" /></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4724973124901264333.post-7324692208884615042019-04-05T11:59:00.004-06:002019-04-05T14:00:11.930-06:00Precio de laboratoriosLH, FSH, EZ, T, PM, DHEA, DHEAS<br />
<span style="color: red;"><br /></span>
<span style="color: red; font-size: x-large;"> VIME</span><br />
$1400 perfil hormonal<br />
ultrasonido $200<br />
<br />
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: x-large; white-space: pre-wrap;">JENNER</span><br />
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;"><br /></span>
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;">Ultrasonido pélvico $456, requiere tomar 1lt a 1lt 1/2 de agua en sucursal e indicar cuando tenga ganas de miccionar para que inicien el estudio.</span><br />
<br __jx__id="___$_247" class="jx_ui_Widget" style="-webkit-tap-highlight-color: transparent; background-color: #fce4f1; border: 0px; box-sizing: border-box; color: #666666; font-family: Verdana, Geneva, sans-serif; font-size: 12px; margin: 0px; padding: 0px; white-space: pre-wrap;" />
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;">Le doy un folio de descuento es válido hoy y mañana con el pagaría $388</span><br />
<br __jx__id="___$_249" class="jx_ui_Widget" style="-webkit-tap-highlight-color: transparent; background-color: #fce4f1; border: 0px; box-sizing: border-box; color: #666666; font-family: Verdana, Geneva, sans-serif; font-size: 12px; margin: 0px; padding: 0px; white-space: pre-wrap;" />
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;">A nombre de quien activo su folio y de que delegación nos contacta</span><br />
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;"><br /></span>
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;">Folio 21EN1692</span><br />
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;"><br /></span>
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;">05EN1192 15% descuento</span><br />
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;"><br /></span>
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;"><br /></span>
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;"><br /></span>
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;">Perfil ginecológico hormonal $1353, sin ayuno</span><br />
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;">Contiene: </span><br />
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;">Estradiol</span><br />
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;">Hormona folículo estimulante (fsh)</span><br />
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;">Hormona luteinizante (lh)</span><br />
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;">Progesterona</span><br />
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;">Prolactina</span><br />
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;">Testosterona total</span><br />
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;"><br /></span>
<br />
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;">por ambos estudios pagaría en total $1538</span><br />
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;"><br /></span>
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;">DHEA $424</span><br />
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;"> DHEAS $424</span><br />
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;"><br /></span>
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;"><br /></span>
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;"><br /></span>
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: x-large; white-space: pre-wrap;">Laboratorio ProSalud</span><br />
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;">980 perfil hormonal fem:</span><br />
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;">7 hormonas</span><br />
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;">folicul</span><br />
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;">leut</span><br />
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;">prola</span><br />
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;">testo</span><br />
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;">prog</span><br />
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;">estradiol e2</span><br />
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;">tsh</span><br />
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;"><br /></span>
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;">prosaludlaboratorio@hotmail.com</span><br />
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;"><br /></span>
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;">390 ultrasonido</span><br />
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;">prvia cita</span><br />
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;"><br /></span>
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;"><br /></span>
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;"><br /></span>
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;"><br /></span>
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;">azteca</span><br />
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;"><br /></span>
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;"><br /></span>
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;"><br /></span>
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;"><br /></span>
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: x-large; white-space: pre-wrap;">simitel</span><br />
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;">villa cortes y metro xola</span><br />
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;">cafetales</span><br />
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;"><br /></span>
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;">use gineco : $240 uetro ovarios</span><br />
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;">perfil hormonal: 663 estradiol fsh lth proges prolactina</span><br />
<span style="background-color: #fce4f1; color: #666666; font-family: "verdana" , "geneva" , sans-serif; font-size: 12px; white-space: pre-wrap;"><br /></span>
<span style="color: #666666; font-family: "verdana" , "geneva" , sans-serif;"><span style="background-color: #fce4f1; font-size: 12px; white-space: pre-wrap;">234</span></span><br />
<span style="color: #666666; font-family: "verdana" , "geneva" , sans-serif;"><span style="background-color: #fce4f1; font-size: 12px; white-space: pre-wrap;">343</span></span><br />
<span style="color: #666666; font-family: "verdana" , "geneva" , sans-serif;"><span style="background-color: #fce4f1; font-size: 12px; white-space: pre-wrap;"><br /></span></span>
<span style="color: #666666; font-family: "verdana" , "geneva" , sans-serif;"><span style="background-color: #fce4f1; font-size: 12px; white-space: pre-wrap;">56 09 40 30 el buen lunes 10 %</span></span><br />
<span style="color: #666666; font-family: "verdana" , "geneva" , sans-serif;"><span style="background-color: #fce4f1; font-size: 12px; white-space: pre-wrap;"><br /></span></span>
<span style="color: #666666; font-family: "verdana" , "geneva" , sans-serif;"><span style="background-color: #fce4f1; font-size: 12px; white-space: pre-wrap;"><br /></span></span>
<span style="color: #666666; font-family: "verdana" , "geneva" , sans-serif;"><span style="background-color: #fce4f1; font-size: 12px; white-space: pre-wrap;"><br /></span></span>
<span style="color: #666666; font-family: "verdana" , "geneva" , sans-serif;"><span style="background-color: #fce4f1; font-size: 12px; white-space: pre-wrap;"><br /></span></span>
<span style="color: #666666; font-family: "verdana" , "geneva" , sans-serif;"><span style="background-color: #fce4f1; font-size: 12px; white-space: pre-wrap;"><br /></span></span>
<span style="color: #666666; font-family: "verdana" , "geneva" , sans-serif;"><span style="background-color: #fce4f1; font-size: x-large; white-space: pre-wrap;">lab chopo</span><span style="background-color: #fce4f1; font-size: 12px; white-space: pre-wrap;">
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<span class="tkChatMsgText" style="display: inline-block; padding-left: 15px; white-space: pre-wrap;">El precio por sus estudios es de $1,048.00 Queda registrado con el folio de cotización 69655004 ; agradezco lo presente en sucursal para cualquier duda o aclaración Este precio es promocional vigente durante el mes en curso y queda a reserva de ser verificado con su orden médica en la sucursal. Le comento que esta información ya fue enviada al correo en él se incluye folio precio y preparación para sus estudios</span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4724973124901264333.post-68656106943136141102018-04-20T01:54:00.000-05:002018-04-20T01:54:26.546-05:00¿Como llegar a San Pedro Totoltepec?1. Llegar a "Plaza Sendero"<br />-Desde metro observatorio tomar camíon dirección Toluca, bajarse en <span style="background-color: white; color: #1d2129; font-family: Helvetica, Arial, sans-serif; font-size: 13px;"> Boulevard Miguel Alemán </span><span style="background-color: white; color: #1d2129; font-family: Helvetica, Arial, sans-serif; font-size: 13px;">(aeropuerto) exactamente en plaza sendero</span><br /><br />2. Tomar un taxi colectivo que diga "Sauces" (<span style="background-color: white; color: #1d2129; font-family: Helvetica, Arial, sans-serif; font-size: 13px;">atsuzi ( camión azul) o un xinantecatl ( solo llega al aeropuerto)</span>)<br />
<br /><br />-----------------------<br /><br />1. Tomar un camión caminante desde metro observatorioUnknownnoreply@blogger.com0tag:blogger.com,1999:blog-4724973124901264333.post-79093203862424944812018-02-01T14:38:00.001-06:002018-02-01T14:38:28.032-06:00Teoría Dual Viral de los Virus: ¿Vivos o Muertos?<span style="background-color: white; color: #444444; font-family: "Benton Sans", sans-serif; font-size: 17.008px;">Plantean un problema a los biólogos porque no tienen células, por lo que no forman parte de ninguno de los tres grupos principales, o "dominios", de seres vivos a los que pertenecen todos los demás organismos: bacterias, arqueas (una clase distinta de microorganismos) y eucariotas (plantas, animales y hongos, entre otros). </span><br />
<span style="background-color: white; color: #444444; font-family: "Benton Sans", sans-serif; font-size: 17.008px;"><br /></span>
<span style="background-color: white; color: #444444; font-family: "Benton Sans", sans-serif; font-size: 17.008px;">Algunos científicos sostienen que los virus no pueden considerarse seres vivos y es mejor verlos como material genético independiente que no puede replicarse por sí solo y tiene que secuestrar a una célula hospedadora. </span><br />
<span style="background-color: white; color: #444444; font-family: "Benton Sans", sans-serif; font-size: 17.008px;"><br /></span>
<span style="background-color: white; color: #444444; font-family: "Benton Sans", sans-serif; font-size: 17.008px;">Otros opinan que los virus evolucionaron a partir de organismos celulares y, por tanto, pueden considerarse un cuarto dominio de seres vivos.</span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4724973124901264333.post-70039036998910473902018-01-24T00:38:00.000-06:002018-01-24T00:38:18.771-06:00Mi experiencia con el servicio de suscripcion de pago de ScribdEn necesidad de buscar un libro sobre una temática en particular entre a Scribd, después de hojear el indice de un libro sobre estabilidad me di cuenta que me servia pero el libro era de pago<br /><br />Scribd te da acceso a la previzualizacion<br /><img alt="save image" 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" /><br />
<br />
Tomé la prueba de 3 meses con un cupón (en lugar de la 30 días me daba 90 días) y 1 mes extra pagado por mí.<br />
He aquí mis conclusiones<br />
<br />
