tag:blogger.com,1999:blog-54574615540401858292024-02-06T22:34:08.663-08:00Famílies adoptants i acollidores de la Comunitat ValencianaFamílies adoptants i acollidores de la Comunitat Valenciana
adoptants@gmail.comAnonymoushttp://www.blogger.com/profile/00640988275015258744noreply@blogger.comBlogger17125tag:blogger.com,1999:blog-5457461554040185829.post-20972474734385155072016-04-29T02:57:00.000-07:002016-04-29T02:57:19.029-07:00La voz de los adoptadosLa adopción ha cambiado mucho en los últimos veinte-treinta años: ha sido objeto de estudio y se han corregido muchos y grandísimos errores que se cometieron en el pasado. En la última década hay algo que también ha revolucionado el mundo de la adopción: internet y las redes sociales. A través de ellas, adoptantes y adoptados nos conocemos e intercambiamos ideas y conocimientos. Ha sido gracias a una red social que podemos conocer la opinión y reflexiones de muchos adoptados adultos, algo de inestimable valor para los padres y madres adoptantes. Como ejemplo, os dejamos las palabras de Iratxe Serrano, compartidas en un grupo público de facebook llamado "La voz de los adoptados". Tomad buena nota!<br />
<br />
"Cuando me adoptaron no existía ni la formación pre adoptiva ni las
valoraciones de idoneidad, sin embargo, mis padres adoptivos fueron y
son idóneos. Recuerdo el día en que en la calle alguien me dijo que
tenia mucha suerte de ser adoptada y de tener esa familia. Yo no supe
que decir, creo que bajé la cabeza porque sentí en ese momento como se
dañaba mi autoestima. Mi madre tuvo una respuesta brillante. " Mi hija
no tiene suerte por ser adoptada, ser adoptada es una putada, a<span class="text_exposed_show">ntes
hubo un abandono, ¿puede llamarse a eso tener suerte? La suerte la
tenemos nosotros, que de la desgracia que vive su madre biológica de no
tenerla nos ha convertido a nosotros en sus padres" y luego me miró, me
sonrió y me dijo "hija, no has tenido suerte, suerte hubiera sido que
hubieses podido criarte y crecer en armonía con tus progenitores, no ha
podido ser, la suerte la tengo yo de ser tu madre". Y ahí, en ese
momento, yo misma, sin saberlo, le di la idoneidad."</span>Anonymoushttp://www.blogger.com/profile/00640988275015258744noreply@blogger.com0tag:blogger.com,1999:blog-5457461554040185829.post-4275649858445980072015-12-14T03:56:00.000-08:002015-12-14T03:56:20.329-08:00Evolución de la adopción nacional en el primer semestre de 2015<!--[if gte mso 9]><xml>
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<span style="font-family: "Verdana","sans-serif"; mso-bidi-font-family: Verdana;">ACOGIMIENTOS PREADOPTIVOS ACORDADOS DURANTE EL PRIMER SEMESTRE DE
2015.</span></div>
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<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; height: 18.1pt; padding: 0cm 0cm 0cm 0cm; width: 200.25pt;" valign="top" width="267">
<div align="center" class="Standard" style="layout-grid-mode: char; text-align: center;">
<span style="font-family: "Verdana","sans-serif"; mso-bidi-font-family: Verdana;">ACOGIMIENTOS PREADOPTIVOS PROVISIONALES</span></div>
<div align="center" class="Standard" style="layout-grid-mode: char; text-align: center;">
<span style="font-family: "Verdana","sans-serif"; mso-bidi-font-family: Verdana;">(SIN CONSENTIMIENTO)</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; height: 18.1pt; padding: 0cm 0cm 0cm 0cm; width: 78.0pt;" width="104">
<div align="center" class="Standard" style="layout-grid-mode: char; text-align: center;">
<span style="font-family: "Verdana","sans-serif"; mso-bidi-font-family: Verdana; mso-fareast-language: ES;">20</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; height: 18.1pt; padding: 0cm 0cm 0cm 0cm; width: 78.0pt;" width="104">
<div align="center" class="Standard" style="layout-grid-mode: char; text-align: center;">
<span style="font-family: "Verdana","sans-serif"; mso-bidi-font-family: Verdana; mso-fareast-language: ES;">10</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; height: 18.1pt; padding: 0cm 0cm 0cm 0cm; width: 84.75pt;" width="113">
<div align="center" class="Standard" style="layout-grid-mode: char; text-align: center;">
<span style="font-family: "Verdana","sans-serif"; mso-bidi-font-family: Verdana;">4</span></div>
