tag:blogger.com,1999:blog-18345462362663865122024-03-21T03:10:05.785-07:00Gabinete PericialExcon-Art Perito Calígrafo - Pericia Judicial en GaliciaUnknownnoreply@blogger.comBlogger23125tag:blogger.com,1999:blog-1834546236266386512.post-90921144877641325802022-03-08T05:47:00.000-08:002022-03-08T05:47:42.099-08:00Pericia PsicografológicaLa función principal de la Psicografología es el estudio de la personalidad a partir de un escrito, firma, dibujo, etc. La Psicografología apoyada en la Grafotecnia permite al profesional determinar los rasgos característicos de la personalidad, estado de ánimo así como diversas patologías que presenta el escribiente en el momento de realizar el escrito.<br />
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Se emplea tanto en el campo judicial como en otros sectores, recursos humanos, evaluación de personal, adecuación al puesto de trabajo, sector sanitario, geriatría, trastornos de comportamiento infantil, análisis del rendimiento, validación/invalidación de testamentos, etc.<br />
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Es frecuente el empleo del Grafodiagnóstico apoyado en la Psicografología para la verificación del estado de salud del emisor de testamentos ológrafos con el fin de verificar la validez de los mismos. <br />
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<p style="text-align: left;"></p><p style="text-align: left;"></p><ul><li><span style="font-size: x-small;"><a href="http://exconart3.blogspot.com/2011/07/la-firma-del-maltrato-psicografologia.html">Artículo: LA FIRMA DEL MALTRATO - PSICOGRAFOLOGÍA EN LA VIOLENCIA DOMÉSTICA </a></span></li></ul><ul><li><span style="font-size: x-small;"><a href="http://exconart3.blogspot.com/2011/07/validacion-cientifica-de-la-grafologia.html">Artículo: VALIDACIÓN CIENTÍFICA DE LA GRAFOLOGÍA </a></span></li></ul><ul><li><span style="font-size: x-small;"><a href="http://exconart3.blogspot.com/2011/11/elecciones-2011-evaluacion.html">Artículo: ELECCIONES 2011 - EVALUACIÓN PSICOGRAFOLÓGICA DE LOS PRINCIPALES CANDIDATOS</a></span></li></ul><ul><li><span style="font-size: x-small;"><a href="http://exconart2.blogspot.com/2011/04/articulo-testamentos-olografos.html">Artículo: LOS TESTAMENTO OLÓGRAFOS (MANUSCRITOS) Y SU VALIDEZ LEGAL </a></span></li></ul><ul><li><span style="font-size: x-small;"><a href="http://exconart3.blogspot.com.es/2012/08/analisis-grafopsicologico-de-jose-breton.html" target="_blank">Artículo: ANÁLISIS GRAFOPSICOLÓGICO DE JOSÉ BRETÓN </a></span></li></ul><ul><li><span style="font-size: x-small;"><a href="http://exconart3.blogspot.com.es/2011/07/analisis-grafopsicologico-de-francisco.html" target="_blank">Artículo: ANÁLISIS GRAFOPSICOLÓGICO DE FRANCISCO FRANCO </a></span></li></ul><ul><li><span style="font-size: x-small;"><a href="http://exconart3.blogspot.com.es/2011/06/analisis-grafopsicologico-de-escriva-de.html" target="_blank">Artículo: ANÁLISIS GRAFOPSICOLÓGICO DE ESCRIVÁ DE BALAGUER </a></span></li></ul><ul><li><span style="font-size: x-small;"><a href="http://exconart3.blogspot.com/2011/03/grafodiagnostico.html">Artículo: ESTUDIOS GRAFOPATOLÓGICOS O IDENTIFICACIÓN DE ENFERMEDADES MEDIANTE LA GRAFÍA </a></span></li></ul><ul><li><span style="font-size: x-small;"><a href="http://exconart3.blogspot.com/2011/06/serial-killers-lo-que-esconden-sus.html">Artículo: SERIAL KILLERS, LO QUE SUS TRAZOS ESCONDEN</a></span></li></ul><ul><li><span style="font-size: x-small;"><a href="http://exconart3.blogspot.com/2011/07/el-suicidio-y-la-psicografologia.html">Artículo: EL SUICIDIO Y LA PSICOGRAFOLOGÍA </a></span></li></ul><ul><li><span style="font-size: x-small;"><a href="http://exconart3.blogspot.com/2011/07/trastornos-alimentarios-adolescencia-y.html">Artículo: TRASTORNOS ALIMENTARIOS, ADOLESCENCIA Y GRAFODIAGNÓSTICO </a></span></li></ul><ul><li><span style="font-size: x-small;"><a href="http://exconart3.blogspot.com/2011/07/el-cancer-y-hugo-chavez.html">Artículo: EL CÁNCER Y HUGO CHÁVEZ </a></span></li></ul><ul><li><span style="font-size: x-small;"><a href="http://exconart3.blogspot.com.es/2011/04/la-escritura-del-horror.html" target="_blank">Artículo: LA ESCRITURA DEL HORROR</a></span></li></ul><ul><li><span style="font-size: x-small;"><a href="http://exconart3.blogspot.com.es/2011/09/analisis-grafopsicologico-de-kim-jong-un.html" target="_blank">Artículo: ANÁLISIS <span style="font-size: x-small;"><span style="font-size: x-small;">GRAFOPSICOLÓGICO</span> DE <span style="font-size: x-small;">KIM JONG UN</span></span> </a></span></li></ul><ul><li><span style="font-size: x-small;"><a href="http://exconart3.blogspot.com.es/2011/09/analisis-grafopsicologico-de-sara.html" target="_blank">Artículo: ANÁLISIS GRAFOPSICOLÓGICO DE SARA MONTIEL </a></span></li></ul><ul><li><span style="font-size: x-small;"><a href="http://exconart3.blogspot.com.es/2011/09/analisis-grafopsicologico-de-manfred.html" target="_blank">Artículo: ANÁLISIS GRAFOPSICOLÓGICO DE MANFRED GNÄDINGER </a></span></li></ul><ul><li><span style="font-size: x-small;"><a href="http://exconart3.blogspot.com.es/2011/09/analisis-grafopsicologico-de-miguel.html" target="_blank">Artículo: AN<span style="font-size: x-small;">ÁLISIS GRAFOPSICOL<span style="font-size: x-small;">ÓGICO DE MIGUEL CARCAÑO</span></span> </a></span></li></ul><ul><li><span style="font-size: x-small;"><a href="http://exconart3.blogspot.com.es/2013/11/analisis-psicografologico-de-rosario.html" target="_blank">Artículo: ANÁLISIS GRAFOPSICOLÓGICO DE ROSARIO PORTO </a></span></li></ul><ul><li><span style="font-size: x-small;"><a href="http://exconart3.blogspot.com.es/2014/03/analisis-psicografologico-de-alfonso.html" target="_blank">Artículo: ANÁLISIS GRAFOPSICOLÓGICO DE ALFONSO BASTERRA </a></span></li></ul><ul><li><a href="https://exconart3.blogspot.com/2022/03/analisis-grafopsicologico-de-vladimir.html">Artículo: ANÁLISIS GRAFOPSICOLÓGICO DE VLADIMIR PUTIN</a></li></ul><p></p><p></p>
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Recursos Humanos, evaluación de personal<br />
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Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1834546236266386512.post-42397321684645994262022-03-08T05:44:00.002-08:002022-03-08T05:52:46.928-08:00Análisis Grafopsicológico de Vladimir Putin<p> <b>Introducción:</b></p><p>Vladimir Vladimirovich Putin nació en Leningrado el 7 de octubre de 1952, licenciado en Derecho ha trabajado como militar y político, siendo presidente de Rusia desde 2012 hasta la actualidad, también ha ostentando dicho cargo en el periodo 1999-2008. Es el presidente de Rusia que más años ha estado al mando. </p><p>Proveniente de una familia humilde, Vladimir se graduó con honores en Derecho en la Universidad Estatal de Leningrado, tras lo cual ingresó en el KGB de la antigua URSS (servicio de inteligencia y espionaje), siendo destinado como agente en Dresde (antigua Alemania Oriental). Tras la caída del Muro de Berlín regresó a Leningrado dando comienzo a su vida política. </p><p>En el año 96 se traslada a Moscú en la administración de Yeltsin, ascendiendo rápidamente como funcionario. En el año 98 se le nombra director del Servicio Federal de Seguridad (sucesor de la KGB), también asciende a secretario del Consejo de Seguridad Nacional. Tras la dimisión de Yeltsin, Putin ascendió a Presidente interino. </p><p>Algunas características de su vida privada: es abstemio, practica judo y lucha rusa. Juega al tenis y practica esquí. Habla perfectamente alemán e inglés. Tiene dos hijas de su matrimonio con Liudmila Shkrebneva, profesora de alemán y español. </p><p><b>Muestra gráfica:</b></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgwOKW4NDWU2zDmzoNwl1vaVOo5CgivPbzTlAzjIkuHPR6Q8AqkzYGWmOsupI81sKRtHxF9rUolxZLXOnqQYMOeJn4o8tqI3l6LDSPfHyC_XIlKKOAnOKT5FcuXpZfj2aPK2BXnT_L5LPw2SIChi28ApWyCS_tpBJghJpYhJfGdcTubNDE1OHwQ_EYV=s961" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="787" data-original-width="961" height="262" src="https://blogger.googleusercontent.com/img/a/AVvXsEgwOKW4NDWU2zDmzoNwl1vaVOo5CgivPbzTlAzjIkuHPR6Q8AqkzYGWmOsupI81sKRtHxF9rUolxZLXOnqQYMOeJn4o8tqI3l6LDSPfHyC_XIlKKOAnOKT5FcuXpZfj2aPK2BXnT_L5LPw2SIChi28ApWyCS_tpBJghJpYhJfGdcTubNDE1OHwQ_EYV=s320" width="320" /></a></div><br />Se muestra una breve nota manuscrita escrita y firmada por Vladimir Putin. Si bien no es una muestra idónea para un análisis psicografológico se considera una muestra suficiente. <p></p><p>Del análisis de la misma se extraen las siguientes consideraciones:</p><p>Vladimir es una persona muy intensa, con un alto nivel de energía y vitalidad. Es inquieto y necesita de una considerable actividad física. Es una persona con cierto nivel de sensualidad. </p><p>Para él no es un objetivo prioritario la consecución de bienes materiales, tampoco es una persona avariciosa. Gusta de la buena vida pero no muestra un excesivo hedonismo. </p><p>Es una persona irritable y al que le cuesta controlar sus emociones, cuando se enoja siente dificultades para mantener un pensamiento racional y objetivo. Está siempre alerta temiendo perder el control y gestiona mal su autocontrol en situaciones de gran tensión. Muestra características propias de personas rencorosas, le cuesta olvidar experiencias negativas aún mucho después de que hayan sucedido. </p><p>Es una persona ambiciosa, se siente seguro de sí mismo y tiene una actitud en general optimista en la vida. Tiene una buena capacidad de recuperación, cuando algo le sale mal, procesa analíticamente los errores cometidos y por lo general se recupera y lo vuelve a intentar. Es obstinado y perseverante en sus objetivos. </p><p>A nivel intelectual se muestra como una persona de mente analítica. Descompone los problemas y los analiza por separado. Tiene una buena capacidad de concentración que le permite focalizarse en cada uno de los problemas que debe resolver. </p><p>Durante la resolución de los problemas se muestra cauto y reflexivo, hace pausas y se toma su tiempo para evaluar analíticamente cada uno de los aspectos que obran ante él. Aún así, los sentimientos juegan un importante valor en su toma de decisiones. Valora lo que su intuición le indica y lo tiene en cuenta a la hora de tomar decisiones, pero es la reflexión lógica el aspecto que predomina en sus acciones. </p><p>Es muy observador y de pensamiento rápido. Procesa la información y la asimila con velocidad. Generalmente ejerce un freno sobre si mismo intentando reducir los tiempos de toma de decisiones con el fin de ser más preciso y objetivo. </p><p>Como punto débil indicar que a Vladimir le gusta que su entorno piense que tiene una total seguridad en sí mismo y en su competencia. </p><p>Persona firme en sus creencias y valores, tiende a ser fiel a su gente, evitando romper lazos con su pasado y recurriendo a viejas amistades o aliados si necesita ayuda en algún problema que le suponga excesivo esfuerzo. En general es una persona estable emocionalmente y le gusta que así se le vea. </p><p>A nivel social es una persona con buena capacidad de socialización, aunque requiere de momentos de soledad. Mantiene un círculo de confianza estable y no lo modifica fácilmente. Le gusta proteger su intimidad y separa su vida pública de la vida privada. Sabe manejar la información que ofrece a los demás, puede ser socialmente activo o también más cauto e inhibido cuando sea necesario. Adopta el rol social que requiera la situación siendo hábil mostrando u ocultando las cartas según considere necesario. Su escritura muestra rasgos compatibles con la descarga de ira si la presión lo supera, así se perciben signos compatibles con personas rígidas, severas, en el trato interpersonal. </p><p>Gusta de la franqueza en sus interlocutores, es directo en el trato y discreto si es preciso. </p><p>Necesita sentirse admirado y respetado. </p><p>No le gusta perder el tiempo y le disgusta la impuntualidad o la baja eficiencia de sus subordinados, pudiendo llegar a perder su autocontrol en situaciones graves. Su capacidad de trabajo está por encima de la media. </p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEg0RZKp-olgoZG8HdvEMMbRqfBnM8s1OPVzqbkKOE0CT99CQrAjjEGAzINja9XnBe4_eZhWqEEfN8PRyqjOqLsFrKaYn7GCqoJ6cHW9ucIA-axtD4bAgZyWwEQdQ5Bvk6xc8yTqItmYfVsAimS0QVdOwGgk8O6UzgWOwuu_tuTLreYPcZBc8YDv8xl5=s1113" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1113" data-original-width="768" height="320" src="https://blogger.googleusercontent.com/img/a/AVvXsEg0RZKp-olgoZG8HdvEMMbRqfBnM8s1OPVzqbkKOE0CT99CQrAjjEGAzINja9XnBe4_eZhWqEEfN8PRyqjOqLsFrKaYn7GCqoJ6cHW9ucIA-axtD4bAgZyWwEQdQ5Bvk6xc8yTqItmYfVsAimS0QVdOwGgk8O6UzgWOwuu_tuTLreYPcZBc8YDv8xl5=s320" width="221" /></a></div><p></p><div class="MsoNormal" style="background-color: #fefdfa; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 16px; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-size: xx-small;"><b>PROGRAMA EXCON</b></span><br /><span style="font-size: xx-small;"><b>Perfiles identificados:</b></span></div><div class="MsoNormal" style="background-color: #fefdfa; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 16px; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-size: xx-small;">AGRESIVIDAD / AMBICIÓN / VITALIDAD / IRRITABILIDAD</span></div><div class="MsoNormal" style="background-color: #fefdfa; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 16px; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-size: xx-small;"><b>Facultades intelectuales:</b></span></div><div class="MsoNormal" style="background-color: #fefdfa; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 16px; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-size: xx-small;">CAPACIDAD REFLEXIVA / INTELIGENCIA / INTERPRETACIÓN LÓGICA / OBSTINACIÓN </span></div><p><b><br /></b></p><p><b><br /></b></p>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1834546236266386512.post-55964440683469869882014-03-04T04:20:00.001-08:002014-03-04T05:59:35.481-08:00Análisis Psicografológico de Alfonso Basterra<b>Introducción:</b><br />
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<b>
</b>El sábado 21 de septiembre de 2013 se denuncia en Santiago de Compostela
la desaparición de una niña, Asunta Basterra, de doce años de edad.