Uno de los libros que quería leer era el de Judith Krantz Scruples, este libro antiguamente estaba en mi casa prestado por alguien más, en version en español; cuando lo busque me costo trabajo pero sí lo encontre el problema era que no sólo no pude leerlo sino que Scribd me decía que tenía que pagar más ¡¿qué?! esa fue mi primera decepción.<br /><br />Desconozco el porque hasta el día de hoy y actualmente ese libro no esta disponible.<br /><img alt="save image" 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" /><br />
Bueno, al leer un libro siempre me mostraba una visualización a la cuál después me decía que usará uno de mis créditos, tienes disponibles tantos. Tampoco entendía esto ¿porque me decía eso?, buscando un poco más me entere que tenía por mes derecho a 3 créditos para libros y 1 para un audiolibro, acumulables por un máximo me parece de 3 meses (9 libros y 3 audiolibros máx).<br /><img alt="save image" src="data:image/png;base64,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" /><br /><br />No me hizo gracia saber por segunda decepción que no podía leer todo lo que quisiera (o pudiera, para ser sinceros), quería un libro y me preguntaba si quería usar uno de mis 3 créditos, otro libro, 2 creditos, otro más 1 credito y luego ¿que rayos? ya no podia leer ¿entonces pa´que servia la <strike>chingada </strike>suscripcion?<br />
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2XtLbvkS5edOM+SsHtTgYG1w9H75RNrbpNzdj4mmyezszvXg2ebpuVkOwQQQAABBBBYuAIE5kG2rVqAyzpmFl4n8kC8Qi561z75Zh6MswBqhWy1vxaE9YXAnCIXoVz1OOfBV8rFw8p9VCiuOKe+WJgVltUxCM2DvGg4VlAgDzIPahu2Dq5p4BXZdWBK8rxUe1o7qM3ed52svPEJkSt3yOFrm0+ZCNaNDYbTDk4YfkV2fXydbH5M5DoVognMXI0IIIAAAggg4BEgMA/ssigDqArIIrOyb6/IipVJH5UKs8kJ9d5j/7DqrDd6cb5wl//Y2XBsvddXbacfP/+ZHr71smg94Kq3WZVfDeXW6/OtHftkyboVsuKUtN+N/xDoVEAF1SLUJGdrHWyycHT46rJ3MVRop2fTt0PLEB46J793BRq1QxO4JtdMk22anGsI2xQPcNJzNRs1MYRicQoEEEAAAQQWpACBeUDN6oZL+8AVr3uq6JXO9s6C70S+Enb56qjst86CX6pHWA/H+fHL0CtS9FYbIVpE7FdUFWVjxe0BXSYcpo3AoALM0X0yIytkMjAMWy9ao6BGYG7TmnPatlE7NDlyk2upyTZNztXxNllYlmJqgf3vjk/P4RFAAAEEEBg7AQLzQJrcGgrte/exL8yKiAra3mLkgXbWuxK2p2faE459C35VhXvfz83yEZwHcrlwkEYCjcNSGnRekKsOrJfD+TBbfeh0NldVnXK9Z1h2OTw33erKHbJLNplzmK0wZR4zO7beC27/3ughz4vSZJv80ZhsX75JZOdj8p7vBOqSz7Uuge367pPty++RpXu2ydJ/zI+1Op+rHdzX02yhfdLfH7TmjefeZ9rD29u3gypR0NIThrOgeXp5PRTb7JKlX8yGa6f/KR91slbXm3ldhMurDHzXabJ30n6b5GljLn22zwMfZH59ow8WNkIAAQQQQKClAIG5JZh/83BgDoXU6nnBFcf2BHA1pLo8Vt1wb+3dzWmlyiHjvrIUwZlXUw3kiuEgIYEsGGxrMmc4DTB7RFaLXLxFX9ArDx9SLt7lhCRxt1ELfBlBqUngMoKwFnjyfUULOf6wloR+3xzr3MII5Z5gVQS58hjuQ4c8cK1eJedcva1YACsb5m6eP/jAosk+jQPz3NshC8v13r5h/FWB+UFjiHNur4fmyutNLSQ2n7ZXbV0xzDo/98XWwnXBtgrdbvweAQQQQAABBCoFCMwDuTjKsKkPfd63d5+sWJktEOSG2ezERRA1hkfvk317V8iKlVVBVluwq2rBr7SX2zenWTunZ/6yWrVbjDnUNcO4B+LHQRCwBXw9aRVKFUNp3XCc7G/OZ64azuoEkKaB2RsQReyypMeXpguIVVg0GULslKeFa0Vdaq9Ve5+GgXnO7dDQu01g1lfSTutqn6PKvWFZ2rW9pd3wHHyeIIAAAggggMDgBAjMg7L0zkVWK1LX9UCHV8g2X/1kFrjsDa5Z8KvYRQ2prlohW/1+Vvbt+C+y5Uezjo4xF3pQdhwHAUegRbDzBpiqYb9ZL+CdZ2TDV6t65uYamJ3eTlUvu4xqKLM93Nd7JVRZVP3cGtrs6TE1h/TqJ63bt+oyrdmnYWCeazs09m7ywKMqCNs/r9iucVlatb0vMLurvfsfDvGxggACCCCAAAKDECAwD0IxP4Y9H/miT35GLjllQhYXr3eqmgNsB9gVcvPW98tEum/yn77Ctkiy+Ncdp367eKfzB5LeZBXYqxbySo+jvWfZfmWUb6i1tQ1heYAXC4cKCLQdkm2+Y1f1JBfzUO2zpUO9T8leLeTMpc2H1urvYW4SuNS7ffX9rMCsD8tWvZ7Z67LqVjoOBOOi/GVwLV675QzhDYfs6n1txAbnaxSY6x9uGO/D9s0lb+LdpP0qe+wts7rA3KQsCWN+jHDb+wKzPSfcHcHAxwsCCCCAAAIIDE6AwDw4S46EAAIDFGg8L7NlD3NZRM+82fyXnfcwG04qeFaF5mY9zN5exoaBudm+ZuM22qdNYNbmmqszhdqhca/ufALzoHuYW7W9dUMxh3mAnzAcCgEEEEAAgWYCBOZmTmyFAALDFsiHrvpWmDaK0moOc4PQ5+sp9p3D91qpuc4xrZ2PXBGYLR/vA4aGgbnZvqZdo30aBebqHtJQYHbmF+dFrF4Bu3wXd5NtksM586vnOYfZuY2azEUvdmKV7GF/DHE+BBBAAAEECMxcAwggEK1AFlaeMF7ZVAxnVStoVwYOfw/yzH33y2mXXSITSa3V0Fh9NW7fHFPfOZrOZc23K4djmwuPlaFMe8WR0SJq5WT9VUPukHV34Szfisv+8N1sX9/DhvJ9wOqVR9t8q0wXvtp8Z918Hu0w+FWy26+4rWTCZQm1fei1Um6AZ/5ytB9fFAwBBBBAYIEIEJgXSENSDQQWrIAx3zOrZTHPVgu9zurGOYjzzuTV62XXlimZPFmJla9tSn9y5Q7Ze8Y9svKhNbL3LjNY2+dQgV7td/jabFX82vcCH90nM0cOyp0bbpNsDmvyX5M5zNfLOTfeJtvULp5XbrnvnF4jP8jfu7wurW/1Ymrhfd0rrNE+xruas3qm74B2VgmfezsE38OsXh/2WOlc/WqvxGxT4Wxca3O43owREsG2D7xWKm8C47qrvXYW7KcCFUMAAQQQQGBoAgTmoVFzIgQQQGAuAi1WDJ/L4dkHAQQQQAABBBBAoFKAwMzFgQACCEQtQGCOunkoHAIIIIAAAggsaAEC84JuXiqHAAL9FyAw978NqQECCCCAAAII9FWAwNzXlqPcCCAwJgIE5jFpaKqJAAIIIIAAAhEKEJgjbBSKhAACCCCAAAIIIIAAAgggMHoBAvPo24ASIIAAAggggAACCCCAAAIIRChAYI6wUSgSAggggAACCCCAAAIIIIDA6AUIzKNvA0qAAAIIIIAAAggggAACCCAQoQCBOcJGoUgIIIAAAggggAACCCCAAAKjFyAwj74NKAECCCCAAAIIIIAAAggggECEAgTmCBuFIiGAAAIIIIAAAggggAACCIxegMA8+jagBAgggAACCCCAAAIIIIAAAhEKEJgjbBSKhAACCCCAAAIIIIAAAgggMHoBAvPo24ASIIAAAggggAACCCCAAAIIRChAYI6wUSgSAggggAACCCCAAAIIIIDA6AUIzKNvA0qAAAIIIIAAAggggAACCCAQoQCBOcJGoUgIIIAAAggggAACCCCAAAKjFyAwj74NKAECCCCAAAIIIIAAAggggECEAgTmCBuFIiGAAAIIIIAAAggggAACCIxegMA8+jagBAgggAACCCCAAAIIIIAAAhEKEJgjbBSKhAACCCCAAAIIIIAAAgggMHoBAvPo24ASIIAAAggggAACCCCAAAIIRChAYI6wUSgSAggggAACCCCAAAIIIIDA6AUIzKNvA0qAAAIIIIAAAggggAACCCAQoQCBOcJGoUgIIIAAAggggAACCCCAAAKjFyAwj74NKAECCFgCL33zEUwQQAABBBBAAAEExkDglIsuiLqWBOaom4fCITCeAklgfuOZZ4xn5ak1AggggAACCCAwJgI/f/Y5ITDH0di/9Zvf/OY3cRSFUiCAQEiAwBwS4vcIIIAAAggggED/BQjM8bQhgTmetqAkCAQFCMxBIjZAAAEEEEAAAQR6L0BgjqcJCczxtAUlQSAoQGAOErEBAggggAACCCDQewECczxNSGCOpy0oCQJBAQJzkIgNEEAAAQQQQACB3gsQmONpQgJzPG1BSRAIChCYg0RsgAACCCCAAAII9F6AwBxPExKY42kLSoJAUIDAHCRiAwQQQAABBBBAoPcCBOZ4mpDAHE9bUBIEggIE5iARGyCAAAIIIIAAAr0XIDDH04QE5njagpIgEBQgMAeJ2AABBBBAAAEEEOi9AIE5niYkMMfTFpQEgaAAgTlIxAYIIIAAAggggEDvBQjM8TQhgTmetqAkCAQFCMxBIjZAAAEEEEAAAQR6L0BgjqcJCczxtAUlQSAoQGAOErEBAggggAACCCDQewECczxNSGCOpy0oCQJBAQJzkIgNEEAAAQQQQACB3gsQmONpQgJzPG1BSRAIChCYg0RsgAACCCCAAAII9F6AwBxPExKY42kLSoJAUIDAHCRiAwQQQAABBBBAoPcCBOZ4mpDAHE9bUBIEggIE5iARGyCAAAIIIIAAAr0XIDDH04QE5njagpIgEBQgMAeJ2AABBBBAAAEEEOi9AIE5niYkMMfTFpQEgaAAgTlIxAYIIIAAAggggEDvBQjM8TQhgTmetqAkCAQFCMxBIjZAAAEEEEAAAQR6L0BgjqcJCczxtAUlQSAoQGAOErEBAggggAACCCDQewECczxNSGCOpy0oCQJBAQJzkIgNEEAAAQQQQACB3gsQmONpQgJzPG1BSRAIChCYg0RsgAACCCCAAAII9F6AwBxPExKY42kLSoJAUGCYgfn12eflhScfllce+b/kV//PMfmVLJbf+b2T5A0XnCenvHOVnDzxu/LbwRKzAQIIIIAAAggggEBbAQJzW7Huticwd2fLkREYuMAwAvOvf/68HLjn83Lsa89n5V+2TH7nzdn//fXPjsivn39dRE6Q3/nolfLWKy6Uk98492oef2SrPPW9d8u5n71QFumH2X+P7JkSWfboFXLa3A9fueehr3xYnpdbZc3Hlndw9K4PeUB+fP4NItNfl3ec3cG5Zh+Wxz/6Q1n0tZvkrAn7+Mflmc9ulOPvu1vOuyBvsXT7aXl941w9s2Mekyn3Ouiges0OmZfp0UsbXoOx1MHTPs0qPICtmhpY1296r++WN3V1PQ+gZoM/hN1Ott0o23HwtZ3rEe2/D+m/t4gs9n42+c7ST+f079Pd7mdPWv8jH4nn75Z979b+7cjbp+39Pu+/L3O9+uLYj8AcRzskpSAwx9MWlASBoEDXgflXRx+Wmf8wLa8d+X054eq/kLeuXSmL/8As1q/+x4vywoN3yYtffFpkySpZ/J+vk7NODhbduwGBeS5uMQXm7Avpa5fPJ7xn9Xn1fC0wJ1+qvrpkZAE6uS6fkWvKhwLBZvLUIbhPFxuMLmglX/KPLNEepFRWz7x+sxA0owXmQVxTXdgO8ph2O9nXz+jacZC1nO+x7L8PWZCcnEdg7odzVk+RE24276fYArNz7zYIzO79XneVJPfBF0Su8T28ne/V1Y/9CczxtBOBOZ62oCQIBAW6DMy/Pvqw/HBqWl7/n1fJH976F7LitN8tyvPq0w/KYTlPzjpnUTEM+7VDD8pTN9wlr/2/k7J4+qY5hWYCc7DJPRtEFJhnD8ghWS6nOT3Rc6mXts9IA/NxObRf5LSzjTEP86zQsHYfVdA6IIf2L5fTGo14CF2/4xiY7etjVO04rOu02Xkq/z40211EQo6h3zc+0UA3TALzz5ZMyWtbjsgSbZRVbIHZqXSDwNwKqqu/L60KMdqNCcyj9dfPTmCOpy0oCQJBge4Ccz4k8Ce+8Fs91LII2W+f23DaNoFZPZlWSPVDOPOeBLWx3nspIr4h2XXHrz23CnfXiDyTDE1Oz6kPp7PKkpepKH8+RE0V1e5VSH6uehzSbTZOyeLnpq1eXescweHR5vbGOVsNyfYPeXzt8rvlDV/dKMcezWqV1VU/pzncUG8Po662pRqeZxvad45qk8uPyFNTu7Pf5teA5D2ayY9c6+rrxh0mmW37Wt4LZF9Tqsd1yZGNaW9ReT7JhqCnNp7eMquOvutBr65xbZ4/JYvPmJbjVk+vef3WDzOvvNbTch2RJV9bIkfS67wsu9Fm1r0WvH71603y4f1aBfX6m9eGXQ81jD7f2VOO9DdOPfRrVJ3YOpZxP4uIc33lZWlwL2dncIOaef2o398qi753Q3EfmdeCerBQ3mvq92YbutdY6Pci5rVdNEdavxf9Pby1dfc8JPF9zhjX/qQsvvlUOfY9baSJb6pO7f0Su7P9wZX9W//s0Edt+AJzuC3LczifServROhz1fq9GPtp03dUm06/W44nD5XbDwAAACAASURBVN/TU1vXn93u876X/IYL5acE5nhaksAcT1tQEgSCAl0F5td/fJc8/hcPygk37pB3f+AkazGv+rmJr3xrqzx9y9Pyxr/9R5l8R9krHaxM8rWx6Rzm5I/qk6vKuVu1c5ztYVyhL015OfS5cbMH5McPHpZlH7tQFoXOrb4oFl/Qc68z/HN6jS/GyZeHL4icpeZwe75Epts/Zw1XNuZ82l9u68+vvgyXc6AtnwEE5mOPll+Syi90KuC45bPDpve6cMpV01Op2qR4cFAG4SJ0OF/+Q9eN6eQLyPq8eBXu3AcjVtDU2zb/YvqGYj5vRXDJb67M9tRynnW+v2hDOR3LmnvHmSOq3wfqS3Pg4ZN3GG3d9duwXe37wK67b76rd1i9px52vdMevneW0wycB2zO9ZUH8cC9XH4mhj6TVGDXwobTtp5t1Geqfk3Y17ntbX8GqUJ6rpPKtR+Cn2MNArNz7Xv+7thlCt4vPXD2/KEspje8/UljPQk7MDv3f90DDe3Bq/GwOXT/ea67Q1/ZLb9Ye4WclT7gsgPztLyufUa4nynWPvO+l5p80+jvNgTmeNqOwBxPW1ASBIIC3QTmX8q/fPFP5cVvrZXT7v24LDvBLkZ9YJbXn5aZ9f+b/PwDfyXnXb1SnN1ramX3Zpmb1vWEhYZ1mkfyfokvFv1qdywncHq+WDZ+EODYNAmvnjmg9sJpNaHXO6xPHwI9gMDsLgpmLiJW3x7+Bym+ObKVQxQbfdkPt7vTjkYPilmnUIB2H1TkPZXa4nbeQFIZcH3ltwNCss0/yRuMRZKqhjwHPCp7BM1ho1k983PaX6jT6906T+gLe7KL95qsf4BR+bHT4FjOvnYb1D6wU3vXDfdtFuSM+8h5wOg7vr8NjeuqUdk97aS3a3AKhu86tBYqtNqhctSP/tlmlT18v/TB2b1S9c86vY7m512DtrYO7fMKfa5WPiTx3ZdN7i1fD3Nwgc+6eyn4tanXGxCY42k+AnM8bUFJEAgKdBOYD8iPP3yDvFoZeAOBOXlyffeH5fn/8yPy1q9vkFODtSg3aBss7eG6tcOy7WFk2lNvp5e3clXosqyV524cmKsDif3gwOwFtVcLN4/j/0JTfS67HkUNlU+UgdkeIqtdZL7h5/MJzDXXTXJW5WcPlZ5/YK74UljVHo2/nKqhkeaN6dw7te1eEVqtYbjlGfKe0VnfavdzCMwVIc8094wi8H0W1bgdM0aF2FMptAd4wV76meLM/iH18whyRe+x53qpaEPvA6pkmkDVsPW89EZA0x+qVXzGV36O2Q9JnLDlv/brR0c0uV/64WxzGiFWa9NTfqKtkt2wrfVju38rQp+rJ7lvRdAP6But4PwttUYUtQjM1ddTiy8ZPd+UwBxPAxKY42kLSoJAUKCTwKyGXN24Q877wEmeMoQDszPsKliTbIPGgbliiK3/1UruUMXaHs3AMLZ0vmIyD9Ya3lucu2FgdoZWF18a9SFs5hc8Z8hdqqYHDnd4cyZbNZS3wZP6KANzuDfYuOTmFJjD142ae5rMPx58YK5oM2fYaV5T73VrtW/j3kTV210xP9UJOIH7Vw9c+vBg5/r1BXG3rf33Qf7wQh/urR3/1WLuvPVh1OBBg384vfbgyueqHrRYUzPsXuJczgkiZphpEiA921R8ltX6JcG5as2DtE7ZCAKpWwU9WPfQkGz/tV8fmJvcL/MIzEXP9hCcrUvU7vVVDy7OXfJP5WulWrZ1cgo3MIc+V+unhDgjPxrcW84+876XGn7Z6OlmBOZ4Go7AHE9bUBIEggKdBmbrFRZlYUYfmFv9off80Z7PkOzguZsE5rovN8Zwal/gsUPMAIZk+959rRo8ysDsX6it8oaZS2BucN0U11G6wNuIh2R7g3SDobCVaHMdkl31zu6qED6HHuYmX8Q9ocP7rnXvsfQyeRwaDMl2H/4Nfkh2OFS3H6abPRCseud9VofXLr9VZMoe2q/9hXDWomhwHRrt4H/wVx+YKz4TjPrMLTAP39m8eN1h0vk0h2QRtCNqLY/2bV01JNt7n+RFmv+Q7MD93uTvZ3C18+BXp95uQGCOp+kIzPG0BSVBICjQSWB+fa/86AN/La9d85/lfR9d5ilDODD/t69tkv/7Cyvl1G99XN7aYhJz0x5m+4+2GqrlHZLtfCHOh1ZWDckuFsoRbfXXA/LMIyfJWRcscp7KO+cO/sGvfkrv/0K4W+u9dO3dutvHr+p1Vk2be+i9SvrrOyIIzN4v8WokhP5gZ/8BOXT2cjnNvmoHEpjt68YzFF7r3Zz/kGzV2zotTRf9ynpC7aHC+vXjWdAu6Wnaf0BOO3u5c6+7I0XK+8A/j1gNUdfXG9Bfy9Xg+nWuN3/QtEdo2L2mh76yVX6xVr2vtSasqt5Q7fo3j20HETXyoH5Idvhe1rmbBbljj9rn1B+e1fRC1y36tf8eefylS4t3jFd+BqviqhE2NcO3w3W3P5Pc0RxqJE/5me5+bjufC85DI/9nod7L7wvDQ3fOTaumFFXOK94yY4wGcEYOBEZLecNv6HPV8/tDjzwsb7rgQlnkHZI9La9X3lueESXBv5/qwZv5uRb8srRANiAwx9OQBOZ42oKSIBAU6CQwy4uy73/9lPz3N1a9GuqX8t92/60clo/KOy5d5lnUK//y8/OPy1n/+1pZHKxFXc9E/jvnj6g5n/CEm7PXrbx2ebmSrfF1VHt1UPqKp2mR579avp5EhU59WK0zX2rjrXLWx5bLonx4czLEM/nPOXfgD77+GiO9jNmXJfXFMf/Nxltlmdwg+qtE1PDq8vx3S/KqIn0VX3ubyiGWRQHs+ZmT8qbpa+Qd6buH1e/8i66Zw1XtL+2eL/ENem7r59a5KwVnrytJ5mBOyuLLb5Kz7Pf/ziUwFw9O1PxT/bpZKs+ff4O8agxdNR88DCQwJ3VSga643u4uwo17a7nXTzJs014d2rm2z5+SJZ+90H3Q4BiInKDug5oHKfa8+GKftMD2vWtdv77j6nOj7S/f+Su67Fe3HXrksBzZos3Xrh1m/ENZlPTWbclfOeZ7bZR6HVnyWpz0NTna4mbeXtkm93LZgvawb1+Qy3p2bxB175sBq/qhgNne5mt9Du1/WH7x1eniVVWmo+/DOzAsN92lQd2N6zop0zUiX/iCyDXqIYd6uKPdf8krzPSVx+uG71bcLzE6+/7+6PK+wFwYW29fqGtruzUre4utzxznc9X5/aWy7Jor5DTvKtlHZEny97a4f6y/I43mMDe4nlp8z+jzpgTmeFqPwBxPW1ASBIIC3QRmkf/+4A2y7zaRP/wvt8qKJcFiGBv8+siD8vj/cpfI9TvkvWt9c6DbHY+tEUAAgc4EakdQdHbW/h4Yr/62HSXvvQCBOZ4mJDDH0xaUBIGgQFeBWf7HE/LDP9smr71zSs658UI50SrJq08/KIflPDnrnEXWO5pflmdu+bQce/Ld8m/+4S/k3/5BsApsgAACCIxOgADYyr52DmurI7ExAgi0FSAwtxXrbnsCc3e2HBmBgQt0FphF5JVHtsrTW2bktzfeKu/62HJ5Q1H6X8i/3PHn8qJ8RiY/tUreWPz8l3LoK/9Bnr/7mJxw8+fk3RecZIXpgVefAyKAAALzEyAwN/IrhtkHXj3V6GBshAACcxIgMM+JrZOdCMydsHJQBLoR6DIwi6gA/KL89oen5N9uvFBOLtOxUaFf//x5OXD338qxr7/oCdjd1J2jIoAAAggggAAC4yJAYI6npQnM8bQFJUEgKNBtYE5O/wt58evb5F/ueFpEfl9+59KPyuLzl8sfvOVU+T35Vzn+wvPyr48+IK/sPpD+/oRP/ZWc++Hl8nvBkrMBAggggAACCCCAQFMBAnNTqe63IzB3b8wZEBiYQPeBOSvqr155Wp65Z2cejO3iZ0H631zx72WZPdl5YDXlQAgggAACCCCAwPgKEJjjaXsCczxtQUkQCAoMKzAXBfn/finHjzwn//qz7EU+v/vmpfKHSxbJG/6nYFHZAAEEEEAAAQQQQGCOAgTmOcJ1sBuBuQNUDolAVwJDD8xdVYTjIoAAAggggAACCFQKEJjjuTgIzPG0BSVBIChAYA4SsQECCCCAAAIIINB7AQJzPE1IYI6nLSgJAkEBArNGlL4eZlrk5rvlvAsWVdvtv0f2TIkse/QKOS3ZKv33bnnT9NflHWcHyUeywfFHtspT33u3nPvZCyWpWfrvLSKLv3aTnDURKNKI6tfV+1q7Ou5IGpaTDl6g4efAvO6pwZc6kiMel2c+u1GOvy/wGRpJaVsXY0Sfhc3KeUB+fP4NIk3/Dg3idWgdeNj3VajutZ/nnjpmf/tm5vH3OnN+deOtsuZjy0PFi+73BOZ4moTAHE9bUBIEggIEZkWU/BH8J3lD4wBZBmb3D3CLYwVbaDAb2F9CsneiTjYKzPP/gjG3OnQVbLs6blbLLDC8dnm8D0/m1hrjslfzezd8TzU/1vB1u7pOex6YkwD41SXFg0WjXdLwdUSWqAelw2+0wBkJzA6QHZgH0Yb5A7XXi8Dc1b3UzQVGYO7GdS5HJTDPRY19EBiRAIE5h99/QA6dvTzrMQ79Z/cwO9vH90W57VP7EMEwft9VsO3quATmYVwVHZ+jxedA+J6K73Og1OvqS/7CDczH9x8QOXt5OkInzv9GEJg7gAjfV+ZJ2/Qwd9OGXd1LHeCKCIG5G9e5HJXAPBc19kFgRAILMTCrHlFFWgyVVr0Hlx+Rp6Z2i8il+bDqfIhVvsMJzpBs8/dvunlKXtui9TToT7Fns+HZ+n/lUG3zOOIM6Qr9Xvu6mw8rc+qofqCegqf/npTFN58qx76n9Zz4Qr+xj0hRPu