</td>
<td style="border-top: none; border: solid black 1.0pt; height: 18.1pt; padding: 0cm 0cm 0cm 0cm; width: 63.3pt;" width="84">
<div align="center" class="Standard" style="layout-grid-mode: char; text-align: center;">
<b><span style="font-family: "Verdana","sans-serif"; mso-bidi-font-family: Verdana;">34</span></b></div>
</td>
</tr>
<tr style="height: 18.1pt; mso-yfti-irow: 2;">
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; height: 18.1pt; padding: 0cm 0cm 0cm 0cm; width: 200.25pt;" valign="top" width="267">
<div align="center" class="Standard" style="layout-grid-mode: char; text-align: center;">
<span style="font-family: "Verdana","sans-serif"; mso-bidi-font-family: Verdana;">ACOGIMIENTOS PREADOPTIVOS CON CONSENTIMIENTO</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; height: 18.1pt; padding: 0cm 0cm 0cm 0cm; width: 78.0pt;" width="104">
<div align="center" class="Standard" style="layout-grid-mode: char; text-align: center;">
<span style="font-family: "Verdana","sans-serif"; mso-bidi-font-family: Verdana; mso-fareast-language: ES;">4</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; height: 18.1pt; padding: 0cm 0cm 0cm 0cm; width: 78.0pt;" width="104">
<div align="center" class="Standard" style="layout-grid-mode: char; text-align: center;">
<span style="font-family: "Verdana","sans-serif"; mso-bidi-font-family: Verdana; mso-fareast-language: ES;">1</span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; height: 18.1pt; padding: 0cm 0cm 0cm 0cm; width: 84.75pt;" width="113">
<div align="center" class="Standard" style="layout-grid-mode: char; text-align: center;">
<span style="font-family: "Verdana","sans-serif"; mso-bidi-font-family: Verdana; mso-fareast-language: ES;">3</span></div>
</td>
<td style="border-top: none; border: solid black 1.0pt; height: 18.1pt; padding: 0cm 0cm 0cm 0cm; width: 63.3pt;" width="84">
<div align="center" class="Standard" style="layout-grid-mode: char; text-align: center;">
<b><span style="font-family: "Verdana","sans-serif"; mso-bidi-font-family: Verdana;">8</span></b></div>
</td>
</tr>
<tr style="height: 18.1pt; mso-yfti-irow: 3; mso-yfti-lastrow: yes;">
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; height: 18.1pt; padding: 0cm 0cm 0cm 0cm; width: 200.25pt;" width="267">
<div align="center" class="Standard" style="layout-grid-mode: char; text-align: center;">
<b><span style="font-family: "Verdana","sans-serif"; mso-bidi-font-family: Verdana;">TOTALES</span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; height: 18.1pt; padding: 0cm 0cm 0cm 0cm; width: 78.0pt;" width="104">
<div align="center" class="Standard" style="layout-grid-mode: char; text-align: center;">
<b><span style="font-family: "Verdana","sans-serif"; mso-bidi-font-family: Verdana; mso-fareast-language: ES;">24</span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; height: 18.1pt; padding: 0cm 0cm 0cm 0cm; width: 78.0pt;" width="104">
<div align="center" class="Standard" style="layout-grid-mode: char; text-align: center;">
<b><span style="font-family: "Verdana","sans-serif"; mso-bidi-font-family: Verdana; mso-fareast-language: ES;">11</span></b></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; height: 18.1pt; padding: 0cm 0cm 0cm 0cm; width: 84.75pt;" width="113">
<div align="center" class="Standard" style="layout-grid-mode: char; text-align: center;">
<b><span style="font-family: "Verdana","sans-serif"; mso-bidi-font-family: Verdana;">7</span></b></div>
</td>
<td style="border-top: none; border: solid black 1.0pt; height: 18.1pt; padding: 0cm 0cm 0cm 0cm; width: 63.3pt;" width="84">
<div align="center" class="Standard" style="layout-grid-mode: char; text-align: center;">
<b><span style="font-family: "Verdana","sans-serif"; mso-bidi-font-family: Verdana;">42</span></b></div>
</td>
</tr>
</tbody></table>
<div class="Encabezado1" style="tab-stops: 35.4pt;">
<br /></div>
<div class="Standard">
<span style="font-family: "Verdana","sans-serif";">MENORES EN
SITUACIÓN DE ESPECIAL NECESIDAD ASIGNADOS A FAMILIAS PARA SU ACOGIMIENTO
PREADOPTIVO Y/O ADOPCIÓN EN EL PRIMER SEMESTRE DE 2015.</span></div>
<div class="Standard">
<br /></div>