Horas más tarde su cadáver aparece en una pista forestal en el vecino
municipio de Teo.<br />
<br />
El 24 de septiembre es detenida la madre adoptiva de la niña, la abogada
Rosario Porto. Un día más tarde es detenido el padre de la niña, el
periodista Alfonso Basterra.<br />
<br />
A fecha de publicación del presente informe ambos continúan en prisión mientras prosigue la investigación.<b> </b><br />
<b><br /></b>
El 4 de marzo de 2014 se publican dos cartas enviadas presuntamente desde prisión por Alfonso Basterra a su padre. El contenido de dichas cartas es emitido a través de televisión. Aún sin constituir el soporte más adecuado para una correcta evaluación psicografológica, constituyen una suficiente muestra como para establecer un perfil base del autor ateniéndonos a criterios grafoanalíticos.<br />
<br />
Como indicamos anteriormente en la evaluación de las cartas de Rosario Porto, en nuestro Gabinete Pericial consideramos importante la presunción de
inocencia, no es misión de ningún análisis psicológico ni
psicografológico determinar objetivamente la autoría de un determinado
acto aunque sí pueden permitir conocer algo mejor al autor de la nota
manuscrita, identificar sus rasgos más característicos e interpretar si
son coherentes con los datos conocidos en relación al caso objeto de
estudio.<br />
<br />
En todo caso consideramos que es labor única de los Tribunales de
Justicia la determinación de la responsabilidad que pudiere tener en los
hechos investigados.<br />
<br />
<b>Muestra gráfica:</b><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgabpgBjNyzQnjity7zo0jqt1udMTfIzM1R1Wk4jZlWtErnpWLg-LmzNY2ERM510MIdHN9UjL2b2Kzn5FqWFUp2dttf9Q-Qsh5fNDSAQfV9pDbMraOQwbVtogLj-0vUFrdYOzFgNxoakt0/s1600/carta+basterra1+%255B1600x1200_pericia%255D.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgabpgBjNyzQnjity7zo0jqt1udMTfIzM1R1Wk4jZlWtErnpWLg-LmzNY2ERM510MIdHN9UjL2b2Kzn5FqWFUp2dttf9Q-Qsh5fNDSAQfV9pDbMraOQwbVtogLj-0vUFrdYOzFgNxoakt0/s1600/carta+basterra1+%255B1600x1200_pericia%255D.png" height="158" width="400" /></a></div>
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</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
Se muestrean fragmentos de las dos cartas enviadas presuntamente por Alfonso Basterra a su padre desde prisión y emitidas por televisión.<br />
<br />
Se realiza un análisis de las mismas en base a la metodología grafoanalítica, infiriendo las características de personalidad en base a criterios psicografológicos. Aplicamos sobre las muestras nuestro software específico EXCON GRAFODIAG, que permite realizar una adaptación psicografológica del Test 16PF de Cattell.<br />
<br />
<b>Evaluación Psicografológica:</b><br />
Tras el análisis de las muestras y condicionados por la escasa calidad de las mismas, a falta de un análisis más profundo sobre los originales, se aprecian los siguientes rasgos.<br />
<br />
El autor se muestra como una persona emocionalmente estable, adaptada y madura. Algunos de los rasgos apreciados se corresponden con un carácter serio, cuidadoso, hasta cierto punto reprimido.<br />
<br />
Muchos de los rasgos apreciados suelen corresponder a personas poco sentimentales, utilitarias y frías en su relación social. Persona práctica y muy realista. Evalúa las situaciones desde una perspectiva objetiva y actúa en consecuencia tras una reflexión y planificación, no suele actuar por instinto.<br />
<br />
Es paciente, sabe esperar y no gusta de precipitarse. Se muestra como perfeccionista y disciplinado. Se esfuerza en mantener siempre el control sobre sus actos.<br />
<br />
Muestra un nivel de inteligencia medio-alto, con buena capacidad de interpretación lógica pero sin una gran capacidad creativa.<br />
<br />
Sabe adaptarse a nuevas circunstancias aunque muestra muchos rasgos compatibles con una gran firmeza en sus convicciones y aplomo.<br />
<br />
Se aprecian rasgos compatibles con una elevada posesividad. En general no se observan rasgos característicos de una gran capacidad de liderazgo.<b> </b><br />
<br />
<br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-size: xx-small;"><b>PROGRAMA EXCON</b></span><br />
<span style="font-size: xx-small;"><b>Perfiles identificados: </b></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-size: xx-small;">AGRESIVIDAD / CELOS / ECONOMÍA / RESERVA / PRUDENCIA / </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-size: xx-small;"><b>Facultades intelectuales:</b></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-size: xx-small;">CAPACIDAD REFLEXIVA / INTELIGENCIA / INTERPRETACIÓN LÓGICA / CLARIDAD IDEAS / FIRMEZA MORAL / </span><b></b></div>
<br />
<a href="http://exconart3.blogspot.com.es/2013/11/analisis-psicografologico-de-rosario.html" target="_blank"><b>Relacionado: Análisis Psicografológico de Rosario Porto</b> </a>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1834546236266386512.post-60876385706465077202013-11-02T16:24:00.000-07:002014-03-04T06:00:51.796-08:00Análisis Psicografológico de Rosario Porto<b>Introducción:</b><br />
<div class="separator" style="clear: both; text-align: center;">
<b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6NFSY6sz8nchTSrBpgmcnOk9sTWVR4FWKTUinC4D1EeXgvSZ1quXBEEQ7HJv1jb_94I-CdjurfVRg9fZZwKxtR39h0EPP_-IfYUrucl3yn1v9JKCokaZSCZKcQwQIUS71MZmjhXKiNTI/s1600/RPorto.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6NFSY6sz8nchTSrBpgmcnOk9sTWVR4FWKTUinC4D1EeXgvSZ1quXBEEQ7HJv1jb_94I-CdjurfVRg9fZZwKxtR39h0EPP_-IfYUrucl3yn1v9JKCokaZSCZKcQwQIUS71MZmjhXKiNTI/s1600/RPorto.png" /></a></b></div>
<br />
El sábado 21 de septiembre de 2013 se denuncia en Santiago de Compostela la desaparición de una niña, Asunta Basterra, de doce años de edad. Horas más tarde su cadáver aparece en una pista forestal en el vecino municipio de Teo.<br />
<br />
El 24 de septiembre es detenida la madre adoptiva de la niña, la abogada Rosario Porto. Un día más tarde es detenido el padre de la niña, el periodista Alfonso Basterra.<br />
<br />
A fecha de publicación del presente informe ambos continúan en prisión mientras prosigue la investigación.<br />
<br />
El 2 de noviembre se publica en distintos medios de comunicación una carta manuscrita realizada presuntamente por Rosario Porto y enviada a una cadena de televisión. A falta de confirmación de la autoría de la misma procedemos a realizar una evaluación grafopsicológica sobre dicha nota manuscrita, con el fin de acercarnos algo a la personalidad del autor de la misma.<br />
<br />
En nuestro Gabinete Pericial consideramos importante la presunción de inocencia, no es misión de ningún análisis psicológico ni psicografológico determinar objetivamente la autoría de un determinado acto aunque sí pueden permitir conocer algo mejor al autor de la nota manuscrita, identificar sus rasgos más característicos e interpretar si son coherentes con los datos conocidos en relación al caso objeto de estudio.<br />
<br />
En todo caso consideramos que es labor única de los Tribunales de Justicia la determinación de la responsabilidad que pudiere tener en los hechos investigados.<br />
<br />
<b>Muestra Gráfica:</b><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTfuhRFYm7Vzi1C0CD9ZPX5a_-I0-1K-T0Zv_dDpf-B2vX5buZcCEgx4HD4KG0b_N_WlWkQTdTX84o7sBWPsCvIvbWCqd4rTRdSLpInC0IsoMT-qaOvufT1VsWDaBmxWdsfSGw09tsl8Q/s1600/carta_rosario_porto_P%C3%A1gina_1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTfuhRFYm7Vzi1C0CD9ZPX5a_-I0-1K-T0Zv_dDpf-B2vX5buZcCEgx4HD4KG0b_N_WlWkQTdTX84o7sBWPsCvIvbWCqd4rTRdSLpInC0IsoMT-qaOvufT1VsWDaBmxWdsfSGw09tsl8Q/s400/carta_rosario_porto_P%C3%A1gina_1.jpg" height="400" width="282" /></a></div>
<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlUpt8sqPD4O_td6wKGUkbclrU4LZ-5WanX9sxI9cFS2_6Ce6vsu-hrX631Ap0YUNAczZavoxRNbYc3PsUiibm5eXVTGxLuglhY1-kp7jh8-nJEuE0ggUxueA_jx32OBivLrkA8MEXG5A/s1600/carta_rosario_porto_P%C3%A1gina_2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlUpt8sqPD4O_td6wKGUkbclrU4LZ-5WanX9sxI9cFS2_6Ce6vsu-hrX631Ap0YUNAczZavoxRNbYc3PsUiibm5eXVTGxLuglhY1-kp7jh8-nJEuE0ggUxueA_jx32OBivLrkA8MEXG5A/s400/carta_rosario_porto_P%C3%A1gina_2.jpg" height="400" width="282" /></a></div>
<br />
Se trata de una carta manuscrita, formada por dos folios. Están realizados presuntamente por Doña Rosario Porto, no disponemos de material manuscrito indubitado de dicha persona con el que realizar un cotejo comparativo, por lo que se asumirá su autoría en base a lo publicado por distintos medios de comunicación.<br />
<br />
Es preciso indicar que la muestra analizada es una copia del original, por lo que se desconoce la posible existencia de manipulaciones, añadidos, etc. sobre la misma y que podrían condicionar la fiabilidad del presente análisis psicografológico. <br />
<br />
La distribución del texto a lo largo de la muestra es ordenada, con márgenes bien delimitados y rectos. Las líneas poseen una dirección ascendente y su base no es rígida. Los grafemas conformadores de la escritura muestran una apreciable variabilidad en forma y tamaño. Se observa una distribución variable de presión gráfica, a falta de un análisis más detallado sobre la carta original.<br />
<br />
En la muestra se aprecian algunos retoques así como ciertos errores e imprecisiones escriturales. Se observan finales acerados, así como la presencia de ganchos. El amplio espaciado entre palabras permite apreciar la existencia de chimeneas gráficas.<br />
<br />
Aplicamos sobre la muestra gráfica una adaptación psicografológica
propia del test <a href="http://en.wikipedia.org/wiki/16_Personality_Factors" target="_blank">16PF Cattell</a>, empleando el software EXCON GRAFODIAG. <br />
<br />
<b>Evaluación Psicografológica:</b><br />
Tras el análisis de la muestra se concluye que el autor manifiesta una personalidad fría y distante, con un nivel de inteligencia normal. El perfil obtenido muestra una personalidad dominante y obstinada.<br />
<br />
<br />
No muestra una gran sensibilidad sino un perfil más bien utilitario y de pensamiento objetivo. En el momento de realización de la nota se aprecia un estado de tensión anímico, impaciencia o intranquilidad. También se aprecian numerosos rasgos compatibles con una elevada capacidad diplomática, sabe ocultar sus sentimientos y ser cortés cuando así lo necesita.<br />
<br />
La evaluación de factores globales muestra una persona introvertida, socialmente inhibida. Algunos de los rasgos son característicos de una personalidad independiente, crítica y analítica. No destaca por una gran capacidad de liderazgo aunque sí por un marcado orgullo.<br />
<br />
Se muestra como alguien que combina rasgos compatibles con un significativo nivel de dependencia y agresividad.<br />
<br />
Se aprecian numerosos rasgos que se asocian a una elevada capacidad de manipulación y engaño, así como a un carácter rencoroso, ambicioso, calculador y frío. Ejerce en todo momento un fuerte autocontrol sobre sí misma, aunque en ocasiones de forma infructuosa.<br />
<br />
A nivel intelectual se muestra como una persona con un nivel de inteligencia normal, con una buena capacidad de asimilación de ideas, una marcada agudeza mental y rapidez de comprensión y actuación.<br />
<br />
Muchos de los rasgos apreciados son característicos de sujetos con un trastorno antisocial de la personalidad.<br />
<br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-size: xx-small;"><b>PROGRAMA EXCON</b></span><br />
<span style="font-size: xx-small;"><b>Perfiles identificados: </b></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-size: xx-small;">AGRESIVIDAD /
MANIPULACIÓN / CELOS / POSESIVIDAD / EGOCENTRISMO / RENCOR / ORGULLO / DIPLOMACIA</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-size: xx-small;"><b>Facultades intelectuales:</b></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-size: xx-small;">DISPERSIÓN / CAPACIDAD INTUITIVA / NIVEL INTELIGENCIA NORMAL / NIVEL CULTURAL ALTO / ADAPTABILIDAD / </span></div>
<br />
<b><a href="http://exconart3.blogspot.com.es/2014/03/analisis-psicografologico-de-alfonso.html" target="_blank">Relacionado: Análisis Psicografológico de Alfonso Basterra</a></b>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1834546236266386512.post-60071491652251533062011-11-08T02:03:00.000-08:002012-09-04T02:54:21.646-07:00Unidad de Evaluación y Análisis de la Conducta<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaG8QI48H_fCcOAqqrMnwoMsfmxMSsZk9hgNJIiw5M2qwuSjnMlBcxF704yFP862J12grVsNdn7aWQ29567TtSowPUmdSEgr6gkJ4GpGM2lw0OLVe9TykFOyvD0ygS2z7MRih9BEGLzvk/s1600/breivik.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="154" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaG8QI48H_fCcOAqqrMnwoMsfmxMSsZk9hgNJIiw5M2qwuSjnMlBcxF704yFP862J12grVsNdn7aWQ29567TtSowPUmdSEgr6gkJ4GpGM2lw0OLVe9TykFOyvD0ygS2z7MRih9BEGLzvk/s200/breivik.JPG" width="200" /></a>La función de la UEAC es el análisis de la conducta humana en hechos relacionados con actos específicos, crímenes, conductas inapropiadas, testimonios de testigos o imputados, negociaciones empresariales, procediendo a un detenido análisis de los distintos rasgos conductuales apreciables a partir de las más diversas fuentes.<br />
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Nuestros expertos en <b>Psicología y Grafología Forense</b> analizarán las posibles notas manuscritas existentes realizando un perfil de personalidad y rasgos conductuales de las personas a analizar. A partir de dichos rasgos pueden establecerse estrategias de entrevista, puntos débiles y fortalezas de la personalidad. Constituye un importante apoyo a los investigadores del caso.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSNdliCO40GqNq_3aYDBj1WK7wv-Ps4VaxyhKS_xoYh8ODpn-2XbW_8HdrV3kqj6LFYxbWYOA9j8tXpl3tp5XmvgeD2M1aYjgTpFosbToVltXFPEeiqAZgbvAA_6e_-xc8eUevnxDDp5c/s1600/lenguaje+corporal.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="133" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSNdliCO40GqNq_3aYDBj1WK7wv-Ps4VaxyhKS_xoYh8ODpn-2XbW_8HdrV3kqj6LFYxbWYOA9j8tXpl3tp5XmvgeD2M1aYjgTpFosbToVltXFPEeiqAZgbvAA_6e_-xc8eUevnxDDp5c/s200/lenguaje+corporal.jpg" width="200" /></a>Nuestros expertos en <b>Paralenguaje y Expresión Corporal </b>evaluarán el lenguaje y paralenguaje, las expresiones y microexpresiones corporales, permitiendo concluir sobre la veracidad del testimonio aportado, la presencia de dudas, inseguridad, rasgos específicos de ansiedad, buscando rasgos de manipulación o falsedad en las personas examinadas. De gran importancia en la evaluación de testimonios de personas implicadas en actos deshonestos o criminales. <br />
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Nuestro <b>Gabinete Criminalístico</b> estudiará la escena del crimen, formulará un perfil criminalístico en hechos cometidos por desconocidos, perfilando distintas características que permitan definir al autor o autores, como la edad, el sexo, la nacionalidad, la formación, entre otros rasgos.<br />
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Las técnicas de análisis de conducta no están limitadas al campo criminalístico sino que también son empleadas en diversos sectores entre otros el empresarial, permitiendo fijar estrategias de negociación así como analizando el comportamiento de posibles socios o colaboradores.Cada vez son más los empresarios que buscan servicios de asesoría conductual con el fin de impulsar sus negocios.<br />
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Para cualquier consulta contacte con nosotros:<br />
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<br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1834546236266386512.post-79297134353440740602011-11-08T01:14:00.000-08:002012-09-04T01:48:37.334-07:00Lingüística Forense<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinioeTzVc6FUGmF08uYrkkQjTYwgW2cTYE2oWuRnI8D9m5dxfjgzsd7QpnJ_ZM-7Z9edD8LjvS_zzHKUaC2nBSKLa1zIEc-Wjbt1Ae04BP3N8DMTuh65JaWd9FbIeEF8gFFJz2NMepXgo/s1600/amenaza_de_muerte.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinioeTzVc6FUGmF08uYrkkQjTYwgW2cTYE2oWuRnI8D9m5dxfjgzsd7QpnJ_ZM-7Z9edD8LjvS_zzHKUaC2nBSKLa1zIEc-Wjbt1Ae04BP3N8DMTuh65JaWd9FbIeEF8gFFJz2NMepXgo/s320/amenaza_de_muerte.jpg" width="244" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Carta Anónima</td></tr>
</tbody></table>
Nuestra misión pericial como expertos en Lingüística Forense es realizar un detallado análisis formal de un escrito para determinar su autoría a partir de evidencias morfosintácticas o léxico-semánticas.<br />
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La comunicación humana ha sufrido una brusca evolución en los últimos años. Cada vez son más usados elementos de transmisión de mensajes digitales, tales como el correo electrónico, sms, en los cuales la identificación del escribiente no se puede realizar en base a la morfología de su escritura, como en las técnicas periciales caligráficas clásicas, sino por evaluación morfosintáctica. Los escribientes o autores de escritos, tanto manuscritos como documentos digitales, dejan por medio de su forma de escribir, rasgos únicos e irrepetibles que permiten al profesional identificar al autor del escrito.<br />
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La Lingüística Forense constituye un campo ampliamente reconocido y aceptado como evidencia pericial en el sector judicial. Empleada exitosamente en el análisis de testamentos, documentos anónimos, amenazas de bomba, entre otros, permitiendo comprobar la autoría de los mismos.<br />
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Para ello nuestros peritos analizarán la documentación aportada, verificando las coincidencias o divergencias existentes entre los documentos dubitados e indubitados. Codificarán y etiquetarán los recursos multilíngües, procesarán el lenguaje natural y empleando herramientas informáticas y técnicas de evaluación estadística procederán a generar un perfil lingüístico que permitirá atribuir la autoría así como efectuar la detección de plagio.<br />
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Para cualquier consulta contacte con nosotros: <br />
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<br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1834546236266386512.post-1732792910722947442011-11-07T01:39:00.000-08:002011-11-15T17:45:21.269-08:00Elecciones 2011: Evaluación Psicografológica de los candidatosSegún las principales encuestas realizadas hasta el momento, las próximas elecciones generales, que se desarrollarán el día veinte de noviembre, vienen marcadas por un enfrentamiento directo entre dos de los candidatos: Mariano Rajoy por el Partido Popular y Alfredo Pérez Rubalcaba por el Partido Socialista.<br />
Ambos son veteranos políticos, ampliamente conocidos por los ciudadanos, pero ¿sabemos realmente cómo son?<br />
Nuestro Gabinete Pericial ha realizado una evaluación de su perfil realizando un análisis psicografológico sobre sus firmas. Es preciso señalar que, grafológicamente hablando, la firma muestra la imagen pública de una persona, siendo preciso para formular un completo análisis grafológico evaluar además texto manuscrito, del que carecemos.<br />
<span style="font-size: large;"><br />
</span><br />
<span style="font-size: large;"><b>Alfredo P. Rubalcaba</b></span><br />
Nació en Cantabria en el año 51. Es Doctor en Ciencias Químicas por la Universidad Complutense de Madrid, en la que ha trabajado como profesor.<br />
Ha sido Ministro de Educación y Ciencia y posteriormente Ministro de la Presidencia en los gobiernos de Felipe González.<br />
Con José Luis Rodríguez Zapatero ha sido Ministro del Interior y Vicepresidente Primero del Gobierno.<br />
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<i><b>Evaluación Psicografológica:</b></i><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgu_AqYlXVp9F6KABWGDK5Uk2uRDWg67HRB2FZR-f8uVU3ufJc4NpCko65n__uPXlk74IYZsOvQzXwjizp3iBSsYYAcD6yHJmAZ0pnJNAj99Oe_6hssvQXSJvf2zeya1zN9UZ54cEG0Nn8/s1600/AP+Rubalcaba+firma.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="85" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgu_AqYlXVp9F6KABWGDK5Uk2uRDWg67HRB2FZR-f8uVU3ufJc4NpCko65n__uPXlk74IYZsOvQzXwjizp3iBSsYYAcD6yHJmAZ0pnJNAj99Oe_6hssvQXSJvf2zeya1zN9UZ54cEG0Nn8/s200/AP+Rubalcaba+firma.png" width="200" /></a>Rubalcaba es una persona inteligente, generosa. Muestra un comportamiento frío, sereno. Tiende a ocultar sus sentimientos cuando se enfrenta a situaciones complejas haciendo uso de un gran autocontrol.<br />
Es una persona realista aunque siempre mantiene un enfoque optimista.<br />