/QvfqyJl9ijiy5W86SL6TD39L/QvU9f8ro2fF9ETLbVrVfXul8eGClSf4Lddxzl/zTnMtmliPvqZdsSH+2/nv2X3ktWV5WXe3b3zj++VOy7H0/lCNyTT5VwBdK/F+Ws5EE+dErz+nZ12nz7JzHHq04lnXtVE9PqLpumtXJ614xpcCoe3IP5KNH1LW55MjGzKa4LgOfA23uKetaTNQafw40vI7VaIaiTYrPM+1q8t3Taw9XXKcvu0N6ffe+VT7z89IfmOuuw3CbZu3ymv25nJbjRf8omdrr0X8NmtdLYqh9vjS9vlUP5teWyBHts8C5H6zj2X9zqq9R85PCKPPGKVn83LQzuqXSXrXt9Lvl+JT63HJHHVX+PU2K4rs+AnVzvuqE7qviPOVnq+7ZJjA75fW2V97u+nVu/O3SrvG3P1nzmS/S7PPXEen0BwTmTnlbHZzA3IqLjREYrcBCC8zO3NzZA/LjBw/Lso9dKIvUH0Djj58dFuwvfO6XteyPoP1l6oeySA3nrgmY5Ze+PICcUc6Dsv/wJ//+2Ts9Q3uTejy5qpw/ZYff/AvIG4q5bPm5RAukFfuU87ePy6Gv7JZfrL1CzkqDoFY/sU0q6nK3Fhi9ZfqCyDVqDrX7Rdv2cHoejDrY7Zj8+wl5s2f4pPoSU3xJbVs23zC/L4iclc4P9wXXpG71ddU/BbJr+NRyjrwzp7ZZuAz6FScNB2bffN1nVIB3rvfqnq7qa7xBnWrdfUFCu0f3PyyPv7RUzrtgefEl1gwxgc+BOd9T+n2TlDF077S7jvXPByc4eK6b4p6e8LVR+DpIA0dxrfsCU8v7uGmbeh7wVQalwPVY9znr7d1scX1ngWxaXtceTrl/k7Jtys/nqr8x+kMW93tCWo/n7M90cy2N2s+AJmVt9LfG/ttXXzejJk3uq5bt6R6/5m+zY6A9GFTfEyrKWM7Tr3lYKeXf97Y95119MyQwdyXb/rgE5vZm7IHAyAQWVmAODEnzfOlK/4gd+Yi5eIc2j02sxbLShvKGzfrAHP4iNp+hjGa9K3tmtUW/7Dq0eUofrkv+ZF37sqB6w+oWA/LOCS2O4Rveqg2Fm7BDffUt5dY1bG+UrXZIfrNhkdVfnqoCt76QUtNwac+39BmWIc5YLMj6klp3fajeMH2hPO99lc/v9l8DDeoUnAqRt7n3gVV5PVTeHzWfA68m4cS4nvOF82ruKV/vW/DecR5OtfjTYPnU3tPeBzsNArNTHLvdrH+rHjzjwZV2HaYjcrQFFCur63uQ4F9zov56PKl2UTJf+zS/vit6XK3r3tsurdqu6jyWUcjee62FPgt95yj/9jWpm97ETf5Whfzb/O3y9zCbD7XcayBwjfvupZB9aKHNFrd9200JzG3FutuewNydLUdGYOACCyowB74oO0FXrCFTum7eQ+D7ojyXwOz/o+778pENO2uy4rYx3KvYx/+Fp753NvAlqVF4CoX2inNYw/dE65kxzOzttLZSVuXQQWuotnXXNA7MobIlw3mdYc41gbnmeEURvddw6AubJ/R6hgRn5/At9NYkKJXDWH1DcMthwRq2bxVZzcC8xhsEZv1+rRvSHgjWvnvRvpeKWqTneae85Fn5uf6e8oeaJp8DTa/jrIzW8OJiGHHL4KMdq+7BiXKxh+mW14R13gbXYWHfZJqCeqhRuTiXNXVAv/etHkPf52xVWGp3fdujCvQROBWBvdFnrFYZ7zVu3cch+5rAfEwb+ZSc1f+3xr7G6z7jbZPkqE3+VoXbM8rAHLInMNd+l/3lr3498O+6MR6QwBxjq1AmBCoEFlRgrpvTltTf+ZIR+lLpDjVOGVv3MFccxxmemTdSESoqVrF2hpbrX5Tc4X3pVxO7p9wznNmZI6iuGePLXLO6hEOp+iJU1rG2h7lp72LxyqwZT5jNKjSIsima4oukNQ/WfLVLuK7F7em9htsH5nbD/5oEZlXCMqBlgbdZj7rz8eNc480Cc7V7eQZnSLt18nD726Wdyz1VPVzZDiPuMO3s/EUorQiS6toz1mgoemv9ZS5rNo8h2caQ4/prs8116N5LVjtovXaSr5Hgvv6vxfXo+Zx1y9vieElxgw+8snnizmetNey3fnSAuja0aRsplVnWoH2wrIuKVyba8/yLzzfjGBXXnDOk2fwssS3Mcof9YwzMQfsRfiOlh3mE+NapCczxtAUlQSAosKACs3eYoUZQNSRbH1bp+3KtzxNLft86MHsCa+WXK1WA6jDvfkHQv1T4A22oN6zNl47gsNKJBqHU82UtPCR7MO8YDQamBmUzLpPaudT+L9GVX6i8Xy7bB2b/F/eqj4M2gTk7hm4Y+nJf/SGk10s8Q2UDX5arHqLMdUh25efA3O6pOQ3JtnueKuvisWk1rHdugbn1cNXQqB/74qh9MJa1w2uX3yoyVf0KwHbXo3lvVQ3JtofjV17T3vqGRt+4f1OCdfA+WKsfLu2UeU5lHeSQ7Gb3Vciizd+u4Q7J9vWqB7+Sdb4Bgblz4sYnIDA3pmJDBEYvsLACs3ryLtrKqQfkmUdOkrMuUE/L7flyeY+ZPnx09oAckuVyWvLlNQ8w+mJY2WrBNYt+1cwPrF70K/nysFt+/7NX5K+2qg4L9hcE1RNl9jTpi7/kddR7qoKLfokceuRhedMFF8oi54uV3ZPgfvFpH0rdMvrrqbetyKH9B+S0s5dn7fTgUjnvY8uzm6rmi/e8y7b/Hnn8pUvzFavthyGeBx0Vfq/W9hzqC1ZlK6/rQ6HTOmgPcpzexmIYpT48/bgc2i9y2tn2i3Hs9nN7xA99Zav8Ym3FAm3OPZL4+17TVn+NB+tU625+lmYe5j36zOyFctbZvoc5yb6Bz4F8VIez0nXdPTWXz4HG17H9+aDazF3Zufzs0u5p73DY8HXgf/CmX5vu9e+0hWjXYYs2Le/r3ZWjR9Jtaq/HwOes73Oj8fVdnrt8R29+vekPXZ2HYm7PbCgkFiukaws5On8HQp8Bqodd+9vnvQfthau2zJRThuzPtgZ1cx82Bv5WBfxHH5j9D7drr/sRfvUjMI8Q3zo1gTmetqAkCAQFFlpgTirszK/beKuc9bHl+SrZvgVm7HmAk/Km6WvkHSpYGPORkiHEH5HXPqqtwFzVI5m/Tqny1UJ2SP/JE/L8lvKVVO7rrVRzmuU94eZbZdH3bjBeJ2IaXCrLktec6Kvb1nwxLF6LdP6lsuyaJMD7FtSyzKz5qsFQ6rTTpbJsWuT5r5avvlJ10B2ctj1/SpZ89kJ50/4D8tKTN8gx9Qol71zdzG++ZXt1/8Pyi69Ol69Ysl/no18vuYvTHlZdzRvVmre38VZZJjekr+kqh6Ca/kmQe/OT7qrqxTDX/AQnqHvB/mQohqcmv0iu8WtEvqBW9j4ghx45LEe2aK/MsucnG/snc7snZfHlN6UBtfgveRBVe43X1+lQyN2qk1n3STnh5o+Uq2RbC3hlu9Z/DszlntL3afI5kLwntul1nD0UUp8Xk7I4fT2QtdCb0y75PZ08DPRcp8Uqz6mHfR2kn67m68U812b1w5uygdR1GLyXnL9goaHm+Q5V1+NE6BrU66dNiWlyfRdh/YeyKHmNX/FZ7llTwTqe77VS4V5t++/A3ZK8Ks1+s0LlZ0BahiOyJPksKq4ju6yBvzW+XupA3ewmDd5Xhav2+aN9vvj+TpTnUOXP6+UN+PNd9KviXvLM/a78/A1+UxvcBgTmwVnO90gE5vkKsj8CQxRYiIF5iHycCoEhCITm2g+hCJwCgRgE2g7xHnaZYy/foD3Grb6D9hvB8QjMI0CvOCWBOZ62oCQIBAUIzEEiNkBgxAIE5hE3AKePRCA8VHnEBR23ANliMcYRtwynzwUIzPFcCgTmeNqCkiAQFCAwB4nYAIERCxCYR9wAnH7EAsWw4sCrp0ZczIpVskdeqsEXQBt2XT11aPCn5YjzFyAwz99wUEcgMA9KkuMgMAQBAvMQkDkFAggggAACCCAwYgEC84gbQDs9gTmetqAkCAQFCMxBIjZAAAEEEEAAAQR6L0BgjqcJCczxtAUlQSAoQGAOErEBAggggAACCCDQewECczxNSGCOpy0oCQJBAQJzkIgNEEAAAQQQQACB3gsQmONpQgJzPG1BSRAIChCYg0RsgAACCCCAAAII9F6AwBxPExKY42kLSoJAUIDAHCRiAwQQQAABBBBAoPcCBOZ4mpDAHE9bUBIEggIEZosofa/kbmn8qox8+zdNf13ecXaQmw0QQAABBBBAAIGRCBCYR8LuPSmBOZ62oCQIBAUIzDrRAfnx+U/Imx+9Qk4LymUbHH9kqzy1ZUYIzA3B2AwBBBBAAAEERiJAYB4JO4E5HnZKgsDcBAjMmtv+A3Lo7OWNw/LcxNkLAQQQQAABBBAYvgCBefjmVWekhzmetqAkCAQFFlpgPvSVD8uRJXfLkiMb5fm7s+pnw6tFnvnsRjn2aPKTSVn8tZvkrImSR/UUq58UPcazD8vjH50WSY+xKP11tu2psizpiU5//0NZpI6X/vuILPnaEjny0Wl5Pd3j0mzbfPh2+qONt8qajy032icpuypzsU+wBdkAAQQQQAABBBAICxCYw0bD2oLAPCxpzoPAAAQWYmBOQmcReIuQWobkNJg+NyXnfvZCSSNwss2Tq8oAm+4jWchVv1f/9gZkOzBPy+vnq+MfL4O6Csl5CH+DNu/ZLpMRygfQzhwCAQQQQAABBMZbgMAcT/sTmONpC0qCQFBgQQZm0Xtvk3nJN4joi3LZgdhRcvdJA63cKsvkhvR/i97hUIBWPdLfe3cZ0CUL0cffl/da28dIy2NtE2xJNkAAAQQQQAABBKoFCMzxXB0E5njagpIgEBQgMJdE5pBorZc62STvFX5dDa9Wuw0iMFcEeBXS7aHbwUZlAwQQQAABBBBAwBIgMMdzSRCY42kLSoJAUIDAnA/JntqtzSuu6pXeXc5HHmBgrhp+7QwdD7YmGyCAAAIIIIAAAn4BAnM8VwaBOZ62oCQIBAUIzCJuT64dmMt/v/nJbGg2Q7KDlxYbIIAAAggggEBEAgTmeBqDwBxPW1ASBIICBGY3MNvvVk7/reYg2wt2DWJItuRl0BYis3uds3+Ls7p3sIHZAAEEEEAAAQQQEBECczyXAYE5nragJAgEBQjMCVHWg/xqrnXCzbfKou/dIK9d/nVZ9pIbVI3wKr7XSmmrZjdZ9Cs/b91rpdTvitW/gy3LBggggAACCCCAQClAYI7naiAwx9MWlASBoMBCC8zBCrMBAggggAACCCAwhgIE5ngancAcT1tQEgSCAgTmIBEbIIAAAggggAACvRcgMMfThATmeNqCkiAQFCAwB4nYAAEEEEAAAQQQ6L0AgTmeJiQwx9MWlASBoACBOUjEBggggAACCCCAQO8FCMzxNCGBOZ62oCQIBAUIzEEiNkAAAQQQQAABBHovQGCOpwkJzPG0BSVBIChAYA4SsQECCCCAAAIIINB7AQJzPE1IYI6nLSgJAkEBAnOQiA0QQAABBBBAAIHeCxCY42lCAnM8bUFJEAgKEJiDRGyAAAIIIIAAAgj0XoDAHE8TEpjjaQtKgkBQgMAcJGIDBBBAAAEEEECg9wIE5niakMAcT1tQEgSCAgTmIBEbIIAAAggggAACvRcgMMfThATmeNqCkiAQFCAwB4nYAAEEEEAAAQQQ6L0AgTmeJiQwx9MWlASBoACBOUjEBggggAACCCCAQO8FCMzxNCGBOZ62oCQIBAUIzEEiNkAAAQQQQAABBHovQGCOpwkJzPG0BSVBIChAYA4SsQECCCCAAAIIINB7AQJzPE1IYI6nLSgJAkEBAnOQiA0QQAABBBBAAIHeCxCY42lCAnM8bUFJEAgKEJiDRGyAAAIIIIAAAgj0XoDAHE8TEpjjaQtKgkBQgMAcJGIDBBBAAAEEEECg9wIE5niakMAcT1tQEgSCAgTmIBEbIIAAAggggAACvRcgMMfThATmeNqCkiAQFCAwB4nYAAEEEEAAAQQQ6L0AgTmeJiQwx9MWlASBoACBOUjEBggggAACCCCAQO8FCMzxNCGBOZ62oCQIBAUIzEEiNkAAAQQQQAABBHovQUvGfgAAIABJREFUQGCOpwkJzPG0BSVBIChAYA4SsQECCCCAAAIIINB7AQJzPE1IYI6nLSgJAkGBJDDzHwIIIIAAAggggMDCFzjloguiruQvf/XrqMs3qMIRmAclyXEQQAABBBBAAAEEEEAAgTERIDCPSUNTTQQQQAABBBBAAAEEEEAAgXYCBOZ2XmyNAAIIIIAAAggggAACCCAwJgIE5jFpaKqJAAIIIIAAAggggAACCCDQToDA3M6LrRFAAAEEEEAAAQQQQAABBMZEgMA8Jg1NNRFAAAEEEEAAAQQQQAABBNoJEJjbebE1AggggAACCCCAAAIIIIDAmAgQmMekoakmAggggAACCCCAAAIIIIBAOwECczsvtkYAAQQQQAABBBBAAAEEEBgTAQLzmDQ01UQAAQQQQAABBBBAAAEEEGgnQGBu58XWCCCAAAIIIIAAAggggAACYyJAYB6ThqaaCCCAAAIIIIAAAggggAAC7QQIzO282BoBBBBAAAEEEEAAAQQQQGBMBAjMY9LQVBMBBBBAAAEEEEAAAQQQQKCdAIG5nRdbI4AAAggggAACCCCAAAIIjIkAgXlMGppqIoAAAggggAACCCCAAAIItBMgMLfzYmsEEEAAAQQQQAABBBBAAIExESAwj0lDU00EEEAAAQQQQAABBBBAAIF2AgTmdl5sjQACCCCAAAIIIIAAAgggMCYCBOYxaWiqiQACCCCAAAIIIIAAAggg0E6AwNzOi60RQAABBBBAAAEEEEAAAQTGRIDAPCYNTTURQAABBBBAAAEEEEAAAQTaCRCY23mxNQIIIIAAAggggAACCCCAwJgIEJjHpKGpJgIIIIAAAggggAACCCCAQDsBAnM7L7ZGAAEEEEAAAQQQQAABBBAYEwEC85g0NNVEAAEEEEAAAQQQQAABBBBoJ0BgbufF1ggggAACCCCAAAIIIIAAAmMiQGAek4ammggggAACCCCAAAIIIIAAAu0ECMztvNgaAQQWnMA+2b78Hlm6Z5usO3kBVW5mWpZ+8S2y965LZGJe1XpFdn18nRy++jHZPDmvA7EzAggggAACCCDQOwECc++ajAIjMB4CM7evlnVfNuu69pZd8qXLThwwAIG5HrSbwJy07w/+mBA+4IuZwyGAAAIIIIDAgAUIzAMG5XAIIDAYgSRQ3XmGHpCTYLtJZOegQxaBmcA8mGuWoyCAAAIIIIDAwhMgMC+8NqVGCCwIATcwi5Q/e8kZRl0VsLelGqtkuzbkeva+62TljU9kTleul+u+fNAckp0MZ95wb/b71ddXDGvOel43P5ZzX7lDDl+7orA3zqGOcfR++cSaF+SqA1OSjW42e2+TfW6SK+Tihzblx83KvfQfVW+7Xg836BsGzpDs6vKa5zWtyjLuENmwSTLP9bKrqEPWLsVoAMPLPGc2QkBMN9U2ktjcJg/mgtdpD0bS4z9b1Q4L4nKnEggggAACCCAQqQCBOdKGoVgIjLuAE4DTsHmbnJMGqUBYFKs3Otn3ZpGtyXzeNAwfLAO0999SBMIsTP6lMxR89r5p+f57p/J5z+b5srB8enmMmfvl0JJLZDINhfWBeeWNUpRNBVEVHtPjPndFHszbBeZwecvzmteeCr0qJGf/fuCDee//zLRsl6l8frP7O30e9czt0yLXJg8L7GHer8iu2x+X916bz7dO20S1QX5+ITCP+2cC9UcAAQQQQGAUAgTmUahzTgQQCAr45jCXvY4NwuJ31mg9vkno+huRLVlvrTvUu1z0y5lbq4ftmlKXAT/rQfUuktWgh7kMxCJi9xIb/25gULPol/5AwgzidiXdOcx12+u/sx8clEcOzYteoMPkg1c9GyCAAAIIIIBAbAIE5thahPIggEAq4BuSXdLUh0VjOHSxUzLU+C9FbrbDrH4sa9iy2rdqWLY+dFtEsiHH7nDxogijDsze8p4o8w7Mee+/Gk4t+vB07XflAw9/YDYfkthDw7kxEEAAAQQQQACB4QsQmIdvzhkRQKCBwLwDczF0WT+ZNWQ4/ZUbmJu8QsmeV2vOr65YnGyEgbm6vPMLzM7wc2PYuG5f55wNaX+6WAWdHuYGtwibIIAAAggggMAQBAjMQ0DmFAgg0F6gPjB75spuuDfv4U1eO+WuqD179BWZODkPh/r84nS+sTZ/15g/m5T7FZk9eqJMGO9otntIzcDnDEWe2Sczkytk0iqX6gn3z1EODckOGBjDtxuU1/uAIau/PcRc75E22ynvoT8zWwCtet60VXb7QYI1r5xFv9rfP+yBAAIIIIAAAoMRIDAPxpGjIIDAgAXqA3MeJtVK1lfukL1n3GMtzpWF2GxVZ5G1q6+Xq+5KFt4yV3Vee8sOufihe9L5zetUKDaGLq+StbdcIV+6rFwBOz2gsc162X7LQXlAWxzMXDl6lWy/epusm5Rs+HO+QncyhPuq59YV7yN2hkbXzmEOGORDoUX12taUd15Dso3h2Ktk+y2ny+bnkvnjp8jMzOPygw23lW2gv0dbK0/ywOA939FW2r7yetn+7J68TVj0a8C3FodDAAEEEEAAgRYCBOYWWGyKAAIIIIAAAggggAACCCAwPgIE5vFpa2qKAAIIIIAAAggggAACCCDQQoDA3AKLTRFAAAEEEEAAAQQQQAABBMZHgMA8Pm1NTRFAAAEEEEAAAQQQQAABBFoIEJhbYLEpAggggAACCCCAAAIIIIDA+AgQmMenrakpAggggAACCCCAAAIIIIBACwECcwssNkUAAQQQQAABBBBAAAEEEBgfAQLz+LQ1NUUAAQQQQAABBBBAAAEEEGghQGBugcWmCCCAAAIIIIAAAggggAAC4yNAYB6ftqamCCCAAAIIIIAAAggggAACLQQIzC2w2BQBBBBAAAEEEEAAAQQQQGB8BAjM49PW1BQBBBBAAAEEEEAAAQQQQKCFAIG5BRabIoDAAhGYmZalGw7K9j3bZN3J/jrN3L5a7jxjl3zpshMXSKXdaszed52sfO4KOXztCueXdb+LDSRpq3XPXi9777pEJmIrHOVBAAEEEEAAgV4LEJh73XwUHoGFLLBPti/fJNvSKq6XXQemZHIg1X1Fdn38Xll6V/3x9MCchscbTy/KkPz7JvnL3odpIxQfvV8+seY2OWfnY7J5UqQ3gTl5+PGdNd7QP5DLhYMggAACCCCAwFgLEJjHuvmpPAKxCiShdp088MGshzcNbw+tGUwP4tF9MiMrZLKiZ1mJ1PUwL8jAbF0KfQnMMzP7ZHLS7SGP9cqmXAgggAACCCDQLwECc7/ai9IiMB4CaW/nC3JV0auc9DbfI0u9Q6j1nmiR67Qe0pvkCrn4oU2y+bFV+fDrLIhvfixjVNum/8h7WB9M/7FerrvyXnlaDclOejG/+JY0sB9Khv9+uWyG8hj+cqRbpkPA78138vWWJ+X6G5Gr18gDG24TVQa9Vz0ddqzOu1offpycd4+8Z6fIuuQcV+6Qw9eeYtQz+1lo2LVpnAXmNbL92ds8XlZ5i/IM2CA97ulyrxppYNRbxG+St/GZZZ3T7cRvMB43FLVEAAEEEEAAgbkKEJjnKsd+CCDQnYAWULM5qVkIOnx1Nly4/C8LaE/fouYavyK77ntJ1l22IuuVvlG0ecpmr7VIHjTTUG4fx/q3VR639znbXvKwrsJ3NrzZKvvR+2X798+Tzcbc6DzkSRmEjZA3My3bZSqvu68em2SbFopn75uW7793Kp+fbZVN0zN7kT2BWfdLQ7/kw9Ld8maegzRQ4Vs9YLAca020baV82MH85u5uWY6MAAIIIIDAQhUgMC/UlqVeCPRZwJmXWhGYnWBdVtoZUpz0IN8sslVbGCoJpT/448dksydUGaE4EJh9Q8bL84sV6n0N46mf08teVbe63vdsn6rh5cHAbCwIppfRLW8XBna5Q8PkjQXM0jYTuU4OytIt1Yu79fk2oewIIIAAAggg0L0Agbl7Y86AAAJtBRr2MLda5dkYFl0WKBlSvf6gu1p068BsrTZtB8hi+LA1rDgrSVVg3iMXq2HoxpBxyYdeJ8OsKwKzVd+1RS98s+Dt2uo92+L0+PvaYr4GwcBcaVKabtaGZre9DNkeAQQQQAABBBAgMHMNIIBAfAIN5zDXLQbmBLhQb7S1qFjrwGztXxXm/T+v72E+zbNKd9mb6gZm+zVLo+9hNudPNzWoC8y+lcv1HmZ9DrY7lD++S54SIYAAAggggECcAgTmONuFUiEw5gJNV8l25zDPzIhMTuYra3uGFKuVt1Pgo6/I7MknyoT1SiU1B1lUr6xnSLa5iFTd/N19sv12kc35olv+kG8vVGX+2wyO9rZ2YLbDt23UoofZepVW+Wot3xD5wRjo4bYuMDc2OaLPva62GPMbjuojgAACCCCAQIUAgZlLAwEEIhVo+B5ma1ju2it3yNYknKarPF9hrQ5trpItq9fLri1T2Sum9CHMq6+XXR/cI3eqdy3bvdPaOcuhzhUrRM/sk10H75HNNz6RO1etkr1ODp+5XrZ9OV9NW1/Z2qjjKtl+y+my+Tn17mHPkGxrVe7ttxyUB3zvjc63y1b6dhf9uknWyDk33uZ5F3b9ImzZu7O1VcjbGGgLu9UOya40ceeMFz3uW0RuWnObFA9CIr3yKRYCCCCAAAIIxCNAYI6nLSgJAgiMrUBVAB1bECqOAAIIIIAAAghEIUBgjqIZKAQCCIy3AIF5vNuf2iOAAAIIIIBArAIE5lhbhnIhgMAYCRCYx6ixqSoCCCCAAAII9EiAwNyjxqKoCCCAAAIIIIAAAggggAACwxMgMA/PmjMhgAACCCCAAAIIIIAAAgj0SIDA3KPGoqgIIIAAAggggAACCCCAAALDEyAwD8+aMyGAAAIIIIAAAggggAACCPRIgMDco8aiqAgggAACCCCAAAIIIIAAAsMTIDAPz5ozIYAAAggggAACCCCAAAII9EiAwNyjxqKoCCCAAAIIIIAAAggggAACwxMgMA/PmjMhgAACCCCAAAIIIIAAAgj0SIDA3KPGoqgIIIAAAggggAACCCCAAALDEyAwD8+aMyGAQCwCM9OydMNB2b5nm6w72V+omdtXy51n7JIvXXZiLKWOuhyz910nK5+7Qg5fu6JlOffJ9uX3yFJvW9T9ruVpOt/8Fdn18XWy+cwdczDovHCcAAEEEEAAAQTmKEBgniMcuyGAQNcCSVjaJNvS06yXXQemZHIgp0yCzb2y9K764+mBOQ2DN55elCH5903yl4RprT2MwHz0fvnEmtvknJ2PyeZgo5mhOHFf9+z1sveuS2RC+hOYuSYGcnNyEAQQQAABBKITIDBH1yQUCAEERLLeugc+mPXwpmHsoTV5iJqnz9F9MiMrZLKiZ1kdva6HmXDktsF49zC/IjMzIpOTjEaY593J7ggggAACCEQnQGCOrkkoEAIISNpD+YJcVfQqh4btqp5okevyXs0s1F4hFz+0STY/tioffp0Pm30sM1bbpv/Ie0UfTP+xXq678l55Wg3JToZwf/EtaWA/lPSAfrlso/IYeo+4dex0CPi9+U6+3vKkXH8jcvUaeWDDbaLKoPeqpz2v6ryrVQ9scsjkvHvkPTtF1iXnuDIZEnxKNjw4r2f2M99QadND3855YKAZTKQ10eu7Sq67UmSbqCHZbntlvfRPZAZO+csh2Wbwzo9zy+my+cbcT983KdN31sgu2ZTa6G3vP5dZ37W3eIbcW8dU18n6g2X5jesmf7jjWNvD/tPra49cXDMNgDsfAQQQQAABBOITIDDH1yaUCAEEnHCWBZ3DV9tDfLPQ9nQRfF6RXfe9JOsuW5H1St8o2jxls9e6CJppKLePY/3bKo/b+5xtL2oIsjEk2Sr70ftl+/fPk83G3Og8yEkZhNOALHnQnZmW7TKVD2/21WOTbNNC8ex90/L9907l87OtsmlXV9129YHZnq9r/9sMzPYIgbph125g1utm1T1/EKEH2NpzOe04LXKtNTTfOqYK+kW4to5Ra11se55833v9cqsjgAACCCCAQOwCBObYW4jyITCOAnkvX9krWhGYnWBdYjlDhJMQe7PI1nRubPZfEtx+8MePyWYpe5D13xWLfgUCs2/IeHl+sUK9r0E99XN62avqFp7n23QBM3272sDsKZu3ZzjtTfUFdr3MnnBdLB7mqZveFhW93sWDi5SsPMZ7v2/ORffeWvYx7brWtIu6psrF4vJ2PXO9bJM1LAY2jp9l1BkBBBBAoPcCBObeNyEVQGABCjTsYa6bN+v8zhgWXZolvZPpcFtrhWcjMDYJzNb+3p7OZEi1MRxZlaMqMGtDeI0h45IPvU6GWVcEZqu+3uHHacLTh4uLqO1qA7PnQUV9YLZXwdZD9BwC8wbJFmDzBua6c5lD782h1eopivXwpElgrrNusCL7AryDqRICCCCAAAILRoDAvGCakoogsIAEGs5hrlsMzBuY83nIqhdZifmO0zowW4uSVYV5/8/re5hP86zSXQZ8NzCbQ56znnTfK7LqtgsGZhVac8Q+9DCbrxCredCgXyeBwFxvrc3BfiibA29fewvorqUqCCCAAAIILEgBAvOCbFYqhUDfBZquku3OYVarFbvB1J77m/Q2viKzJ58oE/ZrkPJ/i5ob7elhLuYXp9R1c5j3yfbbRTbni275Q379nGAzvNbPF1YrjJfzvW2jql5tczuznPkCX0XvuH/OdzmPerBzmMs56vVzy5Oa1c1hliZzu1sNybYfdHgM05EH2SJsxqrv2mvK+n63Un4EEEAAAQQWsgCBeSG3LnVDoNcC+irMNe9htoYqr71yh2xNwmnSK2sNk1ZhsljRePV62bVlKnvFlD6sdvX1suuDe+RO9a5lb4jKVrMuhzrr5dVWyZ7ZJ7sO3iOb1QrR3ndKa3Ndv5yvBq2vbG3UcZVsT1aNfk7Nia2Y56utyr39loPygO+90dbq3eZ2lv+et8id+hxwa1XxXckq3d+pLlP1KtnmgmdmuyVl2CNLbzlY+BlDyyvmsPvPlbz66XH5wYbb8nd7622n3SitArM9pH29KMOt8jfGu7vVKuzJu6nf851kxfNBvlu81zc6hUcAAQQQQCBqAQJz1M1D4RBAYDwEqlYBH4/aU0sEEEAAAQQQQCBWAQJzrC1DuRBAYIwECMxj1NhUFQEEEEAAAQR6JEBg7lFjUVQEEFioAgTmhdqy1AsBBBBAAAEE+i1AYO53+1F6BBBAAAEEEEAAAQQQQACBjgQIzB3BclgEEEAAAQQQQAABBBBAAIF+CxCY+91+lB4BBBBAAAEEEEAAAQQQQKAjAQJzR7AcFgEEEEAAAQQQQAABBBBAoN8CBOZ+tx+lRwABBBBAAAEEEEAAAQQQ6EiAwNwRLIdFAAEEEEAAAQQQQAABBBDotwCBud/tR+kRQAABBBBAAAEEEEAAAQQ6EiAwdwTLYRFAAAEEEEAAAQQQQAABBPotQGDud/tRegQQQAABBBBAAAEEEEAAgY4ECMwdwXJYBBBAAAEEEEAAAQQQQACBfgsQmPvdfpQeAQQQQAABBBBAAAEEEECgIwECc0ewHBYBBBBAAAEEEEAAAQQQQKDfAgTmfrcfpUcAAQQQQAABBBBAAAEEEOhIgMDcESyHRQABBBBAAAEEEEAAAQQQ6LcAgbnf7UfpEUAAAQQQQAABBBBAAAEEOhIgMHcEy2ERQAABBBBAAAEEEEAAAQT6LUBg7nf7UXoEEEAAAQQQQAABBBBAAIGOBAjMHcFyWAQQQAABBBBAAAEEEEAAgX4LEJj73X6UHgEEEEAAAQQQQAABBBBAoCMBAnNHsBwWAQQQQAABBBBAAAEEEECg3wIE5n63H6VHAAEEEEAAAQQQQAABBBDoSIDA3BEsh0UAAQQQQAABBBBAAAEEEOi3AIG53+1H6RFAAAEEEEAAAQQQQAABBDoSIDB3BMthEUAAAQQQQAABBBBAAAEE+i1AYO53+1F6BBBAAAEEEEAAAQQQQACBjgQIzB3BclgEEEAAAQQQQAABBBBAAIF+CxCY+91+lB6BBSjwlHz+r+6X2+V0+cZfb5CVeg3375S37Dwo8rZL5IX150Zb99nvTss7HzkuH7zgz+XOPzopWM4m26ttrt1wo3zy7OAhKzbIbScm5clPXyQTDQ6z995b5EM/XSR3fHpKLm2yg6e9mjo0KM4AN3lZdn/u7+VTsyIhU9ugSXsNsKAcCgEEEEAAAQRGKEBgHiE+p0YAAb9AFlDcIDOv8NYJdh66xAygqvxNg2KT7QnMg23A1PMnb2304MC+7tz28l8Hgy0xR0MAAQQQQACBUQgQmEehzjkRQKBeIO9JNgNn+97R7pmHF5QIzINszadk93dPlksb9P4nZw0/qBnedTBIBY6FAAIIIIAAAmEBAnPYiC0QQGDoAp5wPPtNuepzM/KQPhxb/SwvnxGw09B9XO749GUiO7Oht74eXxVEyyrWDAVXGyVluOBoVh7dJh/qLPmQ7HSor/iHkesh7D0/zYZwG0ODjbotkmvfJnL7T/VtyiHFRRE8Q9VVb2i6zdtOl2t/elBurxuSrYa9pzucLte+7aDcbg/JrnPXPbwPPkRsc3tItNMmNUPw7W1VG2c/XyTf+OsV8oN0iH85YsHcxzPcPGBgPLyYyK9Lz3WQjGAfZF2HfhtyQgQQQAABBBAQAjMXAQIIRClQNW+0CFd2GMtDnKh5w0boyarozlVNgvn3Zaman6uCoBYo3Z7dl2V2v4icfZJMiL/X29xHBVs9iOf75UHQOYdTDs9826R+335zMaTYN6/WGdquTKoCszNHXM0n10JlyD0QmO0yOXV3QvZTsvfeo3L4goucOdROz+/sy7JXRFZOnOQEVZGsDksfMedkZ+eXco52AwP3mvBfB4Osa5Q3KYVCAAEEEEBgDAQIzGPQyFQRgT4K2KEkCx8qdPqGwFo/q+jdDFkY5/EEaHP/JoG57GW0w776t7+uZsAPD8k2Q7h4y143rF2FcrPH1QylDdzrArNvlID90KFpuwUWgPN62Q9VkrIaP5N8IbA6A097+h6cDLKuoYuW3yOAAAIIIIBAZwIE5s5oOTACCMxLwAgckq2cXQzNVT2fnjOo3tOmwSs5hNMbnQem2Ww4dfXiXc0CcxFe8/Kb4d8OYP7gWhWYjSHXSV2s+psritcFZv/q5GZgbuBeF5i9bWLX1xxqXmUfeoDg/b1n1IEqbnaeo94V2oOjHXyBeYB1ndd9xM4IIIAAAgggMC8BAvO8+NgZAQS6E9B6MzeI/NXnZqQYbl0xFNooS6PA7A51NsLRoAKz6D2z/05+kLzO6KTy1Vj+IdxmL2flsO3i9VtWGPb2wA4oMDd9LZXdBo1CZN6K+jxpz/nmE5iDD0CsV5p1F5ib1bW7e4wjI4AAAggggEBIgMAcEuL3CCAwMgE1vzRb8EqbZ6oC6GzN+4GbBGbPNkY4knxBp8qA2LCHuVj8SeSODW+VB3bOyDna+5TnMiTbXbnZKkuXQ7Lr3PWrpWK+s7FwW+DhR9UrxopRARULgtUNyX6osj2bDEsf4JBs686qrOvI7kBOjAACCCCAAAIEZq4BBBCIV6Cul9G3gNXsyzI7kSzGVQ6zrn0Xsj3PtDhfGcTdEPOU7N1/rqw8OzmJb0EvX6Aq58pmq2qbK3FXLXxVDqcuh0JXzXsuVmMuwqAb/txtzKZ3Fg7zeBRBVQ+duntdYC5e0eSuWF3M707O+cjJcuf6c9Mj2cPXy8N7wu3sU7JXzpWVExVtoJ1fvy5mZ1+WiYmT0kM3MfAtBLc7GTUwa7ZrcNGvxnWN9xalZAgggAACCCx0AQLzQm9h6odArwXKoOgNvtbrjZKqFts16WG2X/szMSnfePu/yIf0VZM9rwYyAq9RhiwwLdVfK5UG6+y/Yr6x1Ssanm97unzj02+WOz+n90zbc30vkYt/cr98SiaLlbPLQJ+dP7G56uW/lw+9rG/jD83pT5NQ/P6fyTvT13NNlatU17kbhyvLaATU3EdtWq5e7nlVVr669aXpUxD3v6o53MarvbQ2SI5gv+pJraCtzmH83mNQ23udFrEMztWvlWpf117fyhQeAQQQQACBngoQmHvacBQbAQQQQAABBBBAAAEEEECgWwECc7e+HB0BBBBAAAEEEEAAAQQQQKCnAgTmnjYcxUYAAQQQQAABBBBAAAEEEOhWgMDcrS9HRwABBBBAAAEEEEAAAQQQ6KkAgbmnDUexEUAAAQQQQAABBBBAAAEEuhUgMHfry9ERQAABBBBAAAEEEEAAAQR6KkBg7mnDUWwEEEAAAQQQQAABBBBAAIFuBQjM3fpydAQQQAABBBBAAAEEEEAAgZ4KEJh72nAUGwEEEEAAAQQQQAABBBBAoFsBAnO3vhwdAQQQQAABBBBAAAEEEECgpwIE5p42HMVGAAEEEEAAAQQQQAABBBDoVoDA3K0vR0cAAQQQQAABBBBAAAEEEOipAIG5pw1HsRFAAAEEEEAAAQQQQAABBLoVIDB368vREUAAAQQQQAABBBBAAAEEeipAYO5pw1FsBBBAAAEEEEAAAQQQQACBbgUIzN36cnQEEEAAAQQQQAABBBBAAIGeChCYe9pwFBsBBBBAAAEEEEAAAQQQQKBbAQJzt74cHQEEEEAAAQQQQAABBBBAoKcCBOaeNhzFRgABBBBAAAEEEEAAAQQQ6FaAwNytL0dHAAEEEEAAAQQQQAABBBDoqQCBuacNR7ERQAABBBBAAAEEEEAAAQS6FSAwd+vL0RFAoAOBvffeIh/6qXvgazfcKJ88u4MT9uSQjsvbLpEX1p9bU/qn5PN/db/crm3xwQv+XO78o5OGWmNV7lGce6gV5WQIIIAAAggg0DsBAnPvmowCI4BAFrAWyR2fnpJLJzKP2e9OyzsfOS79Cc0vy+7P/b18SiblyU9fJHk15t64+3fKW3aKfOOvN8hKEVEhtNIj3f6giB6q058dN1znXiC1Zx7Kq8K0JkDaAAAHAklEQVT7HM+ZtbcMuKzzry1HQAABBBBAAIGFJUBgXljtSW0QGAsBX2AWCQSz6GQGHJjt+uWB2B+Yc6uJAYX1Wtu6dnlZdn/3qFz6R3W94P6DE5iju6ApEAIIIIAAAgtSgMC8IJuVSiGwQARmvylXfW5GHrJ6J2sDswqBRc/lZSI7/14+NStSDvm1hiJbx1e91bZiFj49YTMPp8XxPedOjlX8XtVLP4FR7oPab8yedJE8aM+Wm7ihWNXv9KLHWT+Vql94CLTlZAfsUD1VL7Z+cmXt/M6uZ7KTPWQ8qc8FcjjpmdfqL6Lta9kadQyVV5XTbh+7d9wu+1AePCyQe5pqIIAAAggg0DMBAnPPGoziIjBWAkUwMYOfNzDb4doT1tJgOWGHcLMH1B7a7Z6raWBOQm8Z5BodJw/Dh9+v5mK7wdc5zv6n5PMvH5U//aNyWLf/gUJ55YR+n26pPIswWF3v2np6H3pkob+unsX5tbA6O/uUiJwrExNqyLkVsu0HF/m5Rc3LLq6Jmnaxh6rb5Xfq87Ls/e4jcvikDXLpGM+fH6vPJSqLAAIIIDBWAgTmsWpuKotAzwRa9DA7c3bt8JRXPdvOF8D13kvt987Q5uaBWe/ddOdYNxsWbQ89DobdinrrLR88RjEHOjBP3HMup54VbWhfiWY9VS+6r9c529Otg2+Iu/WzYHnVeWse0Ih/1EPP7iyKiwACCCCAAAINBQjMDaHYDAEE4hHwr5Id6G1Mi+8OZy5rlYUksQO1syjVEAKzZ8h2Meza+J0bKJvM7Q0HZn9wFLv3NRhAtZ5q36JflfUMP0yo7LH3XabWcPfqBxn+89pD2I3rL7gSeTz3DSVBAAEEEEAAgfYCBOb2ZuyBAAJDE/AvGBUOfCIq3JnzdCuCoFGf7JySv6IqPdfL+uJY3QZm+xVLVat/6/Osw3ORzQYLryjefWCur+c8AnPdfOJgwG8WmDNNfX61f6740G4TToQAAggggAACnQkQmDuj5cAIIDBvgdph1dXDddPz1u4rla+fchf8ssNQh4HZM3y5PtzWL+5V7T+XQOp5dVcwgFb0MAfrOY8h2bM110WwvA2GZFvv/2q+gNq87wYOgAACCCCAAAIjECAwjwCdUyKAQAMBZ9Gpcp+59zBrAU70IPyyzM6eVC4mZfQo22W1Q1U5zNtcJfugtiq37z3RvnBmB9myF1MNyU4C2v9x0pR8Ml1gyu2BD75/WVXH90Ah+dm335y9F7rFol/t52qH6+kM/07mLe9/Slaenb2CyvsgQQ0Z13uZZ1+W2YmTsvdcBwNzuU3xfmon3D8ln//cUfnT/N3ZTYbAN7ja2QQBBBBAAAEEIhUgMEfaMBQLgfEWqB86Pa/AnMLarysSKQKS73fJLkYIyxd+So+V9Gi+Vw5/7n552lqNuT5I6uE9OU4e4I3VvU+Xb2wQ+dDOg1mPuFrhW784jCHInvBedyF55hB/8G2ny8VvVys+N3mtVOjBgBZCdce6eqrVpuvmclvz0f1zvLPKt3uQYbeLfm2oxcZMVP+7rsf7Dqb2CCCAAAIILBQBAvNCaUnqgcBCEmiw0nM31fXPma4a3t1NGTgqAggggAACCCCAQCwCBOZYWoJyIIBAKeB51+3ue/+rvGd9+a7hbrh8c3vD82m7KQtHRQABBBBAAAEEEBi1AIF51C3A+RFAwCvgLr6lDa3t0swzDLgYLt3leTk2AggggAACCCCAQHQCBObomoQCIYAAAggggAACCCCAAAIIxCBAYI6hFSgDAggggAACCCCAAAIIIIBAdAIE5uiahAIhgAACCCCAAAIIIIAAAgjEIEBgjqEVKAMCCCCAAAIIIIAAAggggEB0AgTm6JqEAiGAAAIIIIAAAggggAACCMQgQGCOoRUoAwIIIIAAAggggAACCCCAQHQCBObomoQCIYAAAggggAACCCCAAAIIxCBAYI6hFSgDAggggAACCCCAAAIIIIBAdAIE5uiahAIhgAACCCCAAAIIIIAAAgjEIEBgjqEVKAMCCCCAAAIIIIAAAggggEB0AgTm6JqEAiGAAAIIIIAAAggggAACCMQgQGCOoRUoAwIIIIAAAggggAACCCCAQHQCBObomoQCIYAAAggggAACCCCAAAIIxCBAYI6hFSgDAggggAACCCCAAAIIIIBAdAIE5uiahAIhgAACCCCAAAIIIIAAAgjEIEBgjqEVKAMCCCCAAAIIIIAAAggggEB0AgTm6JqEAiGAAAIIIIAAAggggAACCMQgQGCOoRUoAwIIIIAAAggggAACCCCAQHQCBObomoQCIYAAAggggAACCCCAAAIIxCBAYI6hFSgDAggggAACCCCAAAIIIIBAdAIE5uiahAIhgAACCCCAAAIIIIAAAgjEIDAugfn/B+UpvH5nS5ovAAAAAElFTkSuQmCC" style="margin-left: auto; margin-right: auto;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Creditos en Scribd</td></tr>
</tbody></table>
Tuve que buscar en Google. Bueno pues resulta que Scribd se tomo la molestia de "seleccionar" algunos títulos para leer libremente <strike>pagando tu</strike> <strike>suscripción</strike>, sin necesidad de créditos que puedes encontrar aquí, en las selecciones de Scribd: https://es.scribd.com/books/all-scribd-selects<br />
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Consciente de mi fecha de renovación (que era el 24 de diciembre) decidí usar mis merecidos créditos el 23 y busque una selección de libros que me parecían útiles pero como me aparecía el 25 era un cobro entre duda el día 23 finalizo pero ese el día 24 me hizo el cobro de $150 por un mes a las 10 de la mañana, en lugar del 25, ok, eso podía pasar.<br />
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Total, un poco de conocimiento no va mal.<br />
No usé realmente la suscripción como quisiera por eso de los créditos y demás, sobre todo porque es una pantalla azul y mis ojos no dan para leer e-books sin parar, no quiero quedar ciega, a pesar de que instale un filtro tanto en celular como en computadora.<br />
El 23 de enero cancelo la renovacion y me dice que tengo 1 día más de mi suscripción actual ¡fantástico!<br />
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Estando en el camion, trafico de CDMX abro mi aplicacion para leer y oh oh sospresa que me da al no dejamer usar la funcion "offline" que descarga temporalmente el libro y me dice "paga, se un miembro para que puedas hacerlo".... mi cara < :/<br /><br /><br />Me entero que no solo no me dejaba usar la parte offline sino que solo unas horas después en un día que teoricamente todavía podía y peor aún, no me dejaba leer un libro que yo creía tendría disponible acabando mi suscripción, al menos por un rato ya que lo obtuve usado uno de mis 3 tristes créditos mensuales de pago pero no, se acaban junto con tu memebresía.<br />
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" /><br />
Por ahí había leído que al cancelar el cobro se acababa la magia, lo de los libros con créditos no me lo esperaba.<br />
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" /><br />
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Y eso fue, lo que me hizo cuestionar que tan útil era. Es fantastico leer pero esas limitaciones..unm.<br />
Segun la seccion de FAQ, ni siendo un suscriptor anual te salvas de tener solo 3 + 1 creditos, te ofrecen los <span style="background-color: white; color: #00293f; font-family: "Source Sans Pro", sans-serif;">monthly Scribd Selects y unlimited mientras tanto</span><br />
<span style="color: #00293f; font-family: Source Sans Pro, sans-serif;"><br /></span>
<span style="color: #00293f; font-family: Source Sans Pro, sans-serif;"><br /></span>Enontré además una oferta de casi 9 dolares a 5 dolares al ser estudiante...de los Estados Unidos, como sea, el enlace es este por si les es util: <span style="background-color: white; color: #00293f; font-family: "Source Sans Pro", sans-serif;">http://scribd.com/studentoffer</span><span style="background-color: white; color: #00293f; font-family: "Source Sans Pro", sans-serif;"> </span><br />
<span style="background-color: white; color: #00293f; font-family: "Source Sans Pro", sans-serif;"><br /></span>
<span style="background-color: white; color: #00293f; font-family: "Source Sans Pro", sans-serif;">Como no se, malo, no puedo encontrar ahora como suscribirme anual, el sistema sigue ofreciendome su mensualidad, tal vez esto ocurrio por 208 pero en los FAQ la existencia de la anualdiad sigue ahi.</span><br />
<span style="background-color: white; color: #00293f; font-family: "Source Sans Pro", sans-serif;"><br /></span>
<span style="background-color: white; color: #00293f; font-family: "Source Sans Pro", sans-serif;">Me parece que esos detalles no son favorables para ellos, pero el precio no es tanto y seguro ahorra espacio fisico en tu casa de cada libro. Entiendo la razon por la cuál ya no puedes leer tanto como quieras: </span><br />
<span style="background-color: white; color: #00293f; font-family: "Source Sans Pro", sans-serif;"><br /></span>
<span style="color: #00293f; font-family: Source Sans Pro, sans-serif;">https://support.scribd.com/hc/en-us/articles/210135806-The-new-Scribd-subscription-everything-you-need-to-know </span><br />
<span style="color: #00293f; font-family: Source Sans Pro, sans-serif;"><br /></span>
<span style="color: #00293f; font-family: Source Sans Pro, sans-serif;">y aqui </span><br />