<table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; margin-left: -.35pt; mso-padding-alt: 0cm .5pt 0cm .5pt; mso-table-layout-alt: fixed; mso-yfti-tbllook: 1184; width: 421px;">
<tbody>
<tr style="height: 14.85pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border-right: none; border: solid black 1.0pt; height: 14.85pt; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; mso-border-top-alt: solid black .25pt; padding: 0cm 0cm 0cm 0cm; width: 209.95pt;" width="280">
<div class="WW-Predeterminado">
<span style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: Verdana; mso-bidi-font-size: 10.0pt;">Mayores
de 6años</span></div>
</td>
<td style="border: solid black 1.0pt; height: 14.85pt; mso-border-alt: solid black .25pt; padding: 0cm 0cm 0cm 0cm; width: 106.1pt;" width="141">
<div align="center" class="Standard" style="layout-grid-mode: char; text-align: center;">
<span style="font-family: "Verdana","sans-serif"; mso-bidi-font-family: Verdana;">5</span></div>
</td>
</tr>
<tr style="height: 14.85pt; mso-yfti-irow: 1;">
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; height: 14.85pt; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; padding: 0cm 0cm 0cm 0cm; width: 209.95pt;" width="280">
<div class="WW-Predeterminado">
<span style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: Verdana; mso-bidi-font-size: 10.0pt;">Grupos
dos hermanos</span></div>
</td>
<td style="border-top: none; border: solid black 1.0pt; height: 14.85pt; mso-border-alt: solid black .25pt; mso-border-top-alt: solid black .25pt; padding: 0cm 0cm 0cm 0cm; width: 106.1pt;" width="141">
<div align="center" class="Standard" style="layout-grid-mode: char; text-align: center;">
<span style="font-family: "Verdana","sans-serif"; mso-bidi-font-family: Verdana;">5</span></div>
</td>
</tr>
<tr style="height: 14.85pt; mso-yfti-irow: 2;">
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; height: 14.85pt; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; padding: 0cm 0cm 0cm 0cm; width: 209.95pt;" width="280">
<div class="WW-Predeterminado">
<span style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: Verdana; mso-bidi-font-size: 10.0pt;">Otros</span></div>
</td>
<td style="border-top: none; border: solid black 1.0pt; height: 14.85pt; mso-border-alt: solid black .25pt; mso-border-top-alt: solid black .25pt; padding: 0cm 0cm 0cm 0cm; width: 106.1pt;" width="141">
<div align="center" class="Standard" style="layout-grid-mode: char; text-align: center;">
<span style="font-family: "Verdana","sans-serif"; mso-bidi-font-family: Verdana;">7</span></div>
</td>
</tr>
<tr style="height: 14.85pt; mso-yfti-irow: 3;">
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; height: 14.85pt; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; padding: 0cm 0cm 0cm 0cm; width: 209.95pt;" width="280">
<div class="WW-Predeterminado">
<span style="font-family: "Verdana","sans-serif"; font-size: 12.0pt; mso-bidi-font-family: Verdana; mso-bidi-font-size: 10.0pt;">más
de 1 necesidad</span></div>
</td>
<td style="border-top: none; border: solid black 1.0pt; height: 14.85pt; mso-border-alt: solid black .25pt; mso-border-top-alt: solid black .25pt; padding: 0cm 0cm 0cm 0cm; width: 106.1pt;" width="141">
<div align="center" class="Standard" style="layout-grid-mode: char; text-align: center;">
<span style="font-family: "Verdana","sans-serif"; mso-bidi-font-family: Verdana;">4</span></div>
</td>
</tr>
<tr style="height: 14.85pt; mso-yfti-irow: 4; mso-yfti-lastrow: yes;">
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; height: 14.85pt; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; padding: 0cm 0cm 0cm 0cm; width: 209.95pt;" width="280">
<div align="center" class="Standard" style="text-align: center;">
<b><span style="font-family: "Verdana","sans-serif"; mso-bidi-font-family: Verdana;">TOTAL</span></b></div>
</td>
<td style="border-top: none; border: solid black 1.0pt; height: 14.85pt; mso-border-alt: solid black .25pt; mso-border-top-alt: solid black .25pt; padding: 0cm 0cm 0cm 0cm; width: 106.1pt;" width="141">
<div align="center" class="Standard" style="layout-grid-mode: char; text-align: center;">
<b><span style="font-family: "Verdana","sans-serif"; mso-bidi-font-family: Verdana;">21</span></b></div>