Posee una gran actividad mental, es capaz de tomar decisiones de forma rápida. <br />
Gusta de proteger su intimidad. Es pragmático, eficaz. Gusta de buscar soluciones rápidas a los problemas que se le presentan. <br />
Es muy eficiente en el desempeño de su trabajo. <br />
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<span style="font-size: large;"><b>Mariano Rajoy </b></span><br />
Nació en el año 55 en Santiago. Es Licenciado en Derecho por la Universidad de Santiago de Compostela. Aprobó la oposición de Registrador de la Propiedad con 24 años, convirtiéndose en el registrador más joven de España.<br />
Ha sido Ministro de Administraciones Públicas, Ministro de Educación y Cultura, Ministro de la Presidencia, Ministro del Interior y Vicepresidente Primero del Gobierno de José María Aznar.<br />
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<i><b>Evaluación Psicografológica:</b></i><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjB6s4d2ztZFg8VEC2QNK1zZmtugbh3gabIAkgGNgNtklN3gPyAOioWnfdY4j8NOroQtJhBDwFTXZ13X0AoUsXSZrqwyBSEGH4dtVoV05v7n2t7afZNF83LztR0c6mFU_CFrVaaA8aSy-k/s1600/rajoy+firma.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="148" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjB6s4d2ztZFg8VEC2QNK1zZmtugbh3gabIAkgGNgNtklN3gPyAOioWnfdY4j8NOroQtJhBDwFTXZ13X0AoUsXSZrqwyBSEGH4dtVoV05v7n2t7afZNF83LztR0c6mFU_CFrVaaA8aSy-k/s200/rajoy+firma.png" width="200" /></a>Rajoy muestra un perfil propio de una persona inteligente, cauta, prudente. Mantiende un constante control sobre sus sentimientos, racionalizando constantemente sus actos.<br />
Es muy realista aunque a veces puede mostrar algo de pesimismo.<br />
Tiene una gran confianza en sí mismo, da gran importancia a sus raíces y valora las tradiciones.<br />
Es una persona versátil, cuando afronta nuevas situaciones puede llegar a emplear un alto nivel de disciplina. Aunque tiene una gran imaginación basa siempre sus decisiones en hechos concretos.<br />
Valora más la precisión en su trabajo que la velocidad. Gusta de hacer las cosas bien. Es un gran observador, analiza constantemente todo lo que pasa a su alrededor.<br />
Aunque puede ser diplomático no duda en mostrarse con claridad a los demás siempre que sea preciso.<br />
Le gusta el trabajo en equipo. Tiene el perfil propio de un buen negociador o mediador.Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1834546236266386512.post-13384514004336191512011-09-03T03:45:00.000-07:002013-04-30T07:58:01.338-07:00Análisis Grafopsicológico de Miguel Carcaño<b>Introducción:</b><br />
<b> </b> <br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuQ1kMHDWGLn6qOGZ5B5rjKbcgqGY90SOphGT1ygIOFwn9_16-Xe-tJVYLj62qZo5SNxuHodIqZE4NTXUPiBSCHDmz1lUx1RpaGLyk_4vs6dn72QtLZrpnQWdL6XrKC5H1Z2PtRGioZ7k/s1600/miguel+carca%C3%B1o.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuQ1kMHDWGLn6qOGZ5B5rjKbcgqGY90SOphGT1ygIOFwn9_16-Xe-tJVYLj62qZo5SNxuHodIqZE4NTXUPiBSCHDmz1lUx1RpaGLyk_4vs6dn72QtLZrpnQWdL6XrKC5H1Z2PtRGioZ7k/s200/miguel+carca%C3%B1o.jpg" width="131" /></a>Miguel Carcaño, condenado a 20 años de prisión por el asesinato de Marta del Castillo, <a href="http://www.elmundo.es/elmundo/2012/01/13/andalucia_sevilla/1326446764.html" target="_blank">según sentencia de la Audiencia de Sevilla (enero-2012)</a> ha sido el protagonista de uno de los sucesos más mediáticos de España en los últimos años, por la brutalidad del mismo y por el nivel de sufrimiento al que se ha sometido a la familia de la víctima, con continuos cambios de testimonio, que han ocasionado numerosas e infructuosas búsquedas del cuerpo de la menor asesinada.<br />
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En los últimos días se ha publicado en diversos medios de comunicación una nota manuscrita, realizada presuntamente por Miguel Carcaño y dirigida a su hermano Javier. En ella Miguel indica a su hermano que está agotado, que debe aparecer el cuerpo de Marta del Castillo y que ha notificado a "Paloma" (su abogada) sobre el sitio donde está el cuerpo. Pide a su hermano que ayude a Paloma a encontrar el cuerpo de una "forma secreta", amenazándolo de hablar con el juez y "contarlo todo" en caso de que no lo haga así.<br />
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<b>Muestra gráfica:</b><br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPMrQCfRrrhG-UyD4s7rPJNbB7DFT6Ii2OQVJRcRA6NktJt4LwYJ_69X4Z86Hct0_M0SnorN83Gn57WcHN028DctvqqLs8ephUt9BZxYLqlr6jmDySjrXqo28hCuDSGY6zlGzsH-l8VhM/s1600/carta_nor-672xXx80-1.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPMrQCfRrrhG-UyD4s7rPJNbB7DFT6Ii2OQVJRcRA6NktJt4LwYJ_69X4Z86Hct0_M0SnorN83Gn57WcHN028DctvqqLs8ephUt9BZxYLqlr6jmDySjrXqo28hCuDSGY6zlGzsH-l8VhM/s640/carta_nor-672xXx80-1.jpg" width="460" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><br /></td></tr>
</tbody></table>
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<b>Grafoanálisis:</b> <br />
El análisis está realizado sobre una copia digitalizada de baja calidad, lo cual podría influir en la evaluación psicografológica. No se dispone de un documento indubitado del autor con el que cotejar el escrito, por lo que se asume la autoría del mismo según la información publicada en los distintos medios.<br />
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En la muestra se aprecia una distribución adecuada del texto, con una separación interlineal constante y con un correcto mantenimiento del margen izquierdo, recto aunque en aumento. Se puede apreciar un característico distanciamiento entre las palabras del texto, muy aireado, así como una dirección descendente de las líneas. Hay una gran variabilidad en la escritura, apreciándose distintas formas de una misma letra a lo largo del texto. En la muestra hay errores ortográficos y gramaticales característicos de un bajo nivel cultural.<br />
La inclinación gráfica es muy variable a lo largo del escrito, apreciándose fuertes cambios en la inclinación de las hampas y jambas en las distintas palabras.<br />
Se aprecian rasgos gráficos como finales acerados, ganchos y chimeneas. La grafía se forma de rasgos en ocasiones bruscos, angulosos, pero siempre con una gran variabilidad morfológica. <br />
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Aplicamos sobre la muestra gráfica una adaptación psicografológica
propia del test 16PF Cattell, empleando el software EXCON GRAFODIAG<br />
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<b>Evaluación Psicografológica:</b><br />
El autor se muestra como una persona fría y distante en su relación con los demás, con un pensamiento concreto, un nivel de inteligencia normal o bajo, más intuitivo que reflexivo.<br />
Puede mostrarse como una persona deferente y colaboradora pero siempre caracterizada por un importante rasgo de manipulación. No destaca por generar confianza.<br />
Se muestra como una persona poco sensible, muy objetiva y utilitaria, emplea los medios precisos para lograr sus objetivos. <br />
Es cuidadosa en sus afirmaciones y reprime la manifestación externa de sus sentimientos. Muestra un perfil en cierto modo temeroso y angustiado.<br />
A lo largo del análisis se muestran rasgos de personalidad contradictorios, compatibles con la fuerte variabilidad presente en el texto. Ello da idea de una gran volubilidad o de una importante lucha interna entre sus principios y sus intereses.<br />
No es una persona socialmente participadora, se muestra como solitario, introvertido, socialmente inhibido. Tiene una personalidad robusta y aunque posee fuertes cambios de estado anímico en general se muestra como una persona terca y obstinada. Persevera en la consecución de sus metas, aunque muestra algunos rasgos típicos de la fatiga.<br />
No muestra una gran creatividad lo cual contrasta con los constantes cambios de testimonio en relación al caso. Tampoco destaca por su capacidad de análisis y de toma de decisiones. No se aprecia una gran capacidad de liderazgo.<br />
Muestra una personalidad utilitaria y violenta, agresiva y que emplearía la violencia para lograr sus objetivos, le cuesta reprimir sus instintos primarios.<br />
Son característicos los cambios apreciados en las frases directas a su hermano, en las que se aprecia un cambio en los rasgos gráficos y en sus características psicografológicas asociadas, en dichas frases parece como implorar a su hermano desde una postura de inferioridad, atribuyendo un posible perfil de liderazgo al mismo y una actitud sumisa.<br />
El texto presenta numerosos de los rasgos grafológicos atribuidos a un trastorno antisocial de la personalidad, psicopatía, caracterizado por una limitada capacidad de empatía o de sentir remordimientos.<br />
Se aprecian en la muestra algunos de los rasgos presentes normalmente en notas escritas bajo coacción o presión. Presión que no siempre debe ser externa pudiendo ser interna, en forma de una autoexigencia a la hora de romper una obligación física o moral. Relacionamos este rasgo con la presencia de indicadores de un cierto sentimiento de inferioridad o de sumisión.<br />
Se aprecian múltiples rasgos relacionados bibliográficamente con actitudes de autoagresión o suicidas. Se aprecian rasgos relacionados con la angustia y la ansiedad.<br />
No se aprecian alteraciones significativas en la percepción de la realidad.<br />
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<b>Conclusión: </b> <br />
Los rasgos apreciados no parecen ser propios de una mente criminal tan astuta e inteligente, creativa y calculadora, con la capacidad necesaria para mantener en jaque a un enorme dispositivo policial durante tanto tiempo.<br />
Tiene un perfil característico más propio de un seguidor o encubridor, posiblemente deprimido, cansado y angustiado pero al que le cuesta romper con los lazos existentes con el verdadero líder.<br />
Su baja capacidad de empatía hace suponer que le mueven sus propios intereses y no los de la familia o entorno de la víctima.<br />
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<span style="font-size: x-small;"><b>PROGRAMA EXCON</b></span><br />
<span style="font-size: x-small;"><b>Perfiles identificados: </b></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-size: x-small;">AGRESIVIDAD / FALTA DE CONTROL / MANIPULACIÓN / MALTRATO / CELOS / POSESIVIDAD / EGOCENTRISMO / RENCOR / VOLUBILIDAD / BAJO PERFIL DE LÍDER</span></div>
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<span style="font-size: x-small;"><b>Facultades intelectuales:</b></span></div>
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<span style="font-size: x-small;"></span><span style="font-size: x-small;">DISPERSIÓN / CAPACIDAD INTUITIVA / NIVEL INTELIGENCIA NORMAL / NIVEL CULTURAL BAJO / CAPACIDAD DEDUCTIVA BAJA / </span></div>
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<br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1834546236266386512.post-54162653527038301212011-09-03T03:37:00.000-07:002013-04-15T08:53:16.314-07:00Análisis Grafopsicológico de Manfred Gnädinger - "Man de Camelle"<b>Introducción:</b><br />
<b> </b> <br />
Manfred Gnädinger, conocido como Man o El alemán de Camelle (Radolfzell am Bodensee, 27 de enero de 1936 - Camelle, 28 de diciembre de 2002), fue un pintor y escultor alemán que vivió como un anacoreta en la parroquia de Camelle, que pertenece al término municipal de Camariñas, en la Costa da Morte (Galicia).<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNxhOGSqR6q5p4l1Yrc68YYRQJJL9EhxbwYRo0TZVh45YPdeu9N4y11WAANwQ0YM9vBZDv_QsFVg57HkvD-HDgujc5lEF_Kr92FWhM1WPi8BtSAdnnhyb_KJKUTHHezHMCOpyl5S4L8PI/s1600/220px-Man_camelle_1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNxhOGSqR6q5p4l1Yrc68YYRQJJL9EhxbwYRo0TZVh45YPdeu9N4y11WAANwQ0YM9vBZDv_QsFVg57HkvD-HDgujc5lEF_Kr92FWhM1WPi8BtSAdnnhyb_KJKUTHHezHMCOpyl5S4L8PI/s320/220px-Man_camelle_1.jpg" width="214" /></a></div>
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Trató de llevar una vida lo más simple posible, elaborando esculturas al aire libre cerca de la playa donde vivía y cuidando su pequeño jardín.<br />
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Enamorado de la naturaleza, siguió una vida apartado de lujos y comodidades. Cordial y amable con los turistas y visitantes de su peculiar museo, en el que todos los visitantes debían realizar un dibujo para él, en unos curiosos cuadernos que había que devolverle al salir del museo y que él analizaba en profundidad, valorando la visión de su obra y de la naturaleza por parte de sus visitantes.Su filosofía, tal como manifiesta en el manuscrito, se basaba en la perenne esencia cíclica del mundo, plasmada en su obra por sus continuas circunferencias y esferas.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivFP-ioNKjEVoba9KH5Eg5skAR5K48Q_h4qDgxHfJXGb5V_xDliyjTUwAZFvDnE52nzq9g2_DckbXIr4iA7FwCHpf1SszjrV4rsvnUsXV-kSfW1LPdwEJdq9kkao8bWdYlnONUkApID_A/s1600/250px-Man_19980715.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivFP-ioNKjEVoba9KH5Eg5skAR5K48Q_h4qDgxHfJXGb5V_xDliyjTUwAZFvDnE52nzq9g2_DckbXIr4iA7FwCHpf1SszjrV4rsvnUsXV-kSfW1LPdwEJdq9kkao8bWdYlnONUkApID_A/s200/250px-Man_19980715.jpg" width="137" /></a>Nació y paso su infancia en Alemania, procedente de una familia de siete hermanos y estudió arte en Italia.<br />
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Impartió clases de arte en Suiza a personas con problemas de integración social. Su interés por la preservación del medio ambiente y la curiosidad por conocer la costa gallega lo condujeron a la Costa da Morte.<br />
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En mayo de 1962 llegó a un Camelle inmerso en las fiestas patronales del Espíritu Santo. Desde aquel día ese alemán solitario, educado y de buen aspecto y con cierto aire de turista acomodado, se instaló para siempre en el pueblo, comenzando su imponente obra artística, en la cual se produjo su transformación a anacoreta. Tras el accidente del petrolero Prestige y la posterior marea negra (noviembre de 2002) la mancha de petróleo daño sus esculturas. En los últimos días se le vio abatido, hundido por la inmensidad de la catástrofe medioambiental. Apareció muerto en su cabaña manchada de fuel. Se cree que el Alemán se dejó morir de melancolía y tristeza.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9S7DdaWbJlT3Whex_knleTFSxwZON0hVMoFYDFy2yh7WLYIOuYKufN7AHeo3ubaL8njTOSi0j8jXhaoU1VcIBIW5N6fT7gD7N-m8h69ToUAQBOfUoKWv4deXPXt8GFqoTgWLFuZTRKuc/s1600/man+7.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="271" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9S7DdaWbJlT3Whex_knleTFSxwZON0hVMoFYDFy2yh7WLYIOuYKufN7AHeo3ubaL8njTOSi0j8jXhaoU1VcIBIW5N6fT7gD7N-m8h69ToUAQBOfUoKWv4deXPXt8GFqoTgWLFuZTRKuc/s400/man+7.jpg" width="400" /></a></div>
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Considerado por muchos como la primera víctima mortal del Prestige, la conversión en museo público de su obra y legado continúa pendiente por parte de la administración, no así por sus convecinos y grupos de apoyo que han trabajado duramente por mantener vivo su legado naturalista. Muchos le conocieron por su obra, pero su amabilidad escondía a una persona seria y algo distante, intentaremos por medio de este estudio grafopsicológico acercarnos algo más a la personalidad de este singular protagonista de A Costa da Morte gallega.<br />
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<b>Muestra gráfica:</b> <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjD06uAEYdtyTsEeteDSiRjx8TLAbc80lJp5f7G_HyzOJQ1pVItnjPxptfyIOO1GyMQqHPVE6BNwcCQpNG5-JMfDXhwq2wRmQsC_5f_dm-q6n3uH9uyTeKQsOGgIU6va2RfGNN0NqdvWqU/s1600/CARTA+DE+MAN+A+CAMELLE+Y+GALICIA+-+copia.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="244" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjD06uAEYdtyTsEeteDSiRjx8TLAbc80lJp5f7G_HyzOJQ1pVItnjPxptfyIOO1GyMQqHPVE6BNwcCQpNG5-JMfDXhwq2wRmQsC_5f_dm-q6n3uH9uyTeKQsOGgIU6va2RfGNN0NqdvWqU/s640/CARTA+DE+MAN+A+CAMELLE+Y+GALICIA+-+copia.jpg" width="640" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuBg_QBlZKF0R9uIgVguuypvVwgNxcgEJgsTabongz4XBm1flA6l_OUqsD_yBlkK3-Xd8KoqppdqwKGrTDyEynvOpqGwd5-Fy84C5mzGAaYPAtN9UN38smiogL45apk6cmWWfHxM4kY0c/s1600/CARTA+DE+MAN+A+CAMELLE+Y+GALICIA+-+copia+%25282%2529.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="280" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuBg_QBlZKF0R9uIgVguuypvVwgNxcgEJgsTabongz4XBm1flA6l_OUqsD_yBlkK3-Xd8KoqppdqwKGrTDyEynvOpqGwd5-Fy84C5mzGAaYPAtN9UN38smiogL45apk6cmWWfHxM4kY0c/s640/CARTA+DE+MAN+A+CAMELLE+Y+GALICIA+-+copia+%25282%2529.jpg" width="640" /></a></div>
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<b>Evaluación Psicografológica:</b><br />
Evaluando el manuscrito, Manfred se mostraba como una persona afable, inteligente y con una gran capacidad de abstracción. Emocionalmente estable, maduro y adaptado a su entorno. Fue una persona obstinada, perseverante en sus principios, con una personalidad basada en unos fuertes valores morales. Era un idealista.<br />
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No era desconfiado ni se cerraba al entorno, tenía una gran capacidad de adaptación al medio. Se mostraba ante los demás de forma natural, llana y genuina. Su carácter en general era apacible y tranquilo aunque podría variar en defensa de alguno de sus principios morales. Era perfeccionista, organizado y disciplinado. Su forma de ser estaba marcada por un gran autocontrol.<br />
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Aunque no rechazaba el contacto social mostraba cierta timidez. Era una persona con gran creatividad. Bondadoso, sensible y sencillo tenía características compatibles con una gran austeridad.<br />
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Cuando algo entraba en conflicto con sus fuertes principios morales podía mostrarse como una persona intransigente e incluso agresiva, aunque generalmente era una persona sencilla y de trato amable.<br />
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A nivel intelectual apreciamos rasgos compatibles con una persona de gran inteligencia y una elevada capacidad de asimilación. Con un alto nivel cultural destacaba por su memoria y su enorme capacidad deductiva. Era una persona muy observadora. <br />
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A nivel grafopatológico no se aprecian en el manuscrito rasgos significativos compatibles con trastornos mentales u otro tipo de patologías de relevancia.<br />
<br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1834546236266386512.post-24854050190914659842011-09-02T04:07:00.000-07:002013-04-09T05:15:22.889-07:00Análisis Grafopsicológico de Sara MontielEn recuerdo de una de las más grandes actrices españolas, Sara Montiel, fallecida recientemente en Madrid, realizamos un breve análisis grafopsicológico sobre una nota manuscrita firmada por la actriz en el año 1975.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3q5M95NHwQV1jj5UKSxkE9vO41SlF37oNgWE6CobHKjndKrFjlQFmpovEdEVMJLmQ7DgSvgzf6dfkxC-MZGqHFByV4fPhSN5d413DuRBi24GJ-PAqQRzQUJgQNYfG2akQM8cCzGhSM2g/s1600/785333_1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="278" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3q5M95NHwQV1jj5UKSxkE9vO41SlF37oNgWE6CobHKjndKrFjlQFmpovEdEVMJLmQ7DgSvgzf6dfkxC-MZGqHFByV4fPhSN5d413DuRBi24GJ-PAqQRzQUJgQNYfG2akQM8cCzGhSM2g/s320/785333_1.jpg" width="320" /></a></div>
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<b>Introducción:</b><br />
Sara Montiel, de nombre real María Antonia Abad nació en Campo de Criptana el 10 de marzo de 1928 y falleció el 8 de abril de 2013 en su domicilio de Madrid.<br />
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Tras comenzar muy joven en el mundo de la interpretación y rodar películas en España y México, dio el salto a Estados Unidos convirtiéndose en una actriz de primer nivel, trabajando en filmes como "Veracruz", "Serenade", "Yuma".<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpDOlFI-zIx6QAmCzGmnSTVDRoGFGtB_DRKyLyQ9tD1LrJ8CIVgIbpkki-cz248RqYsUHrSsRiPxUPRPOdrxpT5zRBb3Sy7SqyzO55FoSQSQ-SLMT8kMFugeOBYKduikte-2LUJC3vTXg/s1600/sara-montiel1-580x724.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpDOlFI-zIx6QAmCzGmnSTVDRoGFGtB_DRKyLyQ9tD1LrJ8CIVgIbpkki-cz248RqYsUHrSsRiPxUPRPOdrxpT5zRBb3Sy7SqyzO55FoSQSQ-SLMT8kMFugeOBYKduikte-2LUJC3vTXg/s320/sara-montiel1-580x724.jpg" width="256" /></a></div>
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De vuelta a España rodó "El Último Cuplé", "La Violetera" entre otros filmes. Posteriormente a su etapa como actriz comenzó una carrera como cantante y en televisión.<br />