<span style="color: #00293f; font-family: Source Sans Pro, sans-serif;"><br /></span>
<span style="color: #00293f; font-family: Source Sans Pro, sans-serif;">http://www.libropatas.com/mundo-editorial/han-muerto-para-siempre-los-servicios-de-lectura-por-suscripcion/</span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4724973124901264333.post-6527926696821525592017-08-03T21:54:00.000-05:002017-08-03T21:54:00.466-05:00¿Cómo reinscribirse en línea en UNAM? DCV ReinscripcionHay que consultar la dosificacion, esto es el día y hora a reinscribirse: http://cuautitlan.dgae.unam.mx/Servicios_Escolares/dosificacion/<br /><br />Ese día ir a la página<br />
http://cuautitlan.dgae.unam.mx/<br /><br />Tus demas calificaciones quedan en<br />https://www.dgae-siae.unam.mx/frm_cpan.htmlUnknownnoreply@blogger.com0tag:blogger.com,1999:blog-4724973124901264333.post-41365293908255885532017-06-28T11:29:00.000-05:002017-07-26T14:27:37.284-05:00Libros para Fomulación de Medicamentos (Fórmulas de Medicamentos)Autor: Howard C. Ansel; Nicholas G. Popovich, Loyd V. Allen<br />
Titulo: Pharmaceutical Dosage Forms and Drug Delvery Systems<br />
Editorial: Williams and Wilkins<br />
Edición: 6ta<br />
Clave: RS 201 A58 1995<br />
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<img height="239" src="https://lh3.googleusercontent.com/on1RjUcEicfByWWInpmwBiZdgB65hbLbE_qBMPw7vE6yC6cYuu4RNsUZcbetIOu4KYGZo7PvqWsWJcEwXfcEIasFAusOoB9p9wKWj5N6XfiU_0d4eeT7XPwB9sIrEtEth1iUZQ75VPbq_15NFvZyD1rHBFktT-fITV4LYBey4dR0Aa0-ttwwh_HR-nBh1mpeIB79s6r4ZXbXi7d9SwmUrlUpnNAiuBEmnDsNuFm5PeC-tU90YPOsl7LfGV8jZM8LjCnLF-1lovh4j1vcyf9HaJrBVWDH2eb6Yu6OIlJmZTT8R3PRrE6yPlHWFX9sFHIby1IU8MXW-o4g8b3NCOu35JhqEQ3AAh_OphkiQPyiQkjCVHrgEYibr4-_bqYkexTdb_wIiFBwGXlpb9Mvam8VNrzYv7WbCHw_PeX0EEmDlh2Np-k9WqNZIA-CnQ9FSwqUaYqJ0ukWNqqCP1if9-S7tPYpUDxRDGbQyGk_IEchrG1YGwZNNBQBUFr6T8iXa-uFRc004ym5Vit8WRXRlwINj2lCdnqyl7uPae0oqxvm-SE4xfhZY7WRkvYJVGv8x8bQzZzE-zY1mgxzfM0I3yI9zKxVCyCLpI8zANyR-VAXOcavEcmBceVc=w967-h725-no" width="320" /><br />
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<img height="239" src="https://lh3.googleusercontent.com/oz85RD5wbUEh5WgQ9CNBXg7hQz8svmpI_n4Cpyqqozt2leHHj2Uy4WCFYATz4a8qvQmANECFouQ7WkrXfX13sIYuBPx0WxkVCRQtYICIAO2rWTDOZNXImDIIpOXhKsebAO3sYuvnL-W8jBaw6iH9k4pS7IZ2ylGHAMnOPGW1hVlhMT_ynjqbzjnzoa9rcMRYVd5VOa-IdSH_8cXahIMDxsfSTFi1775r4bRqW-wmNXLDqqBAvnkzUo8Vv9lME0r0bwtLjjyHNPhQ4sSGgiLr-JUNNl8A4m8GDeGrBbFYOyLhAIw5Uxjv6afLO62nDUb_BWDFZ8UKFOMG4C3ztrsRGz6TpJLiafbdQmramntdO9KHvyDmRLJjBlPAs6uVZ7Z225yfBxTUh4qpdNIGc9CjiZVzwOeCTcNOXjkkviQgM4hiQkRkjGEWouCBdXHEo_il3a2ii2GQqwl-Ihj35zNNeAadjNNXW6sV2vWNYF50JALIrBn1p0XsAr5_nD9SbmKk3gnOdCU2a4cFegxdwUxfY77mRxEM_k9rlpiUOT-YIVDN9dIyu6cH4mv59xneEEnAb5zSYxPebNyWKLfwEMoYKxka2TI-rTHX_ocipCXVe5wjKwx-v0AJ=w967-h725-no" width="320" /><br />
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<img height="239" src="https://lh3.googleusercontent.com/Ms8np-Lagf0nXgghRA6YIAaNo9puqPjXVxRZWOn_is40aBOAsO4l5mKCEghpckukJYQT0YKRswh8mRkSv2HrmX9uxX96pBo25v2liiKIPebhnWBGSZpY33XRQKsWHor2F_ihRYgHL2pQNiCWPhQ0Xe2fEDu33law0yk6T3At_xq8ABDlElVfpnNeDODEUDDb7q9p64Q5ruzntHmX9OxcHKHSjnGFYhk9hKxrEJzSddfElbjMiL-2tjoXDoZ9510SrMC8LTyFB9v_mhGmCRHTRiVxomk1beRSaeIT6kfUpY8_eK9s_5KarEEq2eq1ZQ_XqFiL1sSpKvVPJwMP0nxkJUrkI-vOsgdB3Crjf21nZkAC7V6K-Xj4QBbcXtnZ2lEOw5m_JFOByULwKssolOZ2x2aBUKnNx4pYjDW1l7WhM1nRmDAmPqsMx_rY3GlPkkQZv5JlsXvKtxm86Net-fRX--PQwXUJEke3Ahsvno7eCha3D36Wdx0JoU1zi--cqRfYgFgZ002dDwr8wNV-0vRe0Ur4LvtzRVe_ovPsXyDzfzWL-ktbk7U2n_bgV4yxYUeJXL42WpF8W9RXKNAvJeudWzcpFBcUS1SrRspGqe09BFo5C6y06acb=w967-h725-no" width="320" /><br />
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<img height="239" src="https://lh3.googleusercontent.com/ilK20u0xPs6i7d4r1ZCSUSYM3-ngOek4QQxRzUWk-2677B3FcTT0kz5s5w6af9fqlZ3d49GwjHGEw02Mg35t_fBawQpQRrCnFf-OiHRJoW8vhLSI_dIt2jUOWrAu7edki1IpJVJOm4_PGdKvoKDfJMQQXCCzu5KtjDsfSDUy2eRKKtsHB-jAm1oyNnO39rHwUD2UH2XbMMlOiofAcPaOsOdQBDdMMccJrfiFK8pC9WTh4TSquw-yp_yLDUADazr-HCMLI9FXSYdY5MtSf9TRxyfW-5MgtvxZaeLKCD0kgMlRuv7jvwtpkcrkaLWqgVBN0tVl0sMGCTetWPic_QE8E9_bflf6iRDjA1v1F-NKD0y98VTv4osW3dL5cwE46yPQ7AwmAbjS8h4Lryq3ZxCAFF2dkb6krSliHaUqUu2dTCWO_3TBemEQTKMLlRot47j8sFauQiR07VYxtnx6E-yhDJ2QtWu7BPfSFCH7Mpi0T2R0qgYskBGyV_IPPHCNDWqWCFH0evK2v_9uV9yfoXvDOkEGxnZCXbLN9ktQOSqOsISGWnI_4cXASOMw44ZLRKRRKzqAqR3PR85smWFjQDYTFXkGBlx9Yw7MTghl_zRHd2Zd7vHtFzM3=w967-h725-no" width="320" /><br />
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<img height="239" src="https://lh3.googleusercontent.com/oJ1dbMWxj2UcP2wzQMLmfsDs-5XYx215gyt9c8Q3a4cCuXS2BXWBRH71LLR_nKwWhlEQPzLxrVWZIoWPzP9SG2ztrwLupe4XCegFKTCS6iWmjMjA1z2H1oUXds7b4yfDnkQ6dTsENbjXVV11IeNH0Jigizc4S9-vrA3VA8acUMF6JLefxK6WuK-P1_G6ll9CUxv9fAGIsO0TVh-So-IHIczNFuGfBUYNksfajDag3QOcyokp7ab8qRe0H28jzD-FwvQk6tPmu4R2789f1566tU9-GkNrZ7Rjl_7KN2NQF9ViUCLKXklg3Evxd5PJLZn3q5S5IpR9hifyOrD370Ps7KElfGJKfRh2Q7u9OWAZ9dZTajw42QXunRssmnk2-QSv0yhOJ4n3DQrS9URibCWLEiFwOs5h1uw3IH80CtaCgaHYTwOLqve_xANMch_PK0S6342wM7ThGgzozFQPO7G1QG6DR4v-E1jdt4zKPrNt7dAsd7wSXSErPfg37cu1RT1pXT-LM-3eBSxv6VsaiXMtSKt7a3dTAflv4oockcjr_5jqU2vSND_2RMyWTL2kn-be7WyGCBuWDfhliI7LleaHD6iS5FTMYvXkmYrGbIGzoNXUYTL7-UxD=w967-h725-no" width="320" /><br />
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4724973124901264333.post-20868983883931521542017-05-09T01:50:00.000-05:002017-07-26T14:27:53.364-05:00Bitácora QFB UAM - 6to TrimestreTrimestre dedicado a química analiticaUnknownnoreply@blogger.com0tag:blogger.com,1999:blog-4724973124901264333.post-35579130916896293042017-05-09T01:48:00.001-05:002017-05-09T01:48:50.924-05:00Bitácora QFB UAM - 5to TrimestreEl 5to Trimestre UAM se ve sintesis de heterociclicos y productos naturales.<br /><br />Los examenes serán en base a reacciones o rutas de sustitucion<br />
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<br />
David Padilla<br />
Sistema Tradicional, el enseña.<br />Accesible pero a la vez difícil ya que cambia mucho de opinion, en ese momento exceso de ejercicios para resolver.<br />
Productos naturales casi nada<br />
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Jaime + Francisco<br />
Ambos estrellas en su ramo.<br />Francisco es el mejor de prodcutos naturales y posiblemente de los poco que lo enseñen bien<br />
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Zavala + Lucina<br />
Combinacion no tan recomendable<br />
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Carlos<br />
Muy buena opcion para la terrible sintesis organica, explica fácilUnknownnoreply@blogger.com0tag:blogger.com,1999:blog-4724973124901264333.post-60086568388739435092017-05-01T13:08:00.001-05:002017-05-01T13:08:50.170-05:00Terminos laborales<span style="background-attachment: scroll; background-color: #f9f9f9; box-sizing: border-box; color: #555555; font-family: "roboto" , "helvetica" , sans-serif; font-size: 16px; font-weight: 700;">EHS</span><span style="background-color: #f9f9f9; color: #555555; font-family: "roboto" , "helvetica" , sans-serif; font-size: 16px;"> (Environment, Health and Safety).</span><br />
<span style="background-color: white; color: #545454; font-family: "arial" , sans-serif; font-size: x-small;">Equipos de Protección Personal (</span><span style="background-color: white; color: #6a6a6a; font-family: "arial" , sans-serif; font-size: x-small; font-weight: bold;">EPP</span><span style="color: #555555; font-family: "roboto" , "helvetica" , sans-serif;"><br /></span><br />
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http://prevenblog.com/aclarando-las-siglas-de-prevencion-de-riesgos-laborales/Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4724973124901264333.post-73207709057083721182017-02-09T10:40:00.000-06:002017-02-09T10:40:10.989-06:00Tramites FESC y DGAESistemas Escolares FESC: 56 23 20 69<br />
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https://tramites.dgae.unam.mx/tit2998/tramitel/<br />
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" />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4724973124901264333.post-60412544243052442072017-01-28T19:39:00.000-06:002017-01-28T19:39:13.612-06:00Enlaces DCVDosificación:<div>
<a href="http://cuautitlan.dgae.unam.mx/Servicios_Escolares/dosificacion/">http://cuautitlan.dgae.unam.mx/Servicios_Escolares/dosificacion/</a></div>
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Sistema SIAE</div>
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<a href="https://www.dgae-siae.unam.mx/www_gate.php">https://www.dgae-siae.unam.mx/www_gate.php</a></div>
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Sistemas Escolares</div>
<div>
<a href="http://cuautitlan.dgae.unam.mx/">http://cuautitlan.dgae.unam.mx/</a></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4724973124901264333.post-659664788501542952017-01-02T20:38:00.000-06:002017-01-02T20:38:36.468-06:00¿Cómo encontrar grupos funcionales en el espectro IR?<a href="http://www.dummies.com/how-to/content/how-to-find-functional-groups-in-the-ir-spectrum.html" target="_blank">How to Find Functional Groups in the IR Spectrum</a>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4724973124901264333.post-73238226852569362452017-01-02T20:29:00.000-06:002017-01-02T20:29:46.904-06:00Bitácora QFB UAM - Trayectorias A, B y C<div class="separator" style="clear: both; text-align: center;">
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4724973124901264333.post-11534962381918123542017-01-02T19:17:00.001-06:002018-01-02T04:49:43.708-06:00 Bitácora QFB UAM - Examen de Recuperación para Adelantar UEASAcaba 6to trimestre y este es el trimestre donde eliges una trayectoria para despues.<br />
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Al dar en continuar aparece:</div>
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<a href="https://4.bp.blogspot.com/-HuSgE8ZOYzY/WGr5xTUy3cI/AAAAAAAAH6c/U_kr9Qhr84I3MeAyLBzne1_cj9dElklYACLcB/s1600/SIIUAM%2B%2B%2B2%2Bv4.5.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="404" src="https://4.bp.blogspot.com/-HuSgE8ZOYzY/WGr5xTUy3cI/AAAAAAAAH6c/U_kr9Qhr84I3MeAyLBzne1_cj9dElklYACLcB/s640/SIIUAM%2B%2B%2B2%2Bv4.5.png" width="640" /></a></div>
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Se da click en "grupos" para que aparezcan las UEAS:</div>
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1.</div>
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<a href="https://3.bp.blogspot.com/-iXVseCtA-lY/WGr60wLpBwI/AAAAAAAAH6o/AaQBeSI19v8SVsRTEkuN348dQuEawfZIACLcB/s1600/SIIUAM%2B%2B%2B4v4.5.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="404" src="https://3.bp.blogspot.com/-iXVseCtA-lY/WGr60wLpBwI/AAAAAAAAH6o/AaQBeSI19v8SVsRTEkuN348dQuEawfZIACLcB/s640/SIIUAM%2B%2B%2B4v4.5.png" width="640" /></a></div>
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2. Resultado grupos disponibles:</div>
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<a href="https://4.bp.blogspot.com/-DCOmsMNtmbo/WGr7pcXBOvI/AAAAAAAAH6s/e-nriLZ4XLQ-53W7yJxNnXTlKI28l8y4gCLcB/s1600/SIIUAM%2B5%2B%2Bv4.5.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="404" src="https://4.bp.blogspot.com/-DCOmsMNtmbo/WGr7pcXBOvI/AAAAAAAAH6s/e-nriLZ4XLQ-53W7yJxNnXTlKI28l8y4gCLcB/s640/SIIUAM%2B5%2B%2Bv4.5.png" width="640" /></a></div>
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<div>
<br />
En la trayectoria por defecto aparece<br />
6 trimestre: Microbiologia, farmacologia y biofarmacia calidad<br />
7 trimestre: microbiologia y calidad<br />
8: microbiologia y calidad<br />
9: microbiologia</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4724973124901264333.post-52634878096364620302016-09-26T01:15:00.001-05:002016-09-26T01:15:22.868-05:00Plantas Carnívoras - Cotización<span style="background-color: white; color: #1d2129; font-family: "helvetica" , "arial" , sans-serif; font-size: 13px; white-space: pre-wrap;">DIONAEA (VENUS)
Típica (convinada con red line, Aff. Spider y aff B52)
Chica $40
</span><br />
<span style="background-color: white; color: #1d2129; font-family: "helvetica" , "arial" , sans-serif; font-size: 13px; white-space: pre-wrap;">PINGUICULA
Orchidioides despierta $230
Orchidioides dormida $190