</td>
</tr>
</tbody></table>
<div class="Standard">
<br /></div>
<div class="Standard">
<span style="font-family: "Verdana","sans-serif";">DISTRIBUCIÓN
DE LOS OFRECIMIENTOS POR EDADES</span></div>
<div class="Standard">
<span style="font-family: "Verdana","sans-serif";"><span style="mso-spacerun: yes;"> </span>Distribución de los 73 expedientes con
idoneidad vigente y pendientes de asignación a 30 de junio de 2015,
distribuidos por la edad de los menores que contemplan en su ofrecimiento. Las
familias que se ofrecen para un rango amplio de edad, están contadas en todas
las columnas que coinciden con su idoneidad. Por ejemplo, una familia idónea
para el rango 0-2 está contada 3 veces, en la columna de 0, de 1 y de 2.</span></div>
<div class="Standard">
<br /></div>
<div class="Standard">
<br /></div>
<table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="mso-cellspacing: 0cm; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="height: 27.75pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid black 1.0pt; height: 27.75pt; mso-border-alt: solid black .75pt; padding: .75pt .75pt .75pt .75pt; width: 114.9pt;" valign="top" width="153">
<div align="center" class="MsoNormal" style="mso-hyphenate: auto; mso-pagination: widow-orphan; mso-vertical-align-alt: auto; text-align: center; text-autospace: ideograph-numeric ideograph-other;">
<span style="font-family: "Verdana","sans-serif"; font-size: 13.5pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt;">Edad de
los menores (años)</span></div>
</td>
<td style="border: solid black 1.0pt; height: 27.75pt; mso-border-alt: solid black .75pt; padding: .75pt .75pt .75pt .75pt; width: 49.3pt;" width="66">
<div align="center" class="MsoNormal" style="mso-hyphenate: auto; mso-pagination: widow-orphan; mso-vertical-align-alt: auto; text-align: center; text-autospace: ideograph-numeric ideograph-other;">
<span style="font-family: "Verdana","sans-serif"; font-size: 13.5pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt;">0</span><span style="mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt;"></span></div>
</td>
<td style="border: solid black 1.0pt; height: 27.75pt; mso-border-alt: solid black .75pt; padding: .75pt .75pt .75pt .75pt; width: 49.35pt;" width="66">
<div align="center" class="MsoNormal" style="mso-hyphenate: auto; mso-pagination: widow-orphan; mso-vertical-align-alt: auto; text-align: center; text-autospace: ideograph-numeric ideograph-other;">
<span style="font-family: "Verdana","sans-serif"; font-size: 13.5pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt;">1</span><span style="mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt;"></span></div>
</td>
<td style="border: solid black 1.0pt; height: 27.75pt; mso-border-alt: solid black .75pt; padding: .75pt .75pt .75pt .75pt; width: 49.35pt;" width="66">
<div align="center" class="MsoNormal" style="mso-hyphenate: auto; mso-pagination: widow-orphan; mso-vertical-align-alt: auto; text-align: center; text-autospace: ideograph-numeric ideograph-other;">
<span style="font-family: "Verdana","sans-serif"; font-size: 13.5pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt;">2</span><span style="mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt;"></span></div>
</td>
<td style="border: solid black 1.0pt; height: 27.75pt; mso-border-alt: solid black .75pt; padding: .75pt .75pt .75pt .75pt; width: 49.3pt;" width="66">
<div align="center" class="MsoNormal" style="mso-hyphenate: auto; mso-pagination: widow-orphan; mso-vertical-align-alt: auto; text-align: center; text-autospace: ideograph-numeric ideograph-other;">
<span style="font-family: "Verdana","sans-serif"; font-size: 13.5pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt;">3</span><span style="mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt;"></span></div>
</td>
<td style="border: solid black 1.0pt; height: 27.75pt; mso-border-alt: solid black .75pt; padding: .75pt .75pt .75pt .75pt; width: 49.35pt;" width="66">
<div align="center" class="MsoNormal" style="mso-hyphenate: auto; mso-pagination: widow-orphan; mso-vertical-align-alt: auto; text-align: center; text-autospace: ideograph-numeric ideograph-other;">