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<b>Muestra gráfica:</b><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkCe-p4S2_LtLWrhYLJffvpXKCAWNdFksUZ3LkbYV0Ety8JfZyjdfTxDVycyDQ1EaQmln8W5Hoi8RJHcIyTEq5ng3Qjv5DitEKKN5Fsp1xUoByFOsinqZkHk7XwzuLFw4YyyGUozO1sFU/s1600/903764_10151643295572009_629521016_o.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkCe-p4S2_LtLWrhYLJffvpXKCAWNdFksUZ3LkbYV0Ety8JfZyjdfTxDVycyDQ1EaQmln8W5Hoi8RJHcIyTEq5ng3Qjv5DitEKKN5Fsp1xUoByFOsinqZkHk7XwzuLFw4YyyGUozO1sFU/s640/903764_10151643295572009_629521016_o.jpg" width="494" /></a></div>
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<b>Evaluación Psicografológica:</b><br />
La nota muestra un perfil extrovertido, apabullante y apasionado, propio de una persona muy intensa y con un gran gusto estético. Con un carácter y personalidad muy definida y marcada.<br />
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Sara se muestra, en el manuscrito, como una persona orgullosa de sí misma, manifestando un carácter ambicioso, con gran empeño en llegar a sus altas metas autoimpuestas. Muy abierta y sociable su gusto por marcar tendencia le podría hacer llegar a la excentricidad.<br />
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Mujer de raza y carácter, con gran impulsividad que en ocasiones le cuesta dominar. Se muestra como una persona pragmática, determinada y perseverante. Su orgullo, determinación y tenacidad podrían llevarla incluso a ser obstinada. Se aprecian rasgos compatibles con una gran sensualidad.<br />
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Inteligente, de juicio rápido, se muestra como una persona ingeniosa y versátil, con gran imaginación y creatividad. Se ven signos relacionados con una personalidad muy dominante, en ocasiones hasta de una forma excesiva, en el escrito se aprecia también una cierta susceptibilidad. <br />
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DEP Sara Montiel <br />
<br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1834546236266386512.post-71216972476870313242011-09-01T05:23:00.000-07:002013-03-30T08:08:08.193-07:00Análisis Grafopsicológico de Kim Jong UnKim Jong Un es a fecha de publicación de este breve artículo el máximo mandatario de Corea del Norte, nacido en 1983 e hijo de Kim Jong Il, fue designado en 2009 por su padre como sucesor en el cargo de Presidente de la Comisión Nacional de Defensa de Corea del Norte.<br />
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Fue elegido Líder Supremo de la Revolución el 29 de diciembre de 2011, tras la muerte de su padre.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhp6k4EsGhN26rJUeeqqsW7c8zRPQ9EqcYguGszGXqj5rLyfjxFM32v1TK6QRC9NT7829Jfzl7GnbDsmVXsxzZ1owHq_FZ33tJEFVFhDew-1mmf5TFHjGZVJ1n20oVKJMfzwGI1WDCWxmQ/s1600/Supremely-popular-Kim-Jon-010.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="192" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhp6k4EsGhN26rJUeeqqsW7c8zRPQ9EqcYguGszGXqj5rLyfjxFM32v1TK6QRC9NT7829Jfzl7GnbDsmVXsxzZ1owHq_FZ33tJEFVFhDew-1mmf5TFHjGZVJ1n20oVKJMfzwGI1WDCWxmQ/s320/Supremely-popular-Kim-Jon-010.jpg" width="320" /></a></div>
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Formado en Occidente, estudió en Berna (Suiza), habla inglés y alemán. <br />
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En la actualidad hay un gran desconocimiento sobre la personalidad de Kim Jong Un, líder de uno de los gobiernos más aislados del mundo y responsable de uno de los mayores ejércitos con capacidad nuclear, su juventud así como la incertidumbre sobre la posible existencia de grupos de poder en Corea con capacidad real de manipulación sobre las decisiones presidenciales hacen impredecible el desarrollo de la crisis bélica con su vecino del sur.<br />
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Se realiza un breve análisis psicografológico del líder norcoreano a partir de algunas notas manuscritas realizadas por él.<br />
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<b>Muestras gráficas:</b><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjRMQiKjN03orSwVzpYqgxBxQVg12cjzPYPmIj4xXW_lbSRplmEgM7y6HfQ1hJgCN9lWvkrF2dqyiQzlAwwT3ho4FEaARWRDZteAuSOOkmdTw9-azViAA81CBDCE1VjerCDrzQFwS8zvY/s1600/kim+yon+un.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjRMQiKjN03orSwVzpYqgxBxQVg12cjzPYPmIj4xXW_lbSRplmEgM7y6HfQ1hJgCN9lWvkrF2dqyiQzlAwwT3ho4FEaARWRDZteAuSOOkmdTw9-azViAA81CBDCE1VjerCDrzQFwS8zvY/s400/kim+yon+un.jpg" width="297" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvJFY9U3bOlGNRQCExaIXbfLClqcPrqBL1tz0EAMnbmRQmM2f6T3m5CggmNTDtetk3n64yK2bELsAPx-ulmOi-xUJEMZpBLJoR_pdPWlo_s1FVk2DHxDWIZchhoGP9QOllbjHscrD6H_Y/s1600/Screen+shot+2012-03-01+at+6.27.36+PM.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="311" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvJFY9U3bOlGNRQCExaIXbfLClqcPrqBL1tz0EAMnbmRQmM2f6T3m5CggmNTDtetk3n64yK2bELsAPx-ulmOi-xUJEMZpBLJoR_pdPWlo_s1FVk2DHxDWIZchhoGP9QOllbjHscrD6H_Y/s400/Screen+shot+2012-03-01+at+6.27.36+PM.png" width="400" /></a></div>
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Se aprecia una escritura tensa, presionada. Trazada a una baja velocidad tomando una dirección diagonal en el soporte escritural. Se distinguen retoques gráficos, la existencia de algunos borrones y cierto nivel de desorden, es característica la existencia de cierta inestabilidad en el trazado, principalmente en los trazos horizontales. La presencia de finales caídos provocan cierta convexidad a los renglones. La escritura muestra una tendencia dextrógira.<br />
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<b>Evaluación psicografológica:</b><br />
Es preciso indicar que la fiabilidad en las evaluaciones psicografológicas está directamente relacionada con la calidad de la muestra gráfica a analizar. En este caso se trata de muestras de escasa resolución y escaneadas, no originales, lo cual supone un evidente límite a la evaluación.<br />
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No obstante y en base a los rasgos apreciables en las distintas muestras gráficas se aprecia un carácter retraído, introvertido, con tendencia a la fatiga o astenia. Muestra rasgos propios de personas desconfiadas, podría ser causado por un bajo nivel de autoconfianza. Es una persona con tendencia al desorden, este rasgo combinado con los anteriores podrían llevarle a una actitud negligente. <br />
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Algunos de los rasgos apreciados podrían manifestar rasgos compatibles con la inestabilidad o falta de madurez que podrían desembocar a una actitud de baja sumisión a la presión externa. Se aprecian rasgos indicativos de un conflicto interno. La existencia de blancos internos en el texto, en forma de cuchillos y chimeneas son indicativas de un estado de inseguridad y angustia.<br />
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Atendiendo a criterios morfológicos puede estar mostrando un cierto nivel de desequilibrio, quizás por estar sometido a un excesivo nivel de ansiedad o a su característica inseguridad.<br />
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El análisis dimensional así como la variabilidad gráfica podrían interpretarse en este entorno como signo de una evidente falta de control, que podría desembocar en agresividad o irritabilidad. En las muestras se aprecian algunos indicadores característicos de la opresión, externa o interna. Se ve superado por sus obligaciones lo cual le lleva a distanciarse del entorno para poder tomar sus propias decisiones, algunas de las cuales podrían tomarse no en base a criterios razonables sino como ratificación de su poder ante su entorno. Algunos rasgos muestran un carácter inestable y poco constante. Podrían ser indicadores de una necesidad de autorratificación, de vencer su falta de autoconfianza en base a una autojustificación del propio ego. Tiene una evidente necesidad de mando y de reconocimiento.<br />
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En resumen se aprecia una persona insegura e inestable que necesita reconocimiento por parte de su entorno y que podría emplear métodos poco reflexivos e incluso violentos para ganarse ese apoyo.<br />
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<br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1834546236266386512.post-71321003376121226352011-08-28T05:19:00.000-07:002012-08-31T00:37:39.635-07:00Análisis Grafopsicológico de José BretónJosé Bretón (Córdoba-1973) es a fecha de publicación de este análisis grafopsicológico, el único imputado por la desaparición de sus hijos, Ruth y José Bretón, de 6 y 2 años respectivamente, ocurrida el 8 de octubre de 2011.<br />
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Durante este tiempo José Bretón ha permanecido en prisión mientras se intenta desvelar el paradero de ambos niños. Desde dicha cárcel José Bretón ha enviado varias cartas manuscritas a los medios informativos.<br />
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Nuestro Gabinete ha recibido y analizado tres cartas manuscritas, realizadas presuntamente por el propio José Bretón desde la cárcel y enviadas al Diario de Córdoba. A partir de ellas se ha elaborado un perfil grafopsicológico así como analizado la evolución conductual del autor de los escritos.<br />
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La primera de las cartas, la más larga, tiene fecha de salida de la prisión del 29 de julio de 2012. Es un documento de 4 páginas en el que se habla de la familia materna de los niños. La segunda carta, enviada el 6 de agosto, es un documento de dos páginas en el que se realiza una crítica a la actuación policial. La tercera carta, con fecha de salida del 9 de agosto, es un documento de una página en el que se hace pasar por su hija.<br />
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EVALUACIÓN GRAFOPSICOLÓGICA: <br />
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<span style="font-family: "Cambria","serif"; font-size: 12.0pt;">Tras analizar los rasgos característicos
presentes en la grafía se puede afirmar que dichos escritos han sido realizados
por una persona con un nivel de inteligencia medio-alto y que no muestra rasgos
significativos de confusión mental en el momento de su autoría.</span></div>
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<span style="font-family: "Cambria","serif"; font-size: 12.0pt;">Dispone de una adecuada memoria y una elevada
capacidad deductiva siendo eficaz a la hora de extraer conclusiones a partir de
premisas. Es una persona con un alto nivel de firmeza moral, siendo difícil que
adopte decisiones en contra de sus principios. </span></div>
<div class="MsoNormal" style="margin-left: 35.4pt;">
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvPdqOqQJVWj3e8vm2kki22GxuzUSfHza7xE5taPy1Hlgjhk8F22ofldwPYbr4hrjbx27WwUmf7CkOyts2y9HPxRNtVx54_halwpbTtGm7fjL_qASdox7-UHABHmeHAubdk8hVq2KTurE/s1600/c1p2m1+%5B640x480%5D.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="171" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvPdqOqQJVWj3e8vm2kki22GxuzUSfHza7xE5taPy1Hlgjhk8F22ofldwPYbr4hrjbx27WwUmf7CkOyts2y9HPxRNtVx54_halwpbTtGm7fjL_qASdox7-UHABHmeHAubdk8hVq2KTurE/s320/c1p2m1+%5B640x480%5D.png" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Muestra gráfica carta nº1</td></tr>
</tbody></table>
<span style="font-family: "Cambria","serif"; font-size: 12.0pt;">Manifiesta una elevada intransigencia, siendo
reacio a tolerar opiniones o deseos ajenos que entren en conflicto con sus
propias convicciones. Su verdad es la verdad, no acepta oposición a sus ideas.</span></div>
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<br /></div>
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<span style="font-family: "Cambria","serif"; font-size: 12.0pt;">Muestra un perfil propio de un
maltratador, al combinar una gran agresividad, una personalidad altamente
celosa y un alto nivel de posesividad. La persona que ha escrito estos
documentos manifiesta a lo largo de los mismos un perfil de manipulador, siendo
capaz de emplear métodos deshonestos para conseguir sus objetivos. Aparecen en
las cartas numerosos rasgos que le aproximan a un perfil tipo de una persona
que podría emplear la violencia para lograr sus fines.</span></div>
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<div style="text-align: right;">
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<span style="font-family: "Cambria","serif"; font-size: 12.0pt;">Otros rasgos presentes son: persona muy
reservada, desconfiada y fría. Capaz de tomar decisiones sin que se vean
afectadas por los sentimientos. Muestra características de una persona celosa y
egoísta. También se aprecian en el texto rasgos relacionados con los deseos de
dominación así como con la posibilidad de descargas violentas de ira.</span></div>
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<br /></div>
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<tr><td class="tr-caption" style="text-align: center;">Muestra gráfica carta nº2</td></tr>
</tbody></table>
<span style="font-family: "Cambria","serif"; font-size: 12.0pt;">El autor de las cartas es meticuloso, muy
reflexivo. Actúa tras realizar una evaluación analítica de los datos que posee.
Tiene además una gran capacidad de observación y una buena capacidad deductiva.</span></div>
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<span style="font-family: "Cambria","serif"; font-size: 12.0pt;">Destaca su firmeza moral, reafirmada por una
gran tenacidad y claridad de ideas, cuando toma una decisión persevera en ella.
Tiene una personalidad dominante, necesita mantener el control sobre su
entorno.</span></div>
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</div>
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<span style="font-family: "Cambria","serif"; font-size: 12.0pt;">No se aprecian rasgos significativos que se
relacionen con enfermedades mentales aunque muestra una apreciable afinidad con
un perfil obsesivo-compulsivo. Apreciamos una gran compatibilidad con un
perfil psicopático o trastorno antisocial de la personalidad, que le afecta a
su capacidad para sentir remordimientos por sus actos y para empatizar con
terceras personas. </span></div>
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<br /></div>
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<span style="font-family: "Cambria","serif"; font-size: 12.0pt;">Esta persona muestra una personalidad fría,
distante, estable emocionalmente, dominante y segura de sí misma. Se muestra
reprimida y cuidadosa en su relación interpersonal. En todo caso sus actos no
parecen fruto de un arrebato sino más bien de un plan organizado y
cuidadosamente detallado. Muestra rasgos relacionados con la estabilidad
emocional, así como con un adecuado nivel de autoestima. </span></div>
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<tr><td class="tr-caption" style="text-align: center;">Muestra gráfica carta nº3</td></tr>
</tbody></table>
<br /></div>
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<span style="font-family: "Cambria","serif"; font-size: 12.0pt;">Su capacidad de resistencia a la presión externa
es muy elevada, tiene un perfil compatible con una personalidad imperturbable,
paciente y tenaz. Muestra rasgos característicos de personalidades privadas,
cerradas y discretas. Es muy perfeccionista, disciplinado y organizado.</span></div>
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<br /></div>
<div class="MsoNormal" style="margin-left: 35.4pt;">
<span style="font-family: "Cambria","serif"; font-size: 12.0pt;">Mantiene un importante esfuerzo por
autocontrolarse, dominando sus impulsos. Quizás para encubrir un elevado nivel
de dependencia y su alta agresividad.</span></div>
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<br /></div>
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<span style="font-family: "Cambria","serif"; font-size: 12.0pt;">Se aprecia un nivel medio-alto de rasgos
relacionados con tendencias suicidas.</span></div>
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<br /></div>
<div class="MsoNormal" style="margin-left: 35.4pt;">
<span style="font-family: "Cambria","serif"; font-size: 12.0pt;">En ninguno de los escritos se aprecian rasgos
significativos de coacción, por lo que se deduce que están realizados sin nada
que modifique su capacidad volitiva. </span></div>
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<br /></div>
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<span style="font-family: "Cambria","serif"; font-size: 12.0pt;">Analizando algunos de los cambios presentes en
las grafías, aparecen progresivamente algunos rasgos relacionados con un mayor
nivel de ansiedad y abatimiento (dentro de su gran autocontrol), más evidentes
en la tercera de las cartas.</span></div>
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<span style="font-size: x-small;"><b>PROGRAMA EXCON</b></span><br />
<span style="font-size: x-small;"><b>Perfiles identificados: </b></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-size: x-small;">AGRESIVIDAD / AUTOCONTROL / ALTO NIVEL MANIPULACIÓN / EGOÍSMO / CELOS /
RIGIDEZ MORAL / RENCOR / TENACIDAD / POSESIVIDAD / DESCONFIANZA / RESERVA / </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-size: x-small;"><b>Facultades intelectuales:</b></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-size: x-small;">CAPACIDAD DE COMPRENSIÓN / CLARIDAD DE IDEAS / CAPACIDAD DEDUCTIVA / </span><span style="font-size: x-small;">CREATIVIDAD / FIRMEZA MORAL / AGUDEZA MENTAL / GRAN MEMORIA / INTELIGENCIA ELEVADA / ASIMILABILIDAD / </span></div>
<br />
<br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1834546236266386512.post-69171348204391274382011-07-29T03:56:00.000-07:002011-12-31T04:42:41.530-08:00La Firma del Maltrato - Psicografología en la Violencia Doméstica<div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-natkA2xwc3w/Tvxm4fgRD1I/AAAAAAAAAas/hnSQtET4-Gc/s1600/womens-domestic-violence.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="300" src="http://1.bp.blogspot.com/-natkA2xwc3w/Tvxm4fgRD1I/AAAAAAAAAas/hnSQtET4-Gc/s400/womens-domestic-violence.jpg" width="400" /></a></div>La Psicografología permite extraer importante información sobre los rasgos característicos de la personalidad del autor de un texto manuscrito. Es una de las más eficaces formas conocidas para realizar un perfil psicológico con la innegable ventaja de poderse realizar "a distancia", física y temporal.<br />
<br />
Mediante análisis psicografológicos podemos analizar la presencia de rasgos compatibles con determinadas patologías y tendencias en el comportamiento, como el perfil del maltratador, en personas de las que exista una duda razonable al respecto. Que una persona tenga un perfil característico de maltratador no implica necesariamente que lo sea, aunque sí nos muestra su elevada tendencia a desarrollar una actitud de maltrato en caso de encontrarse ante factores internos y externos que lo promuevan.<br />
<br />
<br />
Según diversos estudios más de 600.000 mujeres afirman sentirse maltratadas actualmente en España. Por suerte la cifra disminuye a medida que crece el repudio social ante estas lamentables acciones. No obstante continúa siendo inaceptable el número de las mujeres (por ser mayoritariamente las que sufren el maltrato) que cada año acaban siendo víctimas de la violencia de género.<br />
<br />
La pregunta que frecuentemente se nos formula a los Psicólogos especializados y a los Psicografólogos es si es predecible una actitud de maltrato, para ello analicemos el perfil del maltratador. <br />
<br />
<b>Perfil característico del maltratador</b><br />
<br />
<ul><a href="http://2.bp.blogspot.com/-AWKH-M4qoJ0/TvxoBuj7ClI/AAAAAAAAAbI/7vzBu46hhd8/s1600/Malos+tratos.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="http://2.bp.blogspot.com/-AWKH-M4qoJ0/TvxoBuj7ClI/AAAAAAAAAbI/7vzBu46hhd8/s200/Malos+tratos.jpg" width="189" /></a>
<li>Los maltratadores suelen tener un alto nivel de dependencia, rasgo que suele ser común también a las víctimas de sus malos tratos, pero que en su caso viene acompañado de un carácter agresivo.</li>
<li>Generalmente muestran una gran seguridad en sí mismos, precisan someter y humillar al otro para que quede clara en todo momento su supremacía. Esta imagen pública contrasta con que frecuentemente tienen una mala imagen de sí mismos.</li>