Ehlersiae x hemiepiphytica (Híbrido muy raro) $180
Moctezumae $80
Emarginata cuneifolia $60
Agnata el lobo $90
Ehlersiae gde $90
Crassifolia $130
Debbertiana metallic purple $190
Rotundiflora $70
Mirandae $160
Rectifolia $170
Hemiepiphytica $180
Medusina $180
Hemiepiphytica/rectifolia (se convinó esta charola y no sé cual es cual) $150
SARRACENIA
Complex hibrid $50
Flava (convinada con var. Rugelii) $70
Leucophylla 15-25cm $130
Night x Red sibling $70
Minor $70
Psittacina $60
</span><br />
<span style="background-color: white; color: #1d2129; font-family: "helvetica" , "arial" , sans-serif; font-size: 13px; white-space: pre-wrap;">DROSERA
[(Ordensis x falconeri) x paradoxa] $90
Regia $80
Filiformis giant 15cm $80
Binata var. Dichotoma $70
Dielsiana $40</span><br />
<span style="background-color: white; color: #1d2129; font-family: helvetica, arial, sans-serif; font-size: 13px; white-space: pre-wrap;">Capensis $40</span><br />
<span style="background-color: white; color: #1d2129; font-family: helvetica, arial, sans-serif; font-size: 13px; text-align: center; white-space: pre-wrap;">Burmanii large red form $50 </span><br />
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<a href="http://farm9.staticflickr.com/8364/8350997116_042f7942e9_b.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="https://farm9.staticflickr.com/8364/8350997116_042f7942e9_b.jpg" width="194" /></a></div>
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<span style="background-color: white; color: #1d2129; font-family: "helvetica" , "arial" , sans-serif; font-size: 13px; white-space: pre-wrap;">Scorpioides 10cm $50
Intermedia $90
</span><br />
<span style="background-color: white; color: #1d2129; font-family: "helvetica" , "arial" , sans-serif; font-size: 13px; white-space: pre-wrap;">CEPHALOTUS
Follicularis $60
NEPENTHES
Diatas $90
</span><br />
<span style="background-color: white; color: #1d2129; font-family: "helvetica" , "arial" , sans-serif; font-size: 13px; white-space: pre-wrap;">SUSTRATOS
Agrolita $10 L
Peat moss $10 L
Especial Pinguicula 10 ingredientes $50L</span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4724973124901264333.post-64148120161917042152016-08-18T02:49:00.000-05:002016-08-18T03:03:26.420-05:00Materias sin Seriacion DCV<span style="background-color: white; font-family: "open sans" , sans-serif; font-size: 13px; font-weight: 600;">0150 06 Arte Antiguo</span><br />
<span style="background-color: white; font-family: "open sans" , sans-serif; font-size: 13px; font-weight: 600;"><br /></span>
<span style="background-color: white; font-family: "open sans" , sans-serif; font-size: 13px; font-weight: 600;"><br /></span>
<span style="background-color: white; font-family: "open sans" , sans-serif; font-size: 13px; font-weight: 600;">0250 06 Arte Precolombino</span><br />
<span style="background-color: white; font-family: "open sans" , sans-serif; font-size: 13px; font-weight: 600;"><br /></span>
<span style="background-color: white; font-family: "open sans" , sans-serif; font-size: 13px; font-weight: 600;"><br /></span>
<span style="background-color: white; font-family: "open sans" , sans-serif; font-size: 13px; font-weight: 600;">0350 06 Arte de la Edad Media y Renacimiento</span><br />
<span style="background-color: white; font-family: "open sans" , sans-serif; font-size: 13px; font-weight: 600;">0357 06 Economía para la Comunicación Visual</span><br />
<span style="background-color: white; font-family: "open sans" , sans-serif; font-size: 13px; font-weight: 600;"><br /></span>
<span style="background-color: white; font-family: "open sans" , sans-serif; font-size: 13px; font-weight: 600;"><br /></span>
<span style="background-color: white; font-family: "open sans" , sans-serif; font-size: 13px; font-weight: 600;">0450 06 Arte Barroco y Virreinal</span><br />
<span style="background-color: white; font-family: "open sans" , sans-serif; font-size: 13px; font-weight: 600;">0457 06 Imagen y Sociedad</span><br />
<span style="background-color: white; font-family: "open sans" , sans-serif; font-size: 13px; font-weight: 600;"><br /></span>
<span style="background-color: white; font-family: "open sans" , sans-serif; font-size: 13px; font-weight: 600;"><br /></span>
<span style="background-color: white; font-family: "open sans" , sans-serif; font-size: 13px; font-weight: 600;">0550 06 Arte del siglo XIX al XX</span><br />
<span style="background-color: white; font-family: "open sans" , sans-serif; font-size: 13px; font-weight: 600;">0551 06 Administración para la Comunicación Visual</span><br />
<span style="background-color: white; font-family: "open sans" , sans-serif; font-size: 13px; font-weight: 600;"><br /></span>
<span style="background-color: white; font-family: "open sans" , sans-serif; font-size: 13px; font-weight: 600;"><br /></span>
<span style="background-color: white; font-family: "open sans" , sans-serif; font-size: 13px; font-weight: 600;">0650 06 Arte Contemporáneo</span><br />
<span style="background-color: white; font-family: "open sans" , sans-serif; font-size: 13px; font-weight: 600;">0651 06 Mercadotecnia para la Comunicación Visual</span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4724973124901264333.post-11108892829817900692016-08-18T01:47:00.001-05:002021-03-28T11:02:50.720-06:001er semestre DCV<div class="MsoNormal" style="background-color: white; color: #444444; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 14.85px; line-height: 20.79px;">
Se cursan 9 semestres, 9 materias en primer semestre:</div>
<ol start="1" style="background-color: white; color: #444444; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 14.85px; line-height: 20.79px; margin-top: 0cm;" type="1">
<li class="MsoNormal" style="color: #0070c0; margin: 0px 0px 0.25em; padding: 0px;"><b><span style="font-size: 20pt; line-height: 30.6667px;">Teoría de la Comunicación I</span><span style="line-height: 17.0775px;"> (<a href="http://www.cuaed.unam.mx/lic_diseno/moodle/user/view.php?id=42&course=10" style="color: #3868ce; text-decoration: none;"><span style="color: #0070c0;">Marisol Juárez Cuéllar</span></a>)<span style="font-size: 20pt;"><o:p></o:p></span></span></b></li>
</ol>
<div class="MsoNormal" style="background-color: white; color: #444444; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 14.85px; line-height: 20.79px; margin-left: 36pt;">
<br /></div>
<ol start="2" style="background-color: white; color: #444444; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 14.85px; line-height: 20.79px; margin-top: 0cm;" type="1">
<li class="MsoNormal" style="color: #0070c0; margin: 0px 0px 0.25em; padding: 0px;"><b><span style="font-size: 20pt; line-height: 30.6667px;">Geometría I</span><span style="line-height: 17.0775px;"> (<a href="http://www.cuaed.unam.mx/lic_diseno/moodle/user/view.php?id=201&course=9" style="color: #3868ce; text-decoration: none;"><span style="color: #0070c0;">Heidi Nopal Guerrero</span></a>)</span></b></li>
</ol>
<div>
<span style="color: #0070c0; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"><span style="font-size: 14.85px; line-height: 17.0775px;"><b><br /></b></span></span></div>
<ol start="3" style="background-color: white; color: #444444; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 14.85px; line-height: 20.79px; margin-top: 0cm;" type="1">
<li class="MsoNormal" style="color: #0070c0; margin: 0px 0px 0.25em; padding: 0px;"><b><span style="font-size: 20pt; line-height: 30.6667px;">Teoría del Arte I</span><span style="line-height: 17.0775px;"> (<a href="http://www.cuaed.unam.mx/lic_diseno/moodle/user/view.php?id=208&course=8" style="color: #3868ce; text-decoration: none;"><span style="color: #0070c0;">Midori Alejandra Hayashi Suro</span></a>)<span style="font-size: 20pt;"><o:p></o:p></span></span></b></li>
</ol>
<div class="MsoNormal" style="background-color: white; color: #444444; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 14.85px; line-height: 20.79px;">
<br /></div>
<ol start="4" style="background-color: white; color: #444444; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 14.85px; line-height: 20.79px; margin-top: 0cm;" type="1">
<li class="MsoNormal" style="color: #0070c0; margin: 0px 0px 0.25em; padding: 0px;"><b><span style="font-size: 20pt; line-height: 30.6667px;">Teoría de la Imagen I</span><span style="line-height: 17.0775px;"> (<a href="http://www.cuaed.unam.mx/lic_diseno/moodle/user/view.php?id=40&course=7" style="color: #3868ce; text-decoration: none;"><span style="color: #0070c0;">José Luis Diego Hernández Ocampo</span></a>)</span></b></li>
</ol>
<div class="MsoNormal" style="background-color: white; color: #444444; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 14.85px; line-height: 20.79px;">
<br /></div>
<ol start="5" style="background-color: white; color: #444444; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 14.85px; line-height: 20.79px; margin-top: 0cm;" type="1">
<li class="MsoNormal" style="color: #0070c0; margin: 0px 0px 0.25em; padding: 0px;"><b><span style="font-size: 20pt; line-height: 30.6667px;">Metodología de la Investigación I</span><span style="line-height: 17.0775px;"> (<a href="http://www.cuaed.unam.mx/lic_diseno/moodle/user/view.php?id=161&course=6" style="color: #3868ce; text-decoration: none;"><span style="color: #0070c0;">Diana Anaya Cruz</span></a>)<span style="font-size: 20pt;"><o:p></o:p></span></span></b></li>
</ol>
<div class="MsoNormal" style="background-color: white; color: #444444; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 14.85px; line-height: 20.79px;">
<br /></div>
<ol start="6" style="background-color: white; color: #444444; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 14.85px; line-height: 20.79px; margin-top: 0cm;" type="1">
<li class="MsoNormal" style="color: #0070c0; margin: 0px 0px 0.25em; padding: 0px;"><b><span style="font-size: 20pt; line-height: 30.6667px;">Diseño I</span><span style="line-height: 17.0775px;"> (<a href="http://www.cuaed.unam.mx/lic_diseno/moodle/user/view.php?id=204&course=5" style="color: #3868ce; text-decoration: none;"><span style="color: #0070c0;">Carmen Zapata Flores</span></a>)</span></b></li>
</ol>
<div class="MsoNormal" style="background-color: white; color: #444444; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 14.85px; line-height: 20.79px;">
<br /></div>
<ol start="7" style="background-color: white; color: #444444; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 14.85px; line-height: 20.79px; margin-top: 0cm;" type="1">
<li class="MsoNormal" style="color: #0070c0; margin: 0px 0px 0.25em; padding: 0px;"><b><span style="font-size: 20pt; line-height: 30.6667px;">Dibujo I</span><span style="line-height: 17.0775px;"> (<a href="http://www.cuaed.unam.mx/lic_diseno/moodle/user/view.php?id=36&course=4" style="color: #3868ce; text-decoration: none;"><span style="color: #0070c0;">Esther Ramírez Hernández</span></a>)<span style="font-size: 20pt;"><o:p></o:p></span></span></b></li>
</ol>
<div class="MsoNormal" style="background-color: white; color: #444444; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 14.85px; line-height: 20.79px;">
<br /></div>
<ol start="8" style="background-color: white; color: #444444; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 14.85px; line-height: 20.79px; margin-top: 0cm;" type="1">
<li class="MsoNormal" style="color: #0070c0; margin: 0px 0px 0.25em; padding: 0px;"><b><span style="font-size: 20pt; line-height: 30.6667px;">Arte Antiguo</span><span style="line-height: 17.0775px;"> (<a href="http://www.cuaed.unam.mx/lic_diseno/moodle/user/view.php?id=50&course=3" style="color: #3868ce; text-decoration: none;"><span style="color: #0070c0;">Yanira Manrique Mendoza</span></a>)<span style="font-size: 20pt;"><o:p></o:p></span></span></b></li>
</ol>
<div class="MsoNormal" style="background-color: white; color: #444444; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 14.85px; line-height: 20.79px;">
<br /></div>
<div class="MsoNormal" style="background-color: white; color: #444444; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 14.85px; line-height: 20.79px;">