<li>Existencia de sentimientos enfrentados, por un lado sienten una gran necesidad e incluso amor por su pareja, pero a la vez sienten una gran hostilidad con la que intentan mitigar carencias afectivas pretéritas. Por un lado odian a su pareja pero a la vez sienten una gran necesidad de estar en todo momento con ella.</li>
<li>Suelen manifestar un comportamiento propenso a los celos, generalmente sin fundamento real que los motive. Suelen sufrir un bajo nivel de autoestima, y con el fin de mitigarlo controlan y humillan a su pareja.</li>
<li>Aunque externamente muestran un perfil de gran fortaleza, su personalidad presenta numerosos tintes patológicos asociados a las múltiples carencias afectivas vividas y en la que existe una escasa auto-valoración. </li>
<li>Poseen una baja o nula capacidad de empatía con los demás. </li>
<li>Poseen rasgos característicos de manipulador.</li>
<li>Suelen tener una rígida visión de los papeles y estatus de los roles familiares.</li>
<li>Muestran una gran diferencia de comportamiento entre su vida pública y su vida privada.</li>
<li>Generalmente han sido víctimas o testigos de malos tratos. </li>
<li>Intentan desautorizar a su pareja en presencia de terceras personas, socializan la humillación.</li>
<li>Ocasionalmente pueden sufrir adicciones a drogas o alcohol con el fin de distanciarse del mundo real.</li>
</ul><br />
<b>Fases del maltrato</b><br />
<br />
Según Walker en su Teoría del Ciclo de la Violencia, las fases que suelen encontrarse en un caso de malos tratos son las siguientes:<br />
<ol><li>Fase de acumulación de tensión: comienza a aparecer el abuso verbal continuado, aumenta la tensión y la irritabilidad, cada vez discute con más énfasis y más frecuentemente.</li>
<li>Fase de explosión de violencia: el agresor castiga mediante agresión física.</li>
<li>Fase de arrepentimiento: el agresor manipula solicitando ser perdonado, mostrando un gran arrepentimiento y siendo muy complaciente. Aparece la esperanza en la pareja de que es posible un cambio.</li>
<li>Fase de negación: el agresor minimiza mentalmente la agresión y comienza a culpar a su pareja de estar exagerando, comienza a racionalizar y a justificar los motivos de la agresión.</li>
</ol><b><br />
</b><br />
<b>Perfil grafológico del maltratador</b><br />
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<tr><td class="tr-caption" style="text-align: center;">Grafía característica de un maltratador</td></tr>
</tbody></table><br />
Algunos de los rasgos más comúnmente observados en el análisis de documentos manuscritos por agresores domésticos son la suma de los signos característicos de las distintas conductas ya indicadas en el perfil psicológico del maltratador. La combinación de múltiples de estos signos gráficos en un documento deben hacernos ver que nos podemos estar encontrando ante el perfil característico de un maltratador.<br />
<br />
Rasgos compatibles con la agresividad, con la manipulación o el engaño, con la falta de control sobre sus impulsos, rasgos propios de la rigidez y obsesión. Rasgos propios de los bruscos cambios de temperamento suelen aparecer en la grafía del maltratador. Enumeremos algunos:<br />
<br />
AGRESIVIDAD<br />
<ul><li>Escritura compacta</li>
<li>Escritura confusa</li>
<li>Rigidez gráfica</li>
<li>Finales acerados</li>
<li>Óvalos agudos en la parte inferior y/o superior</li>
<li>Barras de la t largas y/o adelantadas</li>
<li>Barras de la t en golpe de látigo</li>
<li>Barras de la t en v</li>
<li>Escritura en mazas</li>
</ul>FALTA DE CONTROL<br />
<ul><li>Letra t en golpe de látigo</li>
<li>Barra de la t adelantada</li>
<li>Presión irregular</li>
<li>Rasgos iniciales y finales largos</li>
<li>Inclinación exagerada </li>
<li>Estrecho espacio entre palabras</li>
</ul>POSESIVIDAD<br />
<ul><li>Escritura en bucles</li>
<li>Óvalos abiertos en zona inferior</li>
<li>Escritura en arcadas</li>
<li>Barras de la t en lazo</li>
<li>Finales extraños en zona inferior</li>
<li>Escritura adosada</li>
<li>Óvalos cerrados a izquierda</li>
<li>Jambas largas</li>
</ul>CELOS<br />
<ul><li>Óvalos agudos en zona inferior</li>
<li>Escritura sobrealzada</li>
<li>Escritura acerada</li>
<li>Escritura angulosa</li>
<li>Confusión escritural, letras amontonadas</li>
<li>Arcadas rígidas</li>
</ul>MANIPULACIÓN<br />
<ul><li>Importante diferencia gráfica entre firma y texto</li>
<li>Escritura ilegible</li>
<li>Márgenes escasos, invadidos por texto</li>
<li>Márgenes laterales irregulares</li>
<li>Jambas invasivas</li>
<li>Ganchos, arpones gráficos</li>
<li>Finales de mayúsculas prolongados hacia abajo</li>
<li>Gran variabilidad en el espaciado entre palabras, letras y líneas</li>
<li>Tamaño gráfico irregular</li>
<li>Escritura complicada</li>
<li>Arcadas excesivas</li>
<li>Inclinación sinistrógira o desigual</li>
<li>Velocidad lenta</li>
<li>Velocidad explosiva, golpes de látigo</li>
<li>Borrones, suciedad gráfica</li>
<li>Escritura inacabada, letras omitidas o escritas negligentemente</li>
<li>Garras de gato</li>
</ul><span style="font-size: x-small;"><br />
</span><br />
<span style="font-size: x-small;">Referencias: </span><br />
<span style="font-size: x-small;">Instituto de Ciencias del Grafismo - Seminario de Grafología Forense</span><br />
<span style="font-size: x-small;">UEMC - Pericia Psicografológica</span>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1834546236266386512.post-7585017057914320862011-07-22T00:55:00.000-07:002012-11-22T06:54:47.401-08:00Validación Científica de la Grafología<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; text-align: center;"><tbody>
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<tr><td class="tr-caption" style="text-align: center;">Grafología y Ciencia</td></tr>
</tbody></table>
La <b>Grafología </b>es una disciplina antigua, desde hace siglos existen estudios en los que se reconoce la interrelación existente entre la grafía de una persona y su personalidad.<br />
<br />
Existe una gran controversia sobre el carácter científico de la <b>Grafología</b>. A lo largo de los últimos años numerosos autores han realizado diversos estudios en los que se analiza esta cuestión.<br />
<br />
Uno de los estudios más recientes es el realizado por dos de los más reputados grafólogos españoles, docentes en la <b>Universidad Autónoma de Barcelona</b>, los profesores <b>Francisco Viñals</b> y <b>Mariluz Puente</b>. En 2010 publicaron el libro "<b>Grafología y Ciencia - Validación con ciento cincuenta tesis doctorales</b>" en el que validan el comportamiento científico de la <b>Grafología </b>a partir del análisis de numerosas tesis doctorales. <br />
<br />
<b>Breve recorrido histórico</b><br />
<br />
En el siglo XVI el médico español <b>Huarte de San Juan</b> publica "<b>Examen de ingenios para las Ciencias</b>" obra en la que habla de la diferencia de habilidades de los hombres en relación al tipo de letra que a cada uno corresponde.<br />
<br />
En el siglo XVII el filósofo <b>Próspero Aldorisius</b> divulga su obra <b>"Idengraphicus Nuntius"</b> en la que explica cómo analizar una grafía.<br />
En el mismo siglo, en la<b> Universidad de Bolonia </b>el profesor <b>Camilo Baldo</b> publica su "<b>Tratado sobre cómo a través de una carta manuscrita se conoce la naturaleza y cualidad del que escribe</b>".<br />
<br />
En el siglo XIX <b>Juan Hipólito Michón</b> funda la <b>Sociedad Francesa de Grafología</b>, estableciendo un completo sistema de interpretación psicografológica.<br />
<br />
A finales del siglo XIX <b>Crepieux-Jamin</b> fija las leyes para la clasificación e interpretación de los géneros establecidos por su mentor <b>Michón</b>, realizando diversas obras y estudios.<br />
<br />
<a href="http://1.bp.blogspot.com/-pIGhRGop7o4/TvL_ktnyBDI/AAAAAAAAAaA/q6PQ58B-6jM/s1600/g1.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="http://1.bp.blogspot.com/-pIGhRGop7o4/TvL_ktnyBDI/AAAAAAAAAaA/q6PQ58B-6jM/s320/g1.jpg" width="256" /></a>En el año 1900 <b>Ludwig Klages </b>funda la<b> Sociedad Alemana de Grafología</b> dando comienzo a la era científica de esta disciplina. Publica varias obras entre las que destacan "<b>Fundamentos de la ciencia y el carácter</b>", "<b>Expresión del carácter en la escritura</b>" y "<b>Problemas de Grafología</b>".<br />
<br />
En el año 1931 el doctor suizo<b> Max Pulver</b> publica su famosa obra "<b>El simbolismo del espacio</b>" basándose en la teoría psicoanalítica de <b>Freud</b>. <b>Pulver </b>afirmaba que el que "escribe confecciona su propio retrato".<br />
<br />
<b>Sigmund Freud</b>, padre del <b>Psicoanálisis</b>, introduce en la <b>Psicología </b>moderna el estudio del Simbolismo, estableciendo diversas leyes. Una de ellas, la "de traducción" explica que el subconsciente traduce en símbolos y posteriormente los convierte en imágenes visuales todos aquellos elementos de la psique que residen en la profundidad de nuestro cerebro. Reconoce en ella la relación entre la mente y la proyección gráfica de nuestra más profunda esencia, a través de una corriente psicomotriz que tiene como canal el sistema nervioso y a través de rasgos característicos en la escritura que proyectan nuestra personalidad. A partir de los estudios de <b>Freud </b>el doctor <b>Max Pulver</b> fue incorporando a la <b>Grafología </b>las características de los diversos símbolos que se reflejan en la escritura.<br />
<br />
A finales del siglo XX <b>Lester</b>, tras examinar los resultados de numerosos estudios, concluye que la mayoría de los estudios atestigua la validez y la fiabilidad de los grafólogos."<i><b>Y a partir del momento en que haya suficientes estudios que demuestren la corrección de los juicios grafológicos de las personas analizadas, y parece que los hay suficientes, hay que aceptar que los resultados grafológicos pueden ser válidos</b></i>".<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-MejoQTFZ2y0/TvL_uMTkF1I/AAAAAAAAAaU/kreI5ytMuI8/s1600/g3.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="194" src="http://3.bp.blogspot.com/-MejoQTFZ2y0/TvL_uMTkF1I/AAAAAAAAAaU/kreI5ytMuI8/s320/g3.jpg" width="320" /></a></div>
<br />
Ya en el siglo XXI obras como la del reputado profesor <b>Francisco Viñals </b>validan el empleo de la <b>Grafología </b>como ciencia proyectiva.<br />
<br />
<b>Estado actual de la Grafología</b><br />
<br />
Como ciencia, la <b>Grafología </b>se ha ido implantando en diversos ámbitos, es cada vez más frecuentemente empleada desde en la selección de personal hasta en sectores como el judicial, médico (auxiliando en la detección de numerosas patologías), educativo, inteligencia militar, etc.<br />
<br />
La <b>Grafología </b>consta de numerosas especialidades, algunas de ellas son:<br />
<ul>
<li><b>Grafología fisiológica</b>: relaciona los movimientos gráficos y su origen cerebral.</li>
<li><b>Grafología médica</b>: diagnóstico y seguimiento de algunas enfermedades o alteraciones de salud.</li>
<li><b>Grafometría</b>: valoraciones de los parámetros gráficos para extraer un resultado estadístico, muchas veces con ayuda de programas informáticos en las operaciones de cálculo.</li>
<li><b>Grafología emocional</b>: detección de emociones por el contenido de lo escrito.</li>
<li><b>Grafología empresarial</b> <b>o de las organizaciones</b>: gestión de Recursos Humanos, orientación y selección de personal, valoración de cargos, liderazgo, promoción.</li>
<li><b>Grafología infantil y de la adolescencia</b>: estudio de la evolución de la escritura en relación a la evolución de la personalidad infanto-juvenil en sus diversas etapas.</li>
<li><b>Grafopsicología, </b>también denominada<b> Psicografología o Psicología de la Escritura:</b> estudio y aplicación del conjunto de técnicas grafológicas avanzadas orientadas a una interpretación científica de la personalidad a través de la escritura manuscrita y de manera auxiliar del garabato y del dibujo.</li>
<li><b>Grafoanálisis europeo</b>: sistemas de técnicas métrico-grafopsicológicas donde previa valoración de más de doscientos parámetros puede obtenerse el percentil de las predominantes temperamental y caracterológica. </li>
</ul>
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Muchas de las más frecuentes críticas realizadas sobre la <b>Grafología </b>se deben más que al carácter científico de la misma a la proliferación de personas que sin una formación reglada mínima dicen ser grafólogos, emitiendo juicios e informes basados en un vago conocimiento de una disciplina que exige una gran formación.<br />
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Aunque hay países en los cuales los estudios de <b>Grafología </b>se corresponden con titulaciones regladas e impartidas en Universidades, en <b>España </b>no existe regulación legal al respecto, pese a que cada vez son más las Universidades que ofrecen estudios superiores en Pericia Caligráfica incorporando la especialización en <b>Psicografología </b>como parte de la formación.<br />
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Antes de confiar un estudio grafológico a un profesional, le recomendamos que solicite informes de su formación como <b>Grafólogo</b>, <b>Psicografólogo </b>o <b>Psicólogo especializado</b>, descartando a aquellos que no puedan demostrar una formación mínima que garantice la veracidad de los informes emitidos. En caso de duda solicite información a las asociaciones profesionales de referencia, muchas de las cuales velan por el mantenimiento de unos estudios mínimos como requisito imprescindible para asociarse así como solicitan al Estado la reglamentación legal de la Psicografología.<br />
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Algunas de estas Asociaciones Profesionales son:<br />
- <a href="http://www.agapeca.org/peritoscaligrafos.htm">AGAPECA: Asociación Gallega de Peritos Calígrafos</a><br />
- <a href="http://www.percal.es/" target="_blank">PERCAL: Asociación Española de Peritos Calígrafos Profesionales </a><br />
- <a href="http://www.iurisgraf.wordpress.com/" target="_blank">IURISGRAF: Peritos Calígrafos Profesionales de Galicia</a><br />
- <a href="http://www.grafoanalisis.com/agcindes.htm">AGC: Agrupación de Grafoanalistas Consultivos </a><br />
- <a href="http://www.grafoanalisis.com/appcc_index.htm">Asociación profesional de Peritos Calígrafos de Cataluña</a><br />
- <a href="http://www.soespgraf.com/">Sociedad Española de Grafología</a> <br />
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<span style="color: blue; font-family: Verdana; font-size: medium;"></span>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1834546236266386512.post-9250819554802797782011-07-20T10:28:00.000-07:002013-12-04T02:21:56.667-08:00El Cáncer y Hugo ChávezEn el año 2002, en el transcurso del Golpe de Estado que intentó quitarlo del poder, Hugo Chávez escribió de su puño y letra la siguiente nota.<br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjc_ECmUbHvoo7UxLEPsUeupyW4NO1Djp9W9qLeeK7ShL_CJfO5GdDlL_yn6ertcouRV5_E_wkPe-v-0Fmwx127C3DKWtBvoNud3VQzfV5T3WGgItPZCr3_rqAZlqC4OhBIeYm1DN5-Hu0/s1600/hugo+chavez.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjc_ECmUbHvoo7UxLEPsUeupyW4NO1Djp9W9qLeeK7ShL_CJfO5GdDlL_yn6ertcouRV5_E_wkPe-v-0Fmwx127C3DKWtBvoNud3VQzfV5T3WGgItPZCr3_rqAZlqC4OhBIeYm1DN5-Hu0/s640/hugo+chavez.jpg" width="416" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Manuscrito de Hugo Chávez</td></tr>
</tbody></table>
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Analizando dicha nota manuscrita encontramos numerosos rasgos prodrómicos que distintos autores relacionan con el cáncer, entre otras patologías.<br />
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Óvalos deformados, congestionados, rupturas de continuidad en el trazo, enlaces con rupturas, rigidez en el trazo, etc. Son muchos los indicadores encontrados relacionados con el cáncer, hasta el punto que nuestro software <i><b>EXCON GRAFODIAG</b> </i>tras analizar el texto obtiene un resultado positivo con un valor cercano al 70%.<br />
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La nota fue escrita en el año 2002 y muestra muchos signos asociados a dicha patología, la enfermedad le fue diagnosticada nueve años después, en el 2011.<br />
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En el momento de publicación del presente artículo, el Presidente Chávez se encontraba a tratamiento médico, intentando superar el cáncer a causa del cual finalmente falleció en marzo de 2013.<br />
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Los métodos de Grafodiagnosis, reconocidos en numerosos estudios y artículos científicos, constituyen según la American Cancer Society una importante herramienta en el control de numerosas patologías.<br />
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Visite también <a href="http://exconart3.blogspot.com.es/2011/03/grafodiagnostico.html" target="_blank">nuestra web específica</a>. <br />
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Si desean más información o quieren solicitar presupuesto para la realización de un estudio de Grafodiagnosis contacten con nuestro Gabinete:<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKpfpQOMPpnlTyXZngbeIHndSbk45PdqbL1qzoAx3afK0agfsHjltOFWPKaHPvGGGuPKsXW882MHTU8OtIC_SkvW741kS66W-CALu8dBKsPD_GeNTLvWqRUQeyMbvMKY2v5XaeqcTE2kc/s1600/excon_art.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="144" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKpfpQOMPpnlTyXZngbeIHndSbk45PdqbL1qzoAx3afK0agfsHjltOFWPKaHPvGGGuPKsXW882MHTU8OtIC_SkvW741kS66W-CALu8dBKsPD_GeNTLvWqRUQeyMbvMKY2v5XaeqcTE2kc/s400/excon_art.png" width="400" /></a><br />
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<span style="font-size: xx-small;"><i><b>Referencias externas:</b></i></span><br />
<span style="font-size: xx-small;"><i><a href="http://westminsterresearch.wmin.ac.uk/5083/">Graphology and Cancer. Nigel Bradley (2007) University of Westminster </a></i></span><br />
<span style="font-size: xx-small;"><i><a href="http://www.neuroscienze.net/">Sindrome Demenziale e Analisi Della Scrittura. Dr. Angelo Vigliotti</a></i></span><br />
<span style="font-size: xx-small;"><i>Early Cancer Detection Through Handwriting Analysis. Dr. Joe Engel </i></span><br />
<span style="font-size: xx-small;"><i>Neuromuscular aberrations with developing malignancies. Kanfer & Casten (1958)</i></span><br />
<span style="font-size: xx-small;"><i><a href="http://www.ncbi.nlm.nih.gov/pubmed/16855035">Handwriting process variables discriminating mild Alzheimer´s disease. Rosenblum et al. (2006) University Haifa</a></i></span><br />
<span style="font-size: xx-small;"><i><a href="http://cat.inist.fr/?aModele=afficheN&cpsidt=22754944">Handwriting process variables among elderly people with major depressive disorder. Rosenblum et al. (2010) University Haifa </a></i></span><br />
<span style="font-size: xx-small;"><i><a href="https://docs.google.com/viewer?url=http://www.christinastrang.co.uk/downloads/2nd_paper_completed.pdf" target="_blank">Handwriting in the early detection of heart disease. Cristina Strang et al. Chippenham and Bournemouth. Poole Hospital</a>. UK.</i></span><br />
<span style="font-size: xx-small;"><i>Grafopatología. Mauricio Xandró.(2000) Ed. Xandró. <br />
</i></span><br />
<span style="font-size: xx-small;"><i>Escritura y Personalidad. Vells (1991) Editorial Herder</i></span><br />
<span style="font-size: xx-small;"><i>The Psychological Basis of
Handwriting Analysis, The Relationship of Handwriting to Personality and
Psychotherapy, David Lester, Ph.D. Nelson Hall, Chicago (1981) </i></span><br />
<span style="font-size: xx-small;"><i>El Cáncer en la Escritura. </i></span><span style="font-size: xx-small;"><i>María del Carmen </i></span><span style="font-size: xx-small;"><i>Doyharzábal </i></span><span style="font-size: xx-small;"></span><span style="font-size: xx-small;"><i>(2004) </i></span><br />
<span style="font-size: xx-small;"><i><a href="http://www.studiomassimo.com/home2/FrancescoMatozza/cancer.htm" target="_blank">¿Puede la Grafología salvarnos la vida? - Cáncer y Grafología. Franzesco Matozza </a></i></span><br />