</div>
<ol start="9" style="background-color: white; color: #444444; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 14.85px; line-height: 20.79px; margin-top: 0cm;" type="1">
<li class="MsoNormal" style="color: #0070c0; margin: 0px 0px 0.25em; padding: 0px;"><b><span style="font-size: 20pt; line-height: 30.6667px;">Redacción y Análisis de Textos I</span><span style="line-height: 17.0775px;"> (<a href="http://www.cuaed.unam.mx/lic_diseno/moodle/user/view.php?id=210&course=2" style="color: #3868ce; text-decoration: none;"><span style="color: #0070c0;">Leticia Ríos García</span></a>)</span></b></li>
</ol>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4724973124901264333.post-56568675682950429772016-08-14T11:45:00.000-05:002016-09-14T01:34:47.599-05:00Comprando el material<div class="separator" style="clear: both; text-align: left;">
Lista de Materiales:</div>
<span style="color: purple;">Curvígrafo</span><br /><div>
<span style="color: #444444; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"><span style="font-size: 14.85px;">Comprado en: La Raya (Mesones No. 134 Local 61)</span></span></div>
<div>
Precio: $ 90</div>
<div>
<br /></div>
Juego de pistolas de curvas<div>
<br /><span style="color: purple;">Espirógrafo</span></div>
<div>
Comprado en: Banqueta de Correo Mayor, vendedor ambulante</div>
<div>
Precio: $20</div>
<div>
<br />Escalímetro<br />Tres lápices para dibujo: 1 duro (5h), 1 mediano (hb) y 1 suave (4b)<br />(2) blocks de dibujo con margen y cuadro de referencia del mismo tamaño: uno con hojas de papel albanene y otro con hojas de papel opaco.<br /></div>
<div>
Juego de estilógrafos (puntos 0.2, 0.5 y 1.0)</div>
<div>
Comprado en: Manny</div>
<div>
Precio: $15 c/u</div>
<div>
<br />Tinta para estilógrafos marca rotring o cualquiera otra que no sea pelikan<br />Tinta negra (tinta china)<br /></div>
<div>
Portaplumilla (manguillo) y Plumilla de dibujo</div>
<div>
<div>
<span style="color: #444444; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"><span style="font-size: 14.85px;">Comprado en: La Raya (Mesones No. 134 Local 61)</span></span></div>
<div>
Precio: $ 90</div>
</div>
<div>
<br />Pigmentos de agua<br />Gouache<br />Pincel redondo fino de pelo natural</div>
<div>
<br />Carboncillo o carbón comprimido (un hb o 2b)<br /></div>
<div>
Esfuminos números 0, 5 y 8<br /></div>
<div>
Godete<br />1 goma para dibujo: blanca, moldeable, de migajón lápiz borracha<br />1 cúter<br />1 franela suave<br />1 sacapuntas<br />Cinta adhesiva (cinta mágica)<br />Hojas de rotafolio <span style="font-size: 14.85px; line-height: 20.79px; text-indent: -96px;">(cortadas en ¼).</span><br />Hojas blancas (papel bond)<br />Cartulina fabriano<br />Cartulina gilbert (crescent o ilustración)<br />Cartulina opalina.<br />1 tablero para recargarse<br />1 cámara digital (min 7 megapixeles)<br />1 escáner de cama plana<br />Tabla salvacorte<br />Cojin borrador<br /><div class="separator" style="clear: both; text-align: left;">
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Lista Propuesta:</div>
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Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-4724973124901264333.post-82415698714525620852016-08-11T12:29:00.001-05:002016-08-14T14:36:17.776-05:001er Semestre DCV: Materias y materiales<div class="MsoNormal">
*Material: Especificado
en "Forma de Trabajo"</div>
<div class="MsoNormal">
Se cursan 9 semestres, 9 materias en primer semestre:</div>
<ol start="1" style="margin-top: 0cm;" type="1">
<li class="MsoNormal" style="color: #0070c0; mso-list: l5 level1 lfo7; tab-stops: list 36.0pt;"><b><span style="font-size: 20.0pt; line-height: 115%;">Teoría de la Comunicación I</span><span style="line-height: 115%;"> (<a href="http://www.cuaed.unam.mx/lic_diseno/moodle/user/view.php?id=42&course=10"><span style="color: #0070c0;">Marisol Juárez Cuéllar</span></a>)<span style="font-size: 20pt;"><o:p></o:p></span></span></b></li>
</ol>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<br /></div>
<ol start="2" style="margin-top: 0cm;" type="1">
<li class="MsoNormal" style="color: #0070c0; mso-list: l5 level1 lfo7; tab-stops: list 36.0pt;"><b><span style="font-size: 20.0pt; line-height: 115%;">Geometría I</span><span style="line-height: 115%;"> (<a href="http://www.cuaed.unam.mx/lic_diseno/moodle/user/view.php?id=201&course=9"><span style="color: #0070c0;">Heidi Nopal Guerrero</span></a>)<span style="font-size: 20pt;"><o:p></o:p></span></span></b></li>
</ol>
<div class="MsoNormal">
<a href="http://www.cuaed.unam.mx/lic_diseno/moodle/file.php/9/Geometria_I/1_index.html">Materiales</a>:</div>
<div class="MsoListParagraphCxSpFirst" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l4 level2 lfo5; mso-text-indent-alt: -18.0pt; text-indent: -72.0pt;">
<!--[if !supportLists]--><span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;">
</span>I.<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;">
</span><!--[endif]--><b>Dos juegos de escuadras sin graduación ni
bisel: </b>Necesitas dos juegos de escuadras: unas grandes de + 60 cm. y
unas pequeñas de - 18 cm. Las primeras son para trazos grandes, ya que no se te
pide regla “T”, y las segundas para dibujar detalles. No deben tener graduación
porque en los canales guardan partículas que ensucian tu trabajo. El bisel hace
que se superpongan y dificultan el trazo; además, se usaba para entintar y no
vamos a hacerlo nosotros.</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l4 level2 lfo5; mso-text-indent-alt: -18.0pt; text-indent: -72.0pt;">
<!--[if !supportLists]--><span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;">
</span>II.<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;">
</span><!--[endif]--><b>Un compás de precisión: </b>En este tipo
de compás las piezas están muy bien ajustadas para que no se den variaciones en
el momento de trazar arcos y medir distancias; algunos tienen un sinfín para
abrir y cerrar (no es indispensable). Es recomendable que cuenten con extensión
para círculos muy grandes, adaptador de corte, sistema de entintado, punta
metálica ajustable y porta minas (de 1.5 cm de longitud, en donde guardes minas
5H, HB y 4B). Las minas se afilan de tal forma que mantengan un espesor
constante y resistencia a la ruptura.</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l4 level2 lfo5; mso-text-indent-alt: -18.0pt; text-indent: -72.0pt;">
<!--[if !supportLists]--><span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;">
</span>III.<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;">
</span><!--[endif]--><b>Un curvígrafo: </b>Es un instrumento
plástico que se dobla y desdobla, manteniendo la curvatura irregular, y no
permite las líneas quebradas. No se pueden hacer curvas de radios muy pequeños.</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l4 level2 lfo5; mso-text-indent-alt: -18.0pt; text-indent: -72.0pt;">
<!--[if !supportLists]--><span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;">
</span>IV.<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;">
</span><!--[endif]--><b>Un juego de pistolas de curvas: </b>También
sirve para trazar curvas, pero estas son de tipo logarítmico, y tiene curvas de
diferentes radios, incluidos algunos muy pequeños.</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l4 level2 lfo5; mso-text-indent-alt: -18.0pt; text-indent: -72.0pt;">
<!--[if !supportLists]--><span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;">
</span>V.<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;">
</span><!--[endif]--><b>Un espirógrafo: </b>Con este instrumento
podrás trazar cicloides, pericicloides e hipocicloides.</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l4 level2 lfo5; mso-text-indent-alt: -18.0pt; text-indent: -72.0pt;">
<!--[if !supportLists]--><span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;">
</span>VI.<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;">
</span><!--[endif]--><b>Una franela suave: </b>Para limpiar tus
instrumentos.</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l4 level2 lfo5; mso-text-indent-alt: -18.0pt; text-indent: -72.0pt;">
<!--[if !supportLists]--><span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;">
</span>VII.<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;">
</span><!--[endif]--><b>Un sacapuntas</b></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l4 level2 lfo5; mso-text-indent-alt: -18.0pt; text-indent: -72.0pt;">
<!--[if !supportLists]--><span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;">
</span>VIII.<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;">
</span><!--[endif]--><b>Tres Lápices para dibujo: </b>1 duro
(5H), 1 mediano (HB) y 1 suave (4B)</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l4 level2 lfo5; mso-text-indent-alt: -18.0pt; text-indent: -72.0pt;">
<!--[if !supportLists]--><span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;">
</span>IX.<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;">
</span><!--[endif]--><b>Una goma </b>para dibujo</div>
<div class="MsoListParagraphCxSpLast" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l4 level2 lfo5; mso-text-indent-alt: -18.0pt; text-indent: -72.0pt;">
<!--[if !supportLists]--><span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;">
</span>X.<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;">
</span><!--[endif]--><b>Dos blocks de dibujo con margen y cuadro de
referencia del mismo tamaño</b>: Uno con hojas de papel albanene y otro con
hojas de papel opaco.<br />
<br /></div>
<div class="MsoNormal">
<b>Software requerido :</b></div>
<div class="MsoNormal">
Auto CAD (para los fines de esta materia la versión 14 es
práctica). También puedes usar programas como Ilustrador o Free hand.</div>
<div class="MsoNormal">
<br /></div>
<ol start="3" style="margin-top: 0cm;" type="1">
<li class="MsoNormal" style="color: #0070c0; mso-list: l5 level1 lfo7; tab-stops: list 36.0pt;"><b><span style="font-size: 20.0pt; line-height: 115%;">Teoría del Arte I</span><span style="line-height: 115%;"> (<a href="http://www.cuaed.unam.mx/lic_diseno/moodle/user/view.php?id=208&course=8"><span style="color: #0070c0;">Midori Alejandra Hayashi Suro</span></a>)<span style="font-size: 20pt;"><o:p></o:p></span></span></b></li>
</ol>
<div class="MsoNormal">
<br /></div>
<ol start="4" style="margin-top: 0cm;" type="1">
<li class="MsoNormal" style="color: #0070c0; mso-list: l5 level1 lfo7; tab-stops: list 36.0pt;"><b><span style="font-size: 20.0pt; line-height: 115%;">Teoría de la Imagen I</span><span style="line-height: 115%;"> (<a href="http://www.cuaed.unam.mx/lic_diseno/moodle/user/view.php?id=40&course=7"><span style="color: #0070c0;">José Luis Diego Hernández Ocampo</span></a>)<span style="font-size: 20pt;"><o:p></o:p></span></span></b></li>
</ol>
<div class="MsoNormal">
<b>Software requerido:</b></div>
<div class="MsoNormal">
El software que requieres es un equipo de cómputo que tenga
acceso a internet, el hardware son los programas de procesar textos tipo<b> Word</b>,
otro de presentación de diapositivas como<b> Power Point</b>, y si considerás
necesario programas más especializados a tu área como <b>Corel Draw, Photo Shop e
Ilustrator</b>. Es importante que tomes en cuenta que la mayoría de los trabajos se
te solicitan en formato PDF.<br />
<br /></div>
<ol start="5" style="margin-top: 0cm;" type="1">
<li class="MsoNormal" style="color: #0070c0; mso-list: l5 level1 lfo7; tab-stops: list 36.0pt;"><b><span style="font-size: 20.0pt; line-height: 115%;">Metodología de la Investigación
I</span><span style="line-height: 115%;"> (<a href="http://www.cuaed.unam.mx/lic_diseno/moodle/user/view.php?id=161&course=6"><span style="color: #0070c0;">Diana Anaya Cruz</span></a>)<span style="font-size: 20pt;"><o:p></o:p></span></span></b></li>
</ol>
<div class="MsoNormal">
<br /></div>
<ol start="6" style="margin-top: 0cm;" type="1">