<span style="font-size: xx-small;"><i><a href="http://www.igc-grapho.net/academics-and-research.html">Numerosos artículos científicos que apoyan el uso de la Grafodiagnosis </a></i></span>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1834546236266386512.post-26822289516959632062011-07-20T04:01:00.000-07:002012-05-24T11:10:53.253-07:00Análisis Grafopsicológico de Francisco Franco<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmdNZZCabitVdJDPQFtX22MEjcnX4e7WoBfEODl8c4Lh2tRnc7XTA6DZlB5V0FDfOOePeZnmVmgVNbdk1nJxOkGaTXnY5gHOZfxVglMqSQf-1cvkpi23TVTkvJuaNrUVH4MW9OMm6C7UQ/s1600/manuscrito-franco-fin-guerra.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmdNZZCabitVdJDPQFtX22MEjcnX4e7WoBfEODl8c4Lh2tRnc7XTA6DZlB5V0FDfOOePeZnmVmgVNbdk1nJxOkGaTXnY5gHOZfxVglMqSQf-1cvkpi23TVTkvJuaNrUVH4MW9OMm6C7UQ/s400/manuscrito-franco-fin-guerra.jpg" width="295" /></a><br />
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<span style="font-size: small;">Breve análisis grafológico de un manuscrito realizado y firmado por el General Francisco Franco, a los cuarenta y ocho años de edad.</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-size: small;">El texto consiste en un folio con encabezado del Cuartel General del Generalísimo, fechado el 1 de abril de 1939. </span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-size: small;"><b>EVALUACIÓN GRAFOPSICOLÓGICA:</b></span><br />
<span style="font-size: small;"><b> </b> </span><br />
<span style="font-size: small;">Atendiendo a la
disposición escritural nos encontramos con una personalidad inquieta,
impaciente, a la que gusta asumir riesgos. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-size: small;">En función del
tamaño gráfico estamos ante una personalidad pragmática, que valora alcanzar sus
objetivos de manera directa llegando incluso a ser impulsiva.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-size: small;">El gran tamaño
escritural suele estar asociado a personas con gran autoconfianza. La escritura lanzada ratifica la idea
de un estado de excitabilidad, de alta actividad e inquietud.</span></div>
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<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-size: small;">La dirección marca
un estado de elevada agresividad y de fuerte ambición. </span></div>
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<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-size: small;">Es una persona con gran iniciativa, muestra también
una gran tenacidad, perseverando en una acción hasta que alcanza sus objetivos.</span></div>
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<span style="font-size: small;"><br /></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-size: small;">Posee un modo de
pensamiento en el que aunque puntualmente puede dejarse llevar por la intuición,
generalmente emplea un razonamiento sintético con juicio rápido tras realizar
un análisis de los datos.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
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<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-size: small;">Es una persona
ordenada y muy organizada (características típicas de los militares). </span></div>
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<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-size: small;">Los golpes de látigo
presentes en el texto son propios de una personalidad agresiva, que
puede llegar a ser brutal, combinados con la altura y longitud de los trazos
horizontales, característicos de personalidades muy fuertes, con capacidad de
imponer sus criterios a cualquier coste. En general intenta contener sus fuerte
impulsividad, aunque en muchas ocasiones de forma infructuosa. Sufre con frecuencia
importantes descargas de ira. Muchos rasgos caracterizan el escrito como propio
de una persona de gran irritabilidad.</span></div>
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<span style="font-size: small;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-size: small;">Tiene una sobrevaloración del orden, pudiendo llegar a usar la fuerza para imponerlo. No
obstante también podría emplear una actitud más amable o diplomática si la
considera precisa.</span></div>
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<span style="font-size: small;"><b><br /></b></span><br />
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<span style="font-size: small;"><b>PROGRAMA EXCON</b></span><br />
<span style="font-size: small;"><b>Perfiles identificados: </b></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-size: small;">AGRESIVIDAD / FALTA
CONTROL / BAJO NIVEL MANIPULACIÓN / DIPLOMACIA / EGOÍSMO / INTRANSIGENCIA /
RIGIDEZ MORAL / RENCOR /
SOBRIEDAD / </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-size: small;"><b>Facultades intelectuales:</b></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-size: small;">CAPACIDAD DE COMPRENSIÓN / CLARIDAD DE IDEAS / INTUICIÓN / </span><span style="font-size: small;">CREATIVIDAD / BAJA
CAPACIDAD CONCENTRACIÓN / NIVEL CULTURAL ALTO / FIRMEZA MORAL / CAPACIDAD DEDUCTIVA
/ AGUDEZA MENTAL / GRAN MEMORIA / INTELIGENCIA ELEVADA /</span></div>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1834546236266386512.post-18065237169616003862011-07-18T02:27:00.000-07:002011-11-16T09:22:29.578-08:00Trastornos Alimentarios, Adolescencia y Grafodiagnóstico<b>¿Qué es un trastorno alimentario?</b><br />
Los trastornos alimentarios son enfermedades que se manifiestan a través de la conducta alimentaria y que presentan una gran variedad de síntomas. Sin embargo, mantienen algunas características comunes, como son la obsesión por el peso y la sobrevaloración de la importancia de la imagen corporal.<br />
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Cuando hablamos de trastornos relativamente conocidos, como la anorexia o la bulimia, debemos tener claro que se trata de enfermedades que aunque se manifiestan ligadas a una determinada conducta alimentaria son muy complejas y están vinculadas a una profunda alteración o distorsión de la imagen corporal que la persona afectada tiene de sí misma.<br />
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<b>¿Qué puede desencadenar un trastorno alimentario?</b><br />
Enumerando los factores que pueden provocar el desarrollo de un trastorno alimentario, nos encontramos con:<br />
<ul><li><i>Factores biológicos:</i> hay estudios que indican que niveles anormales de determinados componentes químicos en el cerebro predisponen a algunas personas a sufrir de ansiedad, estrés, comportamientos y pensamientos compulsivos. Estas personas son más vulnerables a sufrir un trastorno alimenticio.</li>
</ul><ul><li><i>Factores psicológicos:</i> las personas con trastornos alimentarios tienden a tener expectativas no realistas de sí mismos y de las demás personas. A pesar de conseguir el éxito académico o laboral se sienten incapaces, ineptos, etc. No tienen sentido de identidad, por eso tratan de tomar control de su vida y muchas veces se enfocan en la apariencia física para obtener ese control.</li>
</ul><ul><li><i>Factores familiares:</i> personas con familias excesivamente protectoras, inflexibles e ineficaces para resolver problemas son más proclives a desarrollar estos trastornos. Muchas veces no demuestran sus sentimientos y tienen grandes expectativas de éxito. Los niños aprenden a no demostrar sus sentimientos, ansiedades, dudas, etc., y toman el control por medio del peso y la comida.</li>
</ul><ul><li><i>Factores sociales:</i> los medios de comunicación asocian lo bueno con la belleza física y lo malo con la imperfección física. Las personas populares, exitosas, inteligentes y admiradas son personas con el cuerpo perfecto, mientras que las personas que no son delgadas se asocian con el fracaso.</li>
</ul><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhW-D91M4QpQ-pz_HRO8L-FALBchbVBVhA-FKoAecgVPE2-1pNu-jl97Z0PO-iFNglvS-KjhOi4WnBDPDNqWvJwJ8xuj6djY27bMGnc2RhiqY76Jel3yz5dFXBsUgyooqNfS9zWoYHGl7U/s1600/eating+disorder.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="290" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhW-D91M4QpQ-pz_HRO8L-FALBchbVBVhA-FKoAecgVPE2-1pNu-jl97Z0PO-iFNglvS-KjhOi4WnBDPDNqWvJwJ8xuj6djY27bMGnc2RhiqY76Jel3yz5dFXBsUgyooqNfS9zWoYHGl7U/s320/eating+disorder.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Manuscrito generado por una enferma de anorexia</td></tr>
</tbody></table><b>¿Cuáles son los trastornos alimentarios más comunes?</b><br />
<ul><li>Bulimia: la persona afectada por bulimia sufrirá fases de enorme voracidad seguidas por episodios de ayuno intensivo, vómitos provocados o empleo de laxantes para facilitar la ingesta excesiva. En este tipo de patologías es frecuente la aparición de sentimientos depresivos, fases de enorme ansiedad y una gran culpabilidad por no ser capaz de contener sus impulsos.</li>
</ul><br />
<ul><li>Anorexia: caracterizada por una desproporcionada pérdida de peso provocada por el seguimiento de estrictas dietas, el mantenimiento de una excesiva actividad física y con frecuencia la realización de actividades purgativas (vómitos, empleo de laxantes, etc.). En este tipo de patologías es frecuente la excesiva preocupación por los alimentos y sus propiedades calóricas, el nerviosismo por comer en presencia de otros, el empleo de dietas bajas en hidratos de carbono y grasas. Los enfermos de anorexia suelen recurrir al engaño para disimular su comportamiento.</li>
</ul><br />
<ul><li>Vigorexia: trastorno en el que se manifiesta una excesiva preocupación por el físico así como una percepción distorsionada de la imagen corporal. Esto puede llevar tanto a la realización de ingestas compulsivas para intentar ganar peso al sentirse excesivamente delgado como al mantenimiento de una excesiva actividad física para conseguir aumentar la masa muscular. Con frecuencia recurren a dietas hipercalóricas, basadas en proteínas e hidratos de carbono. Como en todos los trastornos de la imagen corporal, el comportamiento obsesivo es una de las principales características.</li>
</ul><blockquote class="tr_bq">Hay otras patologías menos frecuentes asociadas a los trastornos alimentarios como son la megarexia, la ortorexia, la diabulimia, etc. </blockquote><b>¿Cuáles son los síntomas de los trastornos alimentarios?</b><br />
Algunos de los síntomas que se manifiestan con estas patologías son pérdida excesiva de peso (llegando a alcanzarse índices de masa corporal inferiores a 18 en personas adultas), alteraciones hormonales, alteraciones metabólicas, problemas cardíacos, alteraciones en el sistema inmunitario, pérdida excesiva de cabello, desmayos, ansiedad, trastornos obsesivos, problemas de garganta y boca (provocados por el vómito), etc.<br />
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<b>¿Qué papel juega la Psicografología en los trastornos alimentarios?</b><br />
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La escritura es un proceso sumamente complejo, en el que interviene de forma directa tanto el cerebro como el sistema nervioso.<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhumdN3XEfNkCD51TkZUNHWDrbWwdXpJJsPRukOkY-OxInB9jIuBY2JjF_UgWfU3nEp43bWhVwttPslN6moXuXp70jS_70mJR7hGTRSILJepZGoWxwnAOjfuABIpwG2Qmwj4eOnl7lNJPY/s1600/eating+disorder2.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhumdN3XEfNkCD51TkZUNHWDrbWwdXpJJsPRukOkY-OxInB9jIuBY2JjF_UgWfU3nEp43bWhVwttPslN6moXuXp70jS_70mJR7hGTRSILJepZGoWxwnAOjfuABIpwG2Qmwj4eOnl7lNJPY/s320/eating+disorder2.jpg" width="241" /></a> No escribe la mano, escribe el cerebro y los rasgos internos de la persona que realiza un escrito son muy difíciles de camuflar o esconder. En la letra se manifiestan muchas de nuestras características, tanto a nivel de personalidad como de estado de ánimo y patologías. Por ello la Grafología se emplea de forma rutinaria en sectores tan diversos como el ámbito judicial, recursos humanos, sector sanitario, etc.<br />
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Muchos trastornos alimentarios se producen en adolescentes y es frecuente que los padres detecten cambios en su conducta, vean la excesiva pérdida de peso, pero no sepan determinar si están ante un verdadero problema de salud (como es el caso de un trastorno alimentario) o ante las modificaciones conductuales propias de la edad.<br />
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Una de las grandes ventajas del empleo de la Psicografología es su discreción, que unida a su alta fiabilidad hace que un padre o tutor que considere que uno de sus hijos pueda estar sufriendo cualquiera de estas patologías tenga la posibilidad de solicitar un estudio y valoración sobre un texto manuscrito realizado por la persona a evaluar (es frecuente el uso de apuntes escolares, agendas, etc.).<br />
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Tras el análisis del texto manuscrito y en menos de 48 horas se emitirá un informe. En caso de mostrar los rasgos compatibles con un trastorno alimentario serán derivados a los profesionales sanitarios que deberán proceder a su valoración y tratamiento.<br />
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<b>¿Qué rasgos grafológicos suelen presentar los enfermos con trastornos alimentarios?</b><br />
Algunos de los rasgos grafológicos más comunes presentes en este tipo de patologías son: escritura regresiva, adosada (pudiendo llegar a ser muy adosada), jambas cortas, no ligadas, inclinación variable, etc.<br />
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Nuestro software específico<i><b> EXCON GRAFODIAG</b></i> (con más de doscientos puntos de control) permite auxiliar al profesional a la hora de determinar si la escritura puede presentar rasgos característicos de trastornos alimentarios.<br />
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Si desean más información o quieren solicitar presupuesto para la realización de un estudio <a href="http://exconart3.blogspot.com/2011/03/grafodiagnostico.html">Grafodiagnóstico </a>contacten con nuestro Gabinete:<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyraapbaYqH4klqHicCK26r_lURhHFLpZ1kVEIlkKmtwDnU0zYkI227EwflBO-90X-VvazjKbEKeXOv8DR_Ha28-ouJJ-XkOKb6VhXtiMFwh1Q04EyO8xgFUoQtwduRuaYJrkdS_v64pw/s1600/excon_art.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="143" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyraapbaYqH4klqHicCK26r_lURhHFLpZ1kVEIlkKmtwDnU0zYkI227EwflBO-90X-VvazjKbEKeXOv8DR_Ha28-ouJJ-XkOKb6VhXtiMFwh1Q04EyO8xgFUoQtwduRuaYJrkdS_v64pw/s400/excon_art.png" width="400" /></a></div>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1834546236266386512.post-39937213256532782212011-07-15T01:46:00.000-07:002011-11-16T09:03:12.016-08:00El Suicidio y la Psicografología<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZD2i61DygmvdM13x1CKj_-UW5LVz7LE-nHagFtcyj6UqWo92w3aI1_nPwa1FM5OCrdEpeZuGBjgVcBc1DVoAwwL-9czYlUIYAkag_jsGZr7e28Ap1U-mO7TKJ4Bz5VP3rkZiJwvG3JsQ/s1600/Suicide-03.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="206" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZD2i61DygmvdM13x1CKj_-UW5LVz7LE-nHagFtcyj6UqWo92w3aI1_nPwa1FM5OCrdEpeZuGBjgVcBc1DVoAwwL-9czYlUIYAkag_jsGZr7e28Ap1U-mO7TKJ4Bz5VP3rkZiJwvG3JsQ/s320/Suicide-03.jpg" width="320" /></a></div>Se define el suicidio como el acto en el que un individuo de forma deliberada se quita la vida. Según distintos estudios se estima que el 60% de los suicidas sufren depresión en el momento de tomar tal decisión y que la probabilidad de que un familiar o conocido de un suicida cometa a su vez suicidio es del orden de cinco veces superior a la probabilidad normal.<br />
Si a los trastornos depresivos unimos trastornos por ansiedad o dependencias, el porcentaje de suicidas que presenta alguna de estas alteraciones psíquicas se eleva hasta el 90%.<br />
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Una posible clasificación de los suicidas sería:<br />
<ul><li>Los <i>vicariantes</i>: se adelantan o aceleran el acto de la muerte que se vislumbra en un futuro, con la justificación de que no hay esperanzas y sólo creen ver a su alrededor sufrimientos y nada puede compensar el período de espera.</li>
<li>Los <i>perfeccionistas</i>: no toleran ninguna disminución en sus cualidades, bien sea en su belleza, en la potencia sexual, pérdida de poder adquisitivo o relaciones sociales, etc.</li>
<li>Los <i>hedonistas</i>: no soportan nada que constituya un impedimento o una disminución del placer. </li>
<li>Los <i>transicionales</i>: ante ciertas crisis vitales de transición inevitables optan por el suicidio.</li>
<li>Los <i>sintomáticos</i>: dependen de una enfermedad mental, psicosis, confusión mental, demencia y depresión.</li>
</ul><br />
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Existen causas externas que pueden favorecer el aumento de los suicidios. Así, la actual crisis económica mundial está provocando un gran aumento de muertes por suicidio. En España ha aumentado considerablemente la tasa de suicidios en los últimos años. A nivel global se estima que fallecen por suicidio aproximadamente un millón de personas al año. <br />
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Desde el punto de vista pericial el trabajo del Criminalista Forense, experto en Pericia Caligráfica y Psicografología, suele ser auxiliar al Juez a determinar si realmente se trata de un suicidio o de un homicidio. Para ello el Perito trabajará sobre la nota de suicidio (en caso de existir) buscando características gráficas compatibles con los estados mentales asociados a actitudes suicidas. Buscará también signos de coacción en la nota, que permitan saber si la persona ha escrito voluntariamente la misma o ha sido obligada a ello. El Perito determinará asimismo si la nota ha sido escrita por el suicida o por una persona distinta. Finalmente y en el caso de que se concluya que la nota no ha sido realizada por el suicida, auxiliará en la investigación para determinar quién ha sido el autor de la misma.<br />
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<b>Características Gráficas</b><br />
La grafía de un suicida suele contener, entre otros, alguno de los siguientes rasgos grafológicos:<br />
<ul><li>Disminución del tamaño de las letras en la línea</li>
<li>Grafía descuidada</li>
<li>Dirección descendente</li>
<li>Presión ligera aunque en ocasiones puede ser pastosa</li>
<li>Escritura rápida, filiforme</li>
<li>Forma angulosa o redonda</li>
<li>Torsiones en crestas</li>
<li>Retoques, enmiendas</li>
<li>Jambas deformadas, raras</li>
<li>Letra muy pequeña, sobrealzada</li>
<li>Mayúsculas desproporcionadas</li>
<li>Puntuación excesiva</li>
<li>Líneas innecesarias</li>
<li>Signos de angustia en los márgenes</li>
<li>Chimeneas, cuchillos gráficos</li>
<li>Inclinación regresiva</li>
<li>Arpones gráficos</li>
<li>Óvalos apretados, cegados</li>
</ul>Algunas de las características grafológicas propias de la coacción son:<br />
<ul><li>Vibraciones, sacudidas</li>
<li>Desigualdad gráfica</li>
<li>Incoherencia en la inclinación</li>
<li>Desigualdad en la cohesión</li>
<li>Dirección variable</li>
<li>Temblores en cualquier dirección</li>
<li>Tamaño irregular de las letras</li>
</ul><b>Ejemplos</b><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpKEcvWafbu_jbpIAs0EjFxDGkxvjuoPa8RC6FRPo8brnhp_W3NjGS4ZQJ3UdttrsDI8fBIbdAn8mJRSzoql_n2pSeLQsbpVnUspcs-UPcqiHxGVE2kB-OyTViHhAGSZFRes_8t-gGzl4/s1600/suicide_note+george+eastman+Kodak.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="222" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpKEcvWafbu_jbpIAs0EjFxDGkxvjuoPa8RC6FRPo8brnhp_W3NjGS4ZQJ3UdttrsDI8fBIbdAn8mJRSzoql_n2pSeLQsbpVnUspcs-UPcqiHxGVE2kB-OyTViHhAGSZFRes_8t-gGzl4/s320/suicide_note+george+eastman+Kodak.jpg" width="320" /></a></div>George Eastman, fundador de Kodak, se suicidó con 77 años el 14 de marzo de 1932. Sufría intensos dolores debidos a una enfermedad degenerativa que afectaba a su columna.<br />
Su frase "Mi trabajo está hecho ¿por qué esperar?" precedió a su suicidio mediante un disparo en la cabeza.<br />
Apreciamos muchos de los rasgos descritos anteriormente, la ligera presión, el desorden, las terminaciones aceradas, etc.<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJ71iQpHqWkHs-Acl1XP9UozI8Hy72HdX6caW_shDRQcbWEeRqse8QD-GHAU-e3nqqc2SfgIlkjMVnrc9I0npCVwStsUGmul1tPSavycdxgy6zZfwZuKaJkqSDCCy3TCjB4aL-62m7xcE/s1600/Cliff+Baxter+__Enron+Executive.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="208" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJ71iQpHqWkHs-Acl1XP9UozI8Hy72HdX6caW_shDRQcbWEeRqse8QD-GHAU-e3nqqc2SfgIlkjMVnrc9I0npCVwStsUGmul1tPSavycdxgy6zZfwZuKaJkqSDCCy3TCjB4aL-62m7xcE/s320/Cliff+Baxter+__Enron+Executive.jpg" width="320" /></a></div>Cliff Baxter, vicepresidente de Enron Co., tras la quiebra de la empresa en diciembre de 2001, el 25 de enero de 2002 apareció muerto en su Mercedes con un disparo en la cabeza.<br />
Tenía 43 años y una fortuna valorada en más de 20 millones de dólares. Distintos estudios apuntan a un estado maníaco-depresivo.<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwM9d-kR19tcrx3h6KNVBlOv2n8WcjgTbQxtbVzN6WC0lg7Lmc2JSo-XMPGXcRV3Or__Qn6hhsjaKj1NhRBwHCqgB4O9mU2d7HUg5Zlh9D8eK8WDMU7kn8XFTmOwAk-c8KEyKzlVkrGug/s1600/kellermann2.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><br />
</a></div><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitfuaq0nyig22Ta_HuraS8iU-gJ9zeBQIMgduu5l2MBWbdqgpTPr5nhMteES4DBLklSq6HNDbYyqjrSNRtHrrCB3IWNaSHNQVxlSvIoV1tA7XFwA4XF643w69WdtxZlfmDqFAsYpdy_rw/s1600/Freddie+Mac+CEO+Kellermann.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitfuaq0nyig22Ta_HuraS8iU-gJ9zeBQIMgduu5l2MBWbdqgpTPr5nhMteES4DBLklSq6HNDbYyqjrSNRtHrrCB3IWNaSHNQVxlSvIoV1tA7XFwA4XF643w69WdtxZlfmDqFAsYpdy_rw/s1600/Freddie+Mac+CEO+Kellermann.jpg" /></a>David Kellerman, directivo de Freddie Mac, fue encontrado muerto en abril de 2009. En su nota de suicidio se aprecian, entre otros rasgos, los característicos arpones gráficos, las jambas finalizadas en aguja, la invasión interlineal y las desproporcionadas mayúsculas.<br />
<div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifL964BO1mbrvPgGW-l0EKA3cTg-miMokRO5lZNGXkPkxHUccFYJpEk4PLhNWeiEVKjlVjmu5wkSO5Xyu0ddoS4iPx8O_jbgK5zvfXU95fG6a5CIeJBrdNQK3DezOYAxDDKS34n6uA5vk/s1600/____nota_de_suicidio_____de_kurt_by_brickarms.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifL964BO1mbrvPgGW-l0EKA3cTg-miMokRO5lZNGXkPkxHUccFYJpEk4PLhNWeiEVKjlVjmu5wkSO5Xyu0ddoS4iPx8O_jbgK5zvfXU95fG6a5CIeJBrdNQK3DezOYAxDDKS34n6uA5vk/s400/____nota_de_suicidio_____de_kurt_by_brickarms.jpg" width="366" /></a></div>Kurt Cobain, apareció muerto el 8 de abril de 1994, en su casa de Seattle. Cantante, compositor y guitarrista de Nirvana, era una estrella internacional. Enfermo con dolores crónicos y en un estado depresivo, comenzó a automedicarse con heroína, lo que provocó en él una gran adicción. Tras varias tentativas de suicidio, finalmente acabó con su vida a los 27 años de un disparo en la cabeza.<br />
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Su nota de suicidio muestra una gran confusión compatible con su estado anímico y con sus adicciones, borrones, repasos, dirección errática de las líneas, letras deformadas, temblores, etc.<br />
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<b>Notas Falsas de Suicidio</b><br />
Las notas presentadas hasta el momento se corresponden a suicidios reales, no se encontraron rasgos compatibles con la coacción y se verificó la autoría del escrito en las investigaciones posteriores. Como se ha indicado, la labor del Perito es la de auxiliar en la investigación a la hora de determinar si cabe la posibilidad de un homicidio. A continuación se muestran algunas notas falsas de suicidio.<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdulDZRnng62B-220tBMCzxlkwRcSzXmBS8gnqwCu1ZwR9c1pb2uQxV9cKbiXfY09yKnxj40J1vPpMrE9QAAVH34mdpmmgTprNO0y_Yoijb237LD_u3PXYotUcgJbpk7mYKZpGoaGM3ZU/s1600/fake_suicide.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="137" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdulDZRnng62B-220tBMCzxlkwRcSzXmBS8gnqwCu1ZwR9c1pb2uQxV9cKbiXfY09yKnxj40J1vPpMrE9QAAVH34mdpmmgTprNO0y_Yoijb237LD_u3PXYotUcgJbpk7mYKZpGoaGM3ZU/s320/fake_suicide.jpg" width="320" /></a></div>El 14 de mayo de 2008 se encontró el cuerpo sin vida de Kuldeep Kaur Sidhu, en Birmingham. La chica, de 25 años de edad, estaba embarazada.<br />
La nota de suicidio que apareció en el lugar de los hechos generó muchas dudas sobre su autoría. En ella no se aprecian rasgos propios de un suicida y tras una Pericial Caligráfica se dictaminó que no fue escrita por Kuldeep.<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGCjq9E6rhA6w5CT2Segqt5Vlz5rJacOdRzqtPQr3dax_G_2dii3ToyQ3QgqgH35__oNHEpI32nOvZiQdQq6-QWpzjcwP3mz-V_4MnFY8F2khmfXpPAxuLRVSpxdZ0UzHkGVPpjN90vMI/s1600/Tenco.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGCjq9E6rhA6w5CT2Segqt5Vlz5rJacOdRzqtPQr3dax_G_2dii3ToyQ3QgqgH35__oNHEpI32nOvZiQdQq6-QWpzjcwP3mz-V_4MnFY8F2khmfXpPAxuLRVSpxdZ0UzHkGVPpjN90vMI/s400/Tenco.png" width="327" /></a></div><br />
Presunta nota de suicidio de Luigi Tenco, cantautor italiano que apareció muerto en el Hotel Savoy de San Remo el 27 de enero de 1967. El caso presentó desde su origen muchas dudas.<br />
En el año 2006 se cerró el mismo considerándolo finalmente un suicidio pese a las inconsistencias apreciadas en la instrucción.<br />
En el año 2009 se reabrió el caso al aparecer diversas pruebas que muestran evidencias de que no se trata de un suicidio, entre otras un informe pericial caligráfico que dictamina la falsedad de la firma que aparece en la presunta nota de suicidio.Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1834546236266386512.post-14282930655108555742011-06-21T03:18:00.000-07:002012-05-24T11:14:39.391-07:00Análisis Grafopsicológico de Escrivá de Balaguer<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVBG4S8MiCyx_IsGJ1SGK8qzlv-eiUXzyxcMjUTIE8wKi_5C1hj4xlz7Nwt62AvUSmfqwAp0vV6owW4PZqoFeAFkUqQMJu2R2BlGHDwBK90TwxZxVAYlFoqPR2U_SFB6z2ZKK9aEC527c/s1600/manoscritto-escriv%C3%A1+de+Balaguer.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="242" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVBG4S8MiCyx_IsGJ1SGK8qzlv-eiUXzyxcMjUTIE8wKi_5C1hj4xlz7Nwt62AvUSmfqwAp0vV6owW4PZqoFeAFkUqQMJu2R2BlGHDwBK90TwxZxVAYlFoqPR2U_SFB6z2ZKK9aEC527c/s320/manoscritto-escriv%C3%A1+de+Balaguer.jpg" width="320" /></a><span style="font-size: small;">Breve análisis grafopsicológico de un manuscrito realizado por José María Escrivá de Balaguer (1902-1975) a la edad de trenta y tres años.</span></div>
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<span style="font-size: small;">El documento fue realizado en mayo de 1935.</span></div>
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<span style="font-size: small;"><b>EVALUACIÓN GRAFOPSICOLÓGICA:</b></span></div>
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<span style="font-size: small;">Atendiendo a la
disposición escritural se manifiesta una personalidad que gusta del orden, que
mantiene un férreo autocontrol.</span></div>
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<span style="font-size: small;">En función del
tamaño gráfico nos encontramos con una persona idealista, que manifiesta una
posible falta de objetividad y que domina sus impulsos.</span></div>
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<span style="font-size: small;">El tamaño escritural
suele estar asociado a personas generosas, con buena capacidad de observación y
con gran capacidad comunicadora. </span></div>
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<span style="font-size: small;">La presión alterna claroscuros, característica típica de
personas con cambios frecuentes de estado anímico, prudentes, reflexivas y que está asociada a personas permeables y accesibles.</span></div>
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<span style="font-size: small;">La dirección rígida
muestra un carácter severo y en ocasiones intransigente. Es propio de personas muy
exigentes consigo mismas y con su entorno. </span></div>
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<span style="font-size: small;">La inclinación
escritural variable en un entorno gráfico positivo suele ser compatible con
personas inteligentes e imaginativas.</span></div>
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<span style="font-size: small;">Atendiendo a la
cohesión, agrupada, es propia de personas observadoras, con buena capacidad
organizadora y con espíritu emprendedor. Persona muy dinámica, apasionada y que defiende con ardor sus ideas. </span></div>
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<span style="font-size: small;">La presencia de
guirnaldas así como el trazo continuo y redondeado son características de una
persona extrovertida, que sabe emplear la diplomacia.</span></div>
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<span style="font-size: small;"><b>PROGRAMA EXCON </b></span></div>
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<span style="font-size: small;"><b>Perfiles identificados: </b></span></div>
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<span style="font-size: small;">SENSIBILIDAD /
GENEROSIDAD / DIPLOMACIA / CAPACIDAD EMPÁTICA / BAJA MANIPULACIÓN / BAJA
VANIDAD / BAJO EGOCENTRISMO / CONFIANZA /</span></div>
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<span style="font-size: small;"><b>Facultades intelectuales:</b></span></div>
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<span style="font-size: small;">ELEVADA INTELIGENCIA
/ GRAN CAPACIDAD ASIMILACIÓN / GRAN CAPACIDAD OBSERVACIÓN / BUENA MEMORIA /
BUENA CAPACIDAD DEDUCTIVA / BUENA ADAPTABILIDAD / </span></div>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1834546236266386512.post-18291208814692148612011-04-06T03:24:00.000-07:002011-11-09T04:17:27.801-08:00Serial Killers: lo que sus trazos escondenUno de los campos clásicos del Grafoanálisis es la evaluación pericial de asuntos relacionados con crímenes. De la escritura de los criminales podemos extraer rasgos psicológicos que en muchos casos serían difíciles de obtener de otra forma.<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGsBy9KQ2YPFEQrUQjqfsxWBGbpOTEdCkw7Jp1XZnF35KXvlfr1VEBx54UzvbBd7B3uXrub6yszPujrwUD7O7fVe3oAKaa6wN90wmTLfObpIB06rVy8jEP6wtLKKKZpxRIoIgwra_JXsI/s1600/jack-ripper4.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="271" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGsBy9KQ2YPFEQrUQjqfsxWBGbpOTEdCkw7Jp1XZnF35KXvlfr1VEBx54UzvbBd7B3uXrub6yszPujrwUD7O7fVe3oAKaa6wN90wmTLfObpIB06rVy8jEP6wtLKKKZpxRIoIgwra_JXsI/s400/jack-ripper4.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Jack el Destripador</td></tr>
</tbody></table><br />
Desde hace mucho tiempo los asesinos en serie o serial killers son objeto de estudio. Se analizan las causas que mueven a un individuo a perpetrar los más horribles crímenes de forma reiterada.<br />
<br />
Definimos a un asesino en serie como aquel que ha perpetrado al menos tres asesinatos en un periodo superior a los treinta días y cuya motivación para la comisión de tales actos es principalmente buscar la gratificación psicológica que le produce dicha actividad.<br />
<br />
<br />
<b>Rasgos Psicológicos</b><br />
Muchos de los asesinos en serie presentan un pasado problemático, con frecuencia han sido víctimas de malos tratos o abusos en la infancia (físicos o psicológicos). Es también habitual que exista una relación entre los abusos recibidos y los crímenes por ellos cometidos.<br />
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<tr><td style="text-align: center;"><img alt="" height="305" 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" 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<tr><td class="tr-caption" style="text-align: center;">Harrison Graham: 7 asesinatos</td></tr>
</tbody></table>Para entender a un asesino en serie es clave su capacidad para fantasear sobre el acto del asesinato. Con frecuencia sueñan compulsivamente con el sometimiento, la dominación, el maltrato. En la mayor parte de casos disfrutan nutriéndose de historias relacionadas con el sadismo, las violaciones, las torturas y los crímenes. <br />
Algunos rasgos clave pueden apreciarse en su infancia, considerándose signos de alerta:<br />
<ul><li>La piromanía</li>
<li>La crueldad hacia los animales</li>
<li>La enuresis o presencia de micciones incontroladas a partir de la edad normal en que los niños superan tal comportamiento</li>
</ul>Se considera que cuando el asesino en serie comienza con su actividad criminal no es frecuente que pueda frenarla, no consigue dominar sus impulsos homicidas.<br />
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<tr><td style="text-align: center;"><img alt="" height="196" 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" 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<tr><td class="tr-caption" style="text-align: center;">William Suff: 22 asesinatos</td></tr>
</tbody></table><br />
El FBI categorizó a los asesinos en serie en dos tipos:<br />
<ul><li>Organizados: normalmente tienen un cociente intelectual superior a la media. Planifican sus crímenes muy metódicamente lo cual hace que puedan tardar mucho tiempo en realizar un asesinato. Suelen secuestrar a las víctimas tras ganar su confianza, matándolas en un sitio distinto al que emplean para deshacerse del cuerpo. Ayudados por su gran inteligencia engañan a sus víctimas, perseveran en su tarea de forma metódica durante mucho tiempo. Finalmente logran su objetivo: hacer daño físico, provocar sufrimiento y finalmente la muerte. Este subtipo de serial killers conocen bien la ciencia forense, suelen seguir minuciosamente la repercusión mediática de sus actos, viendo su obra como un proyecto. Suelen ser muy sociables y con frecuencia tienen un organizado entorno familiar, en el que nadie sospecha de ellos.</li>
<li>Desorganizados: con bajos cocientes intelectuales actúan de forma impulsiva. El asesino en serie organizado sale a cazar a la víctima mientras el desorganizado aprovechará la ocasión que se le presente. Suelen cometer ataques sorpresa y no emplean grandes esfuerzos en deshacerse del cuerpo, dejándolo en el emplazamiento donde cometieron el ataque. Con frecuencia ejecutan rituales post mórtem (mutilaciones, canibalismo, necrofilia, etc.). A diferencia de los organizados, suelen ser personas asociales, vistos por su entorno como "personas raras".</li>
</ul><br />
<b>Grafología y asesinos en serie</b><br />
Muchos de los rasgos grafológicos de los asesinos en serie coinciden con los apreciados como grafopatológicos. Algunos de los más frecuentes e importantes son:<br />
<ul><li><i>Escritura tensa</i></li>
<li><i>Gran presión escritural</i></li>
<li><i>Bruscos ángulos y torsiones escriturales</i></li>
<li><i>En ocasiones combinan zonas de gran presión con zonas extremadamente débiles</i></li>
<li><i>Enlaces angulares</i></li>
<li><i>Arcadas</i></li>
<li><i>Comienzos enfáticos</i></li>
<li><i> Anchura anormal entre palabras, extrema separación o gran proximidad</i></li>
<li><i>Finales de letra extraños</i></li>
<li><i>Escritura rítmica, monótona</i></li>
<li><i>Enfática zona superior</i></li>
<li><i>Importantes variaciones de altura en las letras</i></li>
<li><i>Letras divididas anormalmente en trazos separados</i></li>
<li><i>Puntuación redundante o carencia de la misma</i></li>
<li><i> Rasgos exagerados</i></li>
<li><i>Lenta velocidad escritural</i></li>
<li><i>En ocasiones emplean escritura tipográfica</i></li>
<li><i>Arpones</i></li>
<li><i>Rasgos acerados</i></li>
<li><i>Escritura en mazas que evidencian la posibilidad de descargas violentas</i></li>
<li><i>Jambas y hampas entrecruzadas, invasivas</i></li>
<li><i>Jambas extrañas, deformadas, exageradas</i></li>
</ul><br />
<b>Ejemplos</b><br />
<br />
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<tr><td style="text-align: center;"><img alt="" height="277" 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" 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<tr><td class="tr-caption" style="text-align: center;">Escritura de Charles Manson</td></tr>
</tbody></table>Charles Manson fue detenido tras cometer siete asesinatos en 1969. Su escritura muestra algunos de los principales rasgos esquizoides. <br />
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<tr><td style="text-align: center;"><img alt="" height="251" 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" 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<tr><td class="tr-caption" style="text-align: center;">Escritura de Randy Woodfield</td></tr>
</tbody></table>Randy Woodfield fue un asesino en serie que a finales de los años 70 se estima que asesinó a unas dieciocho mujeres en la Interestatal 5. Se considera que pudo asesinar a unas cuarenta y cuatro personas. Se aprecian rasgos comunes, líneas horizontales innecesarias, ángulos extraños, tensión gráfica, compulsión, raras barras de las t.<br />
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<tr><td style="text-align: center;"><img alt="" height="278" 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" 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<tr><td class="tr-caption" style="text-align: center;">Escritura del Asesino del Zodíaco</td></tr>
</tbody></table><br />
El hasta ahora desconocido Asesino del Zodíaco fue responsable de cinco asesinatos a finales de los años 60. Su escritura muestra la mayor parte de los rasgos esquizoides.<br />
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<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; text-align: right;"><tbody>
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<img alt="" height="217" 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" 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<tr><td class="tr-caption" style="text-align: center;">Escritura de John Gacy</td></tr>
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</div><div style="text-align: left;"></div><div style="text-align: left;">John Gacy era un hombre casado, involucrado socialmente y reconocido por su entorno. Nadie suponía que esta agradable persona había asesinado al menos a treinta y tres chicos, tras torturarlos brutalmente. Fue condenado a muerte y ejecutado.</div><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxOr9i944bWrS7dSL8Nzev68rBFGZhACpmPzpN87DpJjBrfigDFYGig9tv4uGwkVcmEnuaAZCxPe6_As-kH6surotr_j6bymhClduuIrQcfcrzKDwdveKfha_KETwUEzUOY3lWoFE108A/s1600/200px-Ted_Bundy_headshot.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxOr9i944bWrS7dSL8Nzev68rBFGZhACpmPzpN87DpJjBrfigDFYGig9tv4uGwkVcmEnuaAZCxPe6_As-kH6surotr_j6bymhClduuIrQcfcrzKDwdveKfha_KETwUEzUOY3lWoFE108A/s200/200px-Ted_Bundy_headshot.jpg" width="144" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Ted Bundy</td></tr>
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Ted Bundy, acusado del rapto, violación y asesinato de más de treinta mujeres (aunque la Policía estima que pudo haber asesinado a cerca de cien), concuerda con el perfil de asesino en serie organizado. Con un nivel formativo superior, siendo un buen estudiante en las Universidades de Tacoma y Washington, donde cursó Psicología y Derecho. Poseía un gran carisma, la gente le miraba con una mezcla de respeto y temor. Comenzó su actividad como asesino en serie en 1974 con el asesinato de Lynda Ann. Su actividad como asesino perduró durante los años 74 y 75. Tras fugarse en dos ocasiones volvió a asesinar, volviendo a ser detenido en 1978.<br />
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Decidió defenderse a sí mismo, en su condición de abogado. Intentó posponer su ejecución a base de ir dando información a las autoridades sobre dónde había ocultado restos de sus múltiples víctimas. Finalmente murió electrocutado en la silla eléctrica en 1989. Fue diagnosticado como un maníaco-depresivo que cometía sus asesinatos en las fases depresivas. En los exámenes psiquiátricos efectuados durante su permanencia en prisión relató los abusos que había sufrido por parte de su abuelo durante su infancia.<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiU3IS0JLWcDHlqtQJGVpHxQJZGj2koECacxm7lnBLiahZCnBBAeKC37SC5_tNhOcI4M2N5RFiunAZW_Vfkp_rwcg5EFFRFxfaNzp2ej8DqSoQEZ5e81jiLrq2BSnjO8E-tGSI9OLAbNTo/s1600/ted-bundy.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="276" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiU3IS0JLWcDHlqtQJGVpHxQJZGj2koECacxm7lnBLiahZCnBBAeKC37SC5_tNhOcI4M2N5RFiunAZW_Vfkp_rwcg5EFFRFxfaNzp2ej8DqSoQEZ5e81jiLrq2BSnjO8E-tGSI9OLAbNTo/s400/ted-bundy.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Escritura de Ted Bundy</td></tr>
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Su grafía reúne muchas de las características indicadas para este tipo de criminales. Puede apreciarse entre otras características el desorden general, las desproporcionadas letras iniciales, la separación entre palabras, las desmesuradas jambas, las grandes barras de las t, los marcados guiones de arranque, así como la marcada invasión interlineal.Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1834546236266386512.post-75396553279430083522011-04-06T01:50:00.000-07:002012-12-15T01:52:10.579-08:00La Escritura del HorrorTras la matanza de Connecticut, en Estados Unidos, ha aparecido una nota manuscrita redactada por uno de los niños antes de ser asesinado.<br />