<li class="MsoNormal" style="color: #0070c0; mso-list: l5 level1 lfo7; tab-stops: list 36.0pt;"><b><span style="font-size: 20.0pt; line-height: 115%;">Diseño I</span><span style="line-height: 115%;"> (<a href="http://www.cuaed.unam.mx/lic_diseno/moodle/user/view.php?id=204&course=5"><span style="color: #0070c0;">Carmen Zapata Flores</span></a>)<span style="font-size: 20pt;"><o:p></o:p></span></span></b></li>
</ol>
<div class="MsoNormal">
<b>Parte teórica</b></div>
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal">La
lectura de Dondis, <i><b>La sintaxis de la imagen</b>, </i>se usará
para el inicio de la unidad 1. No se hará reporte de lectura, pero te
servirá para comprender la definición y las áreas del diseño, y algunos de
los conceptos de la gramática visual, como equilibrio (simetría) y tensión
(contraste).</li>
</ul>
<div class="MsoNormal">
* Para la misma unidad 1 se realizará la lectura del texto
de Müller-Brockmann, <i><b>Historia de la comunicación visual</b>, </i>del
capítulo sobre semiótica. De este texto sí se entregará reporte de lectura con
el formato establecido.</div>
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal">La
lectura de Kandinsky (1991), <i><b>Punto y línea sobre el plano</b>, </i>se
utilizará para la unidad 3. La lectura abarca todo el texto.</li>
</ul>
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal">La
lectura y consulta de Wong, <i><b>Fundamentos del diseño bi-tridimensional</b>, </i>se
realizará para la unidad 3. Abarca la primera parte: Diseño bidimensional.
Este texto es de consulta permanente para observar los ejercicios, no se
entregará ningún reporte.</li>
</ul>
<div class="MsoNormal">
<b>Parte práctica</b></div>
<div class="MsoNormal">
Los ejercicios prácticos los entregarás cada semana; algunos
se realizarán en hojas tamaño carta, de forma manual, con instrumentos de
dibujo; otros serán en 1/8 de cartulina Gilbert y otros más en cartulina
primavera.</div>
<div class="MsoNormal">
Se necesita el siguiente material para su realización:</div>
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal">Un<b>
juego de estilógrafos</b>, con por lo menos tres puntos</li>
<li class="MsoNormal"><b>Tinta
para estilógrafos</b> marca Rotring o cualquiera otra que no sea Pelikan</li>
<li class="MsoNormal"><b>Escuadras,
compás y escalímetro</b></li>
<li class="MsoNormal"><b>Pigmentos
de agua, <i>gouache</i> y pincel redondo fino de pelo natural</b></li>
</ul>
<div class="MsoNormal">
<br /></div>
<ol start="7" style="margin-top: 0cm;" type="1">
<li class="MsoNormal" style="color: #0070c0; mso-list: l5 level1 lfo7; tab-stops: list 36.0pt;"><b><span style="font-size: 20.0pt; line-height: 115%;">Dibujo I</span><span style="line-height: 115%;"> (<a href="http://www.cuaed.unam.mx/lic_diseno/moodle/user/view.php?id=36&course=4"><span style="color: #0070c0;">Esther Ramírez Hernández</span></a>)<span style="font-size: 20pt;"><o:p></o:p></span></span></b></li>
</ol>
<div class="MsoNormal">
Material:</div>
<div class="MsoListParagraphCxSpFirst" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l2 level2 lfo6; mso-text-indent-alt: -18.0pt; text-indent: -72.0pt;">
<!--[if !supportLists]--><span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;">
</span>I.<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;"> <b>
</b></span><!--[endif]--><b>1 cámara digital </b>(de al menos 7 megapixeles)
para fotografiar tus dibujos.</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l2 level2 lfo6; mso-text-indent-alt: -18.0pt; text-indent: -72.0pt;">
<!--[if !supportLists]--><span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;">
</span>II.<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;">
</span><!--[endif]--><b>1 escáner de cama plana</b> con disponibilidad para
escanear imágenes tamaño carta.</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l2 level2 lfo6; mso-text-indent-alt: -18.0pt; text-indent: -72.0pt;">
<!--[if !supportLists]--><span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;">
</span>III.<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;"> <b>
</b></span><!--[endif]--><b>Un tablero</b> (tabla ligera de MDF o triplay de 3
mm que permita colocar tu hoja del tamaño de ¼ de rotafolio) como soporte para
tus dibujos; la recargarás en tus piernas o en otra silla o una mesa para tener
una buena posición al dibujar.</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l2 level2 lfo6; mso-text-indent-alt: -18.0pt; text-indent: -72.0pt;">
<!--[if !supportLists]--><span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;">
</span>IV.<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;"> <b>
</b></span><!--[endif]--><b>Hojas de rotafolio</b> (cortadas en ¼).</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l2 level2 lfo6; mso-text-indent-alt: -18.0pt; text-indent: -72.0pt;">
<!--[if !supportLists]--><span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;">
</span>V.<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;">
</span><!--[endif]--><b>Hojas blancas</b> (papel bond).</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l2 level2 lfo6; mso-text-indent-alt: -18.0pt; text-indent: -72.0pt;">
<!--[if !supportLists]--><span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;">
</span>VI.<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;">
</span><!--[endif]-->Soportes: <b>cartulina fabriano, cartulina gilbert
(crescent o ilustración) y cartulina opalina.</b></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l2 level2 lfo6; mso-text-indent-alt: -18.0pt; text-indent: -72.0pt;">
<!--[if !supportLists]--><span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;">
</span>VII.<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;"> <b>
</b></span><!--[endif]--><b>Lápices: HB, serie H y serie B.</b></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l2 level2 lfo6; mso-text-indent-alt: -18.0pt; text-indent: -72.0pt;">
<!--[if !supportLists]--><span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;">
</span>VIII.<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;">
</span><!--[endif]--><b>Gomas: blanca, moldeable, de migajón lápiz borracha</b></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l2 level2 lfo6; mso-text-indent-alt: -18.0pt; text-indent: -72.0pt;">
<!--[if !supportLists]--><span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;">
</span>IX.<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;">
</span><!--[endif]--><b>Cúter.</b></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l2 level2 lfo6; mso-text-indent-alt: -18.0pt; text-indent: -72.0pt;">
<!--[if !supportLists]--><span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;">
</span>X.<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;">
</span><!--[endif]--><b>Carboncillo</b> o carbón comprimido (los de barrita
o lápiz están graduados, puedes adquirir un HB o 2B).</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l2 level2 lfo6; mso-text-indent-alt: -18.0pt; text-indent: -72.0pt;">
<!--[if !supportLists]--><span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;">
</span>XI.<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;"> <b>
</b></span><!--[endif]--><b>Esfuminos números 0, 5 y 8; <i>estilógrafos
puntos 0.2, 0.5 y 1.0.</i></b></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 72.0pt; mso-add-space: auto; mso-list: l2 level2 lfo6; mso-text-indent-alt: -18.0pt; text-indent: -72.0pt;">
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</span>XII.<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;">
</span><!--[endif]--><i>Instrumentos de trazo (<b>escuadras
preferentemente sin graduación y escalímetro</b>).</i></div>
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<!--[if !supportLists]--><span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;">
</span>XIII.<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;"> <b>
</b></span><!--[endif]--><i><b>Tinta negra (tinta china).</b></i></div>
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<!--[if !supportLists]--><span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;">
</span>XIV.<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;">
</span><!--[endif]--><i><b>Plumilla de dibujo y portaplumilla
(manguillo).</b></i></div>
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</span>XV.<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;"> <b>
</b></span><!--[endif]--><b>Trapo de franela, godete, cinta adhesiva (cinta
mágica).</b></div>
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<!--[if !supportLists]--><span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;">
</span>XVI.<span style="font-size: 7pt; font-stretch: normal; font-variant-numeric: normal;">
</span><!--[endif]-->También necesitarás los siguientes objetos que
serán tus <b>modelos</b>: silla, frutas, vasos, sandalias, tenis, tela, objeto
metálico (jarra, regadera o cacerola), pan, jarros, mochila, entre otros; la
finalidad es que sean modelos accesibles.</div>
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<li class="MsoNormal" style="color: #0070c0; mso-list: l5 level1 lfo7; tab-stops: list 36.0pt;"><b><span style="font-size: 20.0pt; line-height: 115%;">Arte Antiguo</span><span style="line-height: 115%;"> (<a href="http://www.cuaed.unam.mx/lic_diseno/moodle/user/view.php?id=50&course=3"><span style="color: #0070c0;">Yanira Manrique Mendoza</span></a>)<span style="font-size: 20pt;"><o:p></o:p></span></span></b></li>
</ol>
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<br /></div>
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<ol start="9" style="margin-top: 0cm;" type="1">
<li class="MsoNormal" style="color: #0070c0; mso-list: l5 level1 lfo7; tab-stops: list 36.0pt;"><b><span style="font-size: 20.0pt; line-height: 115%;">Redacción y Análisis de Textos I</span><span style="line-height: 115%;">
(<a href="http://www.cuaed.unam.mx/lic_diseno/moodle/user/view.php?id=210&course=2"><span style="color: #0070c0;">Leticia Ríos García</span></a>)<span style="font-size: 20pt;"><o:p></o:p></span></span></b></li>
</ol>
<div>
<span style="color: #0070c0;"><span style="line-height: 18.4px;"><b><br /></b></span></span></div>
<div>
<span style="color: #0070c0;"><span style="line-height: 18.4px;"><b>Lista Conjunto de Materiales</b></span></span><br />
<span style="color: #0070c0;"><span style="line-height: 18.4px;"><b><br /></b></span></span>
<br />
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<ol>
<li>Curvígrafo</li>
<li>Juego de pistolas de curvas</li>
<li>Espirógrafo</li>
<li>Escalímetro</li>
<li>Tres lápices para dibujo: 1 duro (5h), 1 mediano (hb) y 1 suave (4b)</li>
<li>(2) blocks de dibujo con margen y cuadro de referencia del mismo
tamaño: uno con hojas de papel albanene y otro con hojas de papel opaco.</li>
<li>Juego de estilógrafos (puntos 0.2, 0.5 y 1.0)</li>
<li>Tinta para estilógrafos marca rotring o cualquiera otra que no sea pelikan</li>
<li>Tinta negra (tinta china)</li>
<li>Portaplumilla (manguillo).</li>
<li>Plumilla de dibujo</li>
<li>Pigmentos de agua</li>
<li>Gouache</li>
<li>Pincel redondo fino de pelo natural</li>
<li>Carboncillo o carbón comprimido (un hb o 2b)</li>
<li>Esfuminos números 0, 5 y 8</li>
<li>Godete</li>
<li>1 goma para dibujo: blanca,
moldeable, de migajón lápiz borracha</li>
<li>1 cúter</li>
<li>1 franela suave</li>
<li>1 sacapuntas</li>
<li>Cinta adhesiva (cinta mágica)</li>
<li>Hojas de rotafolio <span style="background-color: white; color: #444444; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 14.85px; line-height: 20.79px; text-indent: -96px;">(cortadas en ¼).</span></li>
<li>Hojas blancas (papel bond)</li>
<li>Cartulina fabriano</li>
<li>Cartulina gilbert (crescent o ilustración)</li>
<li>Cartulina opalina.</li>
<li>1 tablero para recargarse</li>
<li>1 cámara digital (min 7 megapixeles)</li>
<li>1 escáner de cama plana</li>
<li>Tabla salvacorte</li>
<li>Cojin borrador</li>
</ol>
<br />
<span style="color: #0070c0;"><span style="line-height: 18.4px;">
</span></span></div>
<ol start="8" style="margin-top: 0cm;" type="1">
</ol>
<ul>
</ul>
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