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En ella, el pequeño Brian se dirige a su madre justo antes de ser ejecutado, en los siguientes términos:<br />
"Te quiero mama. Me siento feliz y bien. Te pido perdón por si alguna
vez no he sido un buen hijo" "Te amo en el
cielo"<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZOmIUWdqswLjGvlJH7bmHLUV8IqMbZs6Cu79UKzxMXLasKU4OyfRvWAwlTecHPQmvunqJpkh9W9LUDJ2bBDY80AerL1gZ4AEkXMqIVn8GCPPg-r_Tzgz8nO6bi9cFXsxoEdZvA7FNU9U/s1600/nota+ni%C3%B1o+asesinado.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="368" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZOmIUWdqswLjGvlJH7bmHLUV8IqMbZs6Cu79UKzxMXLasKU4OyfRvWAwlTecHPQmvunqJpkh9W9LUDJ2bBDY80AerL1gZ4AEkXMqIVn8GCPPg-r_Tzgz8nO6bi9cFXsxoEdZvA7FNU9U/s640/nota+ni%C3%B1o+asesinado.jpg" width="640" /></a></div>
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Escalofriante nota que refleja múltiples rasgos compatibles con la brutalidad del momento. Miedo, inseguridad, falta de control...<br />
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Impactante testimonio gráfico. <br />
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<br />Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1834546236266386512.post-25851326538546083812011-03-27T03:54:00.001-07:002012-05-03T14:43:24.547-07:00GrafodiagnósticoLa enorme complejidad del proceso escritural es la causa de que múltiples patologías generen rasgos característicos y apreciables en la grafía. En la escritura intervienen no sólo grupos musculares sino también el sistema nervioso y en gran medida el cerebro. Es por ello que cuando aparecen distorsiones en el estado de salud suelen tener una manifestación que queda plasmada en pequeños signos característicos en la escritura.<br />
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<b>No escribe la mano, escribe el cerebro</b>. El proceso escritural nace en el cerebro, que genera las órdenes que posteriormente son transmitidas por el sistema nervioso y permiten a los músculos realizar los complejos movimientos que componen la escritura. En una inversión del sistema podemos mediante el análisis detallado de la escritura estudiar el estado del sistema nervioso y del estado mental del escribiente. <br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiB21UqjJvDIYqv1KRG5mNnKghaps5ezdShyphenhyphengKTGHZ9P8_GaZNTUZyVMYrfLzoSh-g63NoBiZjvvIR9_4nM8mflGJhXd-TK95wt4Ps-s3tgg46bz7Pdi3Dm-TNiieDmNchKN27fUmQkdAw/s1600/depresi%25C3%25B3n.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="96" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiB21UqjJvDIYqv1KRG5mNnKghaps5ezdShyphenhyphengKTGHZ9P8_GaZNTUZyVMYrfLzoSh-g63NoBiZjvvIR9_4nM8mflGJhXd-TK95wt4Ps-s3tgg46bz7Pdi3Dm-TNiieDmNchKN27fUmQkdAw/s320/depresi%25C3%25B3n.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Escritura con rasgos característicos de la depresión</td></tr>
</tbody></table>
Las técnicas Grafopatológicas, basadas en la Grafología Médica, se emplean desde hace mucho tiempo tanto en el campo judicial (validación e invalidación de testamentos, notas de suicidas, cartas anónimas, amenazas, etc.) como en el clínico con el fin de ayudar en el diagnóstico de ciertas enfermedades o alteraciones. También son empleadas a nivel laboral para permitir de forma clara y rápida emitir conclusiones sobre la personalidad y estado anímico de los candidatos a un puesto de trabajo.<br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhalaZ4xw5a67nvO_vL2yhdMMeNrUo1a7yorSfJo8s9lZCUFd-dXjakVY0gUDk5H4uFRMxNBFvGH0lisEah-oooQu5_FqgJlkEwhMmZ0VUoc18GJ3zxbN4qBLMGdTgz4HAgrjVtmYQoGdI/s1600/alzheimer4.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="94" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhalaZ4xw5a67nvO_vL2yhdMMeNrUo1a7yorSfJo8s9lZCUFd-dXjakVY0gUDk5H4uFRMxNBFvGH0lisEah-oooQu5_FqgJlkEwhMmZ0VUoc18GJ3zxbN4qBLMGdTgz4HAgrjVtmYQoGdI/s320/alzheimer4.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Alzheimer avanzado</td></tr>
</tbody></table>
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<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFK4R4hyphenhyphenNEZBLjPr5IaTBSxr_tvoSwG8ejIU34UUw1IJd1g9c5Zpp9SmpAIic7LpACXmvAONk3kHC4myFQFWGwUPdHIZj6LT4flJaWRHNcYsyuy6e8-Gxatzqf7QknwgM8r1Yl83S-PL8/s1600/alzheimer9+inicial.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="305" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFK4R4hyphenhyphenNEZBLjPr5IaTBSxr_tvoSwG8ejIU34UUw1IJd1g9c5Zpp9SmpAIic7LpACXmvAONk3kHC4myFQFWGwUPdHIZj6LT4flJaWRHNcYsyuy6e8-Gxatzqf7QknwgM8r1Yl83S-PL8/s320/alzheimer9+inicial.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Alzheimer en fase inicial</td></tr>
</tbody></table>
La Grafopatología presenta ciertas ventajas, la falta de necesidad de presencia física del examinado nos permite conocer rasgos del mismo en su ausencia, incluso años (o siglos) después de su desaparición. Por ello se emplea en campos como la Arqueología o la investigación histórica.<br />
La gran discreción que aportan las técnicas grafopatológicas es la causa de que muchos padres, ante la posibilidad de un posible trastorno alimenticio, soliciten la realización de estudios grafológicos en escritos de sus hijos. También la aparición de cambios conductuales en los hijos, pérdidas bruscas de rendimiento escolar, cambios de carácter incluso en niños pequeños pueden ser analizados mediante técnicas específicas permitiendo al Perito Grafopatólogo colaborar con otros profesionales (psicólogos, médicos) en la identificación de la causa.<br />
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Ciertas enfermedades y alteraciones de la salud presentan claras manifestaciones grafológicas, que un Grafopatólogo con el equipo adecuado puede identificar. Apoyado en numerosos estudios e investigaciones clínicas le permiten determinar la presencia o ausencia de ciertos rasgos característicos de una determinada patología.<br />
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<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheZxCUMtNoOVabMFhL5NVeapXy95HZAui7Piry6XofkKXYByAPpgVm5ZLR0zOndoYL67EqcUeESb4AdocrHS-yinVXIDYf3kDKh1wO_qJOcSQT9akLl0H8oYN2KHP2ECsDy6LeKg9lXhA/s1600/park-pic6.gif" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheZxCUMtNoOVabMFhL5NVeapXy95HZAui7Piry6XofkKXYByAPpgVm5ZLR0zOndoYL67EqcUeESb4AdocrHS-yinVXIDYf3kDKh1wO_qJOcSQT9akLl0H8oYN2KHP2ECsDy6LeKg9lXhA/s1600/park-pic6.gif" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Parkinson avanzado</td></tr>
</tbody></table>
Muchas enfermedades se manifiestan mediante la aparición de signos característicos, signos prodrómicos, en la grafía de la persona, siendo frecuente su aparición prematura en ciertas patologías, como son las Cardiopatías, el Parkinson o el Alzheimer, trastornos de la imagen corporal (Bulimia, Anorexia), Ansiedad, Estrés, Depresión, TOC (Trastorno Obsesivo Compulsivo), Trastornos Paranoides, Esquizofrenia e incluso hay estudios sobre los signos prodrómicos del cáncer en la escritura (ver el artículo siguiente). <br />
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El empleo de las técnicas grafológicas como herramienta auxiliar de diagnosis de ciertas patologías constituye en muchas instituciones un sistema de inestimable ayuda al médico.<i><b> En ningún caso la Grafopatología puede (ni pretende) sustituir al profesional sanitario en su labor</b></i>, constituye una técnica auxiliar en la identificación de signos prodrómicos asociados a una determinada patología.<br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZ1YwoaunGWSoYxks75Shz9ID81SciH3702E3H3FScItKS4dLoqazDov1JEj3HYW6ZC8Wlf9BpgHxFG1IhRzKvZgOUSa7P0hNs6UjM2HOKGP1l_viQAp9A42yp_lWBOXfFXWNjqlE8eRg/s1600/eating+disorder.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="290" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZ1YwoaunGWSoYxks75Shz9ID81SciH3702E3H3FScItKS4dLoqazDov1JEj3HYW6ZC8Wlf9BpgHxFG1IhRzKvZgOUSa7P0hNs6UjM2HOKGP1l_viQAp9A42yp_lWBOXfFXWNjqlE8eRg/s320/eating+disorder.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Anorexia</td></tr>
</tbody></table>
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Nuestro software específico <i><b>EXCON GRAFODIAG</b></i>, con más de doscientos puntos de análisis, constituye un importante apoyo para el Grafopatólogo en la caracterización de los signos prodrómicos correspondientes a múltiples patologías. <br />
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<blockquote class="tr_bq">
<b>Artículo: Grafodiagnóstico del Cáncer </b></blockquote>
<blockquote class="tr_bq">
<i>Hay numerosos estudios realizados por el <b>Doctor Alfred Kanfer</b> en la Clínica Strang de Nueva York en los que relacionaba ciertas características grafológicas con el cáncer, en sus conclusiones el Dr. Kanfer asociaba estos rasgos grafológicos con posibles procesos degenerativos que podían ser identificados bastante antes de que la enfermedad presentase otros síntomas clínicos. </i></blockquote>
<blockquote class="tr_bq">
<i>El Dr. Kanfer llegó a estas conclusiones de forma accidental, trabajando para el <b>Ministerio de Justicia de Austria</b>, cuando comprobó que había ciertos rasgos que se repetían en personas que padecían cáncer. Posteriormente y trabajando en hospitales en los Estados Unidos llegó a hacer estudios clínicos sobre más de 20.000 pacientes, publicando varios artículos</i>.</blockquote>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-KyA-sNa5o1HmZDUtUmDkJECj9QoRtD3cEz6C8r22Q19OFjLBx2eQ-bVamHwZjifqTASZ-YiDzFTx43KaQu7p43EgIkpToWgKq97ReNhE-VIns616hm4w-zwv4sJuAWlrucLy1Dyh56o/s1600/c%25C3%25A1ncer.png" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="163" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-KyA-sNa5o1HmZDUtUmDkJECj9QoRtD3cEz6C8r22Q19OFjLBx2eQ-bVamHwZjifqTASZ-YiDzFTx43KaQu7p43EgIkpToWgKq97ReNhE-VIns616hm4w-zwv4sJuAWlrucLy1Dyh56o/s320/c%25C3%25A1ncer.png" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Grafía de un enfermo de cáncer</td></tr>
</tbody></table>
<blockquote class="tr_bq">
<i>Basado en sus investigaciones, el<b> Doctor Emerson Day</b> del hospital <b>Memorial Tower Strang Clinic</b> analizó más de 700 casos de cáncer comprobando que en más de un 70% de los casos de tumores malignos habían aparecido similares características grafológicas.</i></blockquote>
<blockquote class="tr_bq">
<i>Un estudio posterior de los doctores<b> John Donahue, Naomi Roman y Joyce Farro </b>elevó dicho porcentaje al 94%.</i><br />
<b><i>Debemos concluir con la frase del Dr. Kanfer en la que indica que si bien presentar las características grafológicas compatibles con un proceso maligno no es garantía de que realmente lo estamos sufriendo, si debería ponernos en guardia y extremar la cautela. </i></b></blockquote>
<blockquote class="tr_bq">
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiRYSEbeBAbwCMKcBgWSFMikMYwRXrc0rfn9n3rAFkMsivolgceusxBFQF-GqmVjp-DEScwaQwyzDRpcWHNRbrINgSjz98cweDUJqthVvGRiIdKB26tAIBwDLO3dNX-E3Dx-2nn6TqVjw/s1600/cc.png" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="59" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiRYSEbeBAbwCMKcBgWSFMikMYwRXrc0rfn9n3rAFkMsivolgceusxBFQF-GqmVjp-DEScwaQwyzDRpcWHNRbrINgSjz98cweDUJqthVvGRiIdKB26tAIBwDLO3dNX-E3Dx-2nn6TqVjw/s320/cc.png" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Ampliación negatoscópica de grafía con signos prodrómicos</td></tr>
</tbody></table>
<i>Resulta anecdótico que el propio Kanfer advirtiese a los médicos mucho antes de su muerte que estaba apreciando rasgos prodrómicos en su propia escritura compatibles con el cáncer sin que estos fuesen capaces de diagnosticar la enfermedad hasta tres semanas antes de su muerte por cáncer (fuente American Cancer Society). </i></blockquote>
Visite también nuestros artículos:<br />
<ul>
<li><a href="http://exconart3.blogspot.com/2011/07/trastornos-alimentarios-adolescencia-y.html">TRASTORNOS ALIMENTARIOS, ADOLESCENCIA Y GRAFODIAGNOSIS</a></li>
<li><a href="http://exconart3.blogspot.com/2011/07/el-cancer-y-hugo-chavez.html">EL CÁNCER Y HUGO CHÁVEZ </a></li>
<li><a href="http://exconart3.blogspot.com/2011/07/validacion-cientifica-de-la-grafologia.html">VALIDACIÓN CIENTÍFICA DE LA GRAFOLOGÍA </a></li>
</ul>
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Si desean más información o quieren solicitar presupuesto para la realización de un estudio grafopatológico contacten con nuestro Gabinete:<br />
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ANÁLISIS GRAFOLÓGICO ONLINE<br />
Cubra el siguiente formulario y envíenos sus archivos manuscritos para realizar un análisis Grafopatológico online.<br />
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<span style="font-size: x-small;"><i><b>Referencias externas:</b></i></span><br />
<span style="font-size: x-small;"><i><a href="http://westminsterresearch.wmin.ac.uk/5083/">Graphology and Cancer. Nigel Bradley (2007) University of Westminster </a></i></span><br />
<span style="font-size: x-small;"><i><a href="http://www.neuroscienze.net/">Sindrome Demenziale e Analisi Della Scrittura. Dr. Angelo Vigliotti</a></i></span><br />
<span style="font-size: x-small;"><i>Early Cancer Detection Through Handwriting Analysis. Dr. Joe Engel </i></span><br />
<span style="font-size: x-small;"><i>Neuromuscular aberrations with developing malignancies. Kanfer & Casten (1958)</i></span><br />
<span style="font-size: x-small;"><i><a href="http://www.ncbi.nlm.nih.gov/pubmed/16855035">Handwriting process variables discriminating mild Alzheimer´s disease. Rosenblum et al. (2006) University Haifa</a></i></span><br />
<span style="font-size: x-small;"><i><a href="http://cat.inist.fr/?aModele=afficheN&cpsidt=22754944">Handwriting process variables among elderly people with major depressive disorder. Rosenblum et al. (2010) University Haifa </a></i></span><br />
<span style="font-size: x-small;"><i><a href="https://docs.google.com/viewer?url=http://www.christinastrang.co.uk/downloads/2nd_paper_completed.pdf" target="_blank">Handwriting in the early detection of heart disease. Cristina Strang et al. Chippenham and Bournemouth. Poole Hospital</a>. UK.</i></span><br />
<span style="font-size: x-small;"><i>Grafopatología. Mauricio Xandró.(2000) Ed. Xandró. <br />
</i></span><br />
<span style="font-size: x-small;"><i>Escritura y Personalidad. Vells (1991) Editorial Herder</i></span><br />
<span style="font-size: x-small;"><i>The Psychological Basis of Handwriting Analysis, The Relationship of Handwriting to Personality and Psychotherapy, David Lester, Ph.D. Nelson Hall, Chicago (1981) </i></span><br />
<span style="font-size: x-small;"><i>El Cáncer en la Escritura. </i></span><span style="font-size: x-small;"><i>María del Carmen </i></span><span style="font-size: x-small;"><i>Doyharzábal </i></span><span style="font-size: x-small;"><i></i></span><span style="font-size: x-small;"><i>(2004) </i></span><br />
<span style="font-size: x-small;"><i><a href="http://www.studiomassimo.com/home2/FrancescoMatozza/cancer.htm" target="_blank">¿Puede la Grafología salvarnos la vida? - Cáncer y Grafología. Franzesco Matozza </a></i></span><br />
<span style="font-size: x-small;"><i><a href="http://www.igc-grapho.net/academics-and-research.html">Numerosos artículos científicos que apoyan el uso de la Grafodiagnosis </a></i></span>Unknownnoreply@blogger.comtag:blogger.com,1999:blog-1834546236266386512.post-13898929173835835132011-03-20T02:03:00.000-07:002011-12-05T02:25:54.957-08:00Handwriting Analysis - Graphodiagnosis<div style="text-align: right;"></div><div class="MsoNormal"><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoekoGyx5qRmFDh9b4vGtueJIfvBUtNWqa6-3Pe1S_0URoZUkpiYc6tahcO5kkWYkxuydeCPkUErAz466HogDS_OErOcocQUGS07p_5iwBPfFMhxHGb-l0mczw132l5aVA7GQv7r65yyo/s1600/park-pic6.gif" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="124" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoekoGyx5qRmFDh9b4vGtueJIfvBUtNWqa6-3Pe1S_0URoZUkpiYc6tahcO5kkWYkxuydeCPkUErAz466HogDS_OErOcocQUGS07p_5iwBPfFMhxHGb-l0mczw132l5aVA7GQv7r65yyo/s320/park-pic6.gif" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Parkinson disease</td></tr>
</tbody></table><span lang="EN-GB">The handwriting process is very complex and several pathologies bring about characteristic traits which can be found in the handwriting. In the handwriting take part not only the muscles but the nervous system and the brain. </span><br />
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<span lang="EN-GB">Consequently, when exits any problem related to physical or mental health, characteristic patterns can be discover in the handwriting.</span></div><div class="MsoNormal"><br />
</div><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgZfhYbPPsp9WWEjglH7I7waUvn1NDhUpVmSz2kNVoeuJjrqJv689p7IaW8STSQYSUZzhFCkR3vHiMQUxV_Downhl2M09PbrGco-TaGAkqXeTlRx2BhjS_9CWpNKvFB9GkXKj8PAh4gdw/s1600/alzheimer9+inicial.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="381" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgZfhYbPPsp9WWEjglH7I7waUvn1NDhUpVmSz2kNVoeuJjrqJv689p7IaW8STSQYSUZzhFCkR3vHiMQUxV_Downhl2M09PbrGco-TaGAkqXeTlRx2BhjS_9CWpNKvFB9GkXKj8PAh4gdw/s400/alzheimer9+inicial.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Alzheimer disease </td></tr>
</tbody></table><div class="MsoNormal"><br />
<span lang="EN-GB">The graphology is used to assistance in the diagnosis of several physical or mental diseases (graphopathology) and to know the personality and state of mind (psychographology) of the examined person. The main advantage of handwriting diagnosis is that it is not necessary the presence of the examined person. </span><br />
<span lang="EN-GB">The prodromal signs of several diseases can be detected by means of the handwriting analysis:</span></div><div class="MsoListParagraphCxSpFirst" style="margin-left: 71.4pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><span lang="EN-GB" style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";"> </span></span><span lang="EN-GB">Eating disorders: bulimia nervosa, anorexia nervosa…</span></div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 71.4pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><span lang="EN-GB" style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";"> </span></span><span lang="EN-GB">Depression, stress, anxiety, obsessive compulsive disorder…</span></div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 71.4pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><span lang="EN-GB" style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";"> </span></span><span lang="EN-GB">Cancer</span></div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 71.4pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><span lang="EN-GB" style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";"> </span></span><span lang="EN-GB">Cardiopathies</span></div><div class="MsoListParagraphCxSpLast" style="margin-left: 71.4pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><span lang="EN-GB" style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";"> </span></span><span lang="EN-GB">Degenerative nerve diseases: Parkinson, Alzheimer…</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"></div><div class="MsoNormal"><span lang="EN-GB">Our specific software <i style="mso-bidi-font-style: normal;">EXCON GRAFODIAG</i> checks more than two hundred analysis points. This software helps the graphologist to characterize the prodromal signs of several diseases.</span></div><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_qPMi0X8iIgQCaqFnSAmBX4v_aCDopRbAVteGQeL0e18tUISZxF5LNUQaJz0_Utd2IvGxAUBIh-26kKvje18S24d0dYyKtwR9-u8Sx1MAMx6C5_kR2X5-NnbLyfnsMR5uRTLNQY_SAbg/s1600/c%25C3%25A1ncer.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_qPMi0X8iIgQCaqFnSAmBX4v_aCDopRbAVteGQeL0e18tUISZxF5LNUQaJz0_Utd2IvGxAUBIh-26kKvje18S24d0dYyKtwR9-u8Sx1MAMx6C5_kR2X5-NnbLyfnsMR5uRTLNQY_SAbg/s1600/c%25C3%25A1ncer.png" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Cancer</td></tr>
</tbody></table><div class="MsoNormal"></div><div class="MsoNormal"><span lang="EN-GB">Do not hesitate to contact our Graphology Office by email if you need more information or if you want an estimate.</span></div><div class="MsoNormal"><br />
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</div><div class="MsoNormal"><span lang="EN-GB">If you want an online graphology analysis, fill in this form and send us your handwriting files. </span></div><button onclick="javascript:window.open('http://www.emailmeform.com/builder/form/M126ShT5vybs6a5u4');" type="button">Graphodiagnosis Form</button>Unknownnoreply@blogger.com