<span style="font-family: "Verdana","sans-serif"; font-size: 13.5pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt;">4</span><span style="mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt;"></span></div>
</td>
<td style="border: solid black 1.0pt; height: 27.75pt; mso-border-alt: solid black .75pt; padding: .75pt .75pt .75pt .75pt; width: 49.35pt;" width="66">
<div align="center" class="MsoNormal" style="mso-hyphenate: auto; mso-pagination: widow-orphan; mso-vertical-align-alt: auto; text-align: center; text-autospace: ideograph-numeric ideograph-other;">
<span style="font-family: "Verdana","sans-serif"; font-size: 13.5pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt;">5</span><span style="mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt;"></span></div>
</td>
<td style="border: solid black 1.0pt; height: 27.75pt; mso-border-alt: solid black .75pt; padding: .75pt .75pt .75pt .75pt; width: 49.3pt;" width="66">
<div align="center" class="MsoNormal" style="mso-hyphenate: auto; mso-pagination: widow-orphan; mso-vertical-align-alt: auto; text-align: center; text-autospace: ideograph-numeric ideograph-other;">
<span style="font-family: "Verdana","sans-serif"; font-size: 13.5pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt;">6</span><span style="mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt;"></span></div>
</td>
<td style="border: solid black 1.0pt; height: 27.75pt; mso-border-alt: solid black .75pt; padding: .75pt .75pt .75pt .75pt; width: 49.35pt;" width="66">
<div align="center" class="MsoNormal" style="mso-hyphenate: auto; mso-pagination: widow-orphan; mso-vertical-align-alt: auto; text-align: center; text-autospace: ideograph-numeric ideograph-other;">
<span style="font-family: "Verdana","sans-serif"; font-size: 13.5pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt;">7</span><span style="mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt;"></span></div>
</td>
<td style="border: solid black 1.0pt; height: 27.75pt; mso-border-alt: solid black .75pt; padding: .75pt .75pt .75pt .75pt; width: 66.05pt;" width="88">
<div align="center" class="MsoNormal" style="mso-hyphenate: auto; mso-pagination: widow-orphan; mso-vertical-align-alt: auto; text-align: center; text-autospace: ideograph-numeric ideograph-other;">
<span style="font-family: "Verdana","sans-serif"; font-size: 13.5pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt;">más de
7</span><span style="mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt;"></span></div>
</td>
</tr>
<tr style="height: 19.5pt; mso-yfti-irow: 1; mso-yfti-lastrow: yes;">
<td style="background: lime; border: solid black 1.0pt; height: 19.5pt; mso-border-alt: solid black .75pt; padding: .75pt .75pt .75pt .75pt; width: 114.9pt;" valign="top" width="153">
<div align="center" class="MsoNormal" style="mso-hyphenate: auto; mso-pagination: widow-orphan; mso-vertical-align-alt: auto; text-align: center; text-autospace: ideograph-numeric ideograph-other;">
<span style="font-family: "Verdana","sans-serif"; font-size: 13.5pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt;">Familias</span></div>
</td>
<td style="background: lime; border: solid black 1.0pt; height: 19.5pt; mso-border-alt: solid black .75pt; padding: .75pt .75pt .75pt .75pt; width: 49.3pt;" width="66">
<div align="center" class="MsoNormal" style="mso-hyphenate: auto; mso-pagination: widow-orphan; mso-vertical-align-alt: auto; text-align: center; text-autospace: ideograph-numeric ideograph-other;">
<span style="font-family: "Verdana","sans-serif"; font-size: 13.5pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt;">25</span><span style="mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt;"></span></div>
</td>
<td style="background: lime; border: solid black 1.0pt; height: 19.5pt; mso-border-alt: solid black .75pt; padding: .75pt .75pt .75pt .75pt; width: 49.35pt;" width="66">
<div align="center" class="MsoNormal" style="mso-hyphenate: auto; mso-pagination: widow-orphan; mso-vertical-align-alt: auto; text-align: center; text-autospace: ideograph-numeric ideograph-other;">
<span style="font-family: "Verdana","sans-serif"; font-size: 13.5pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt;">27</span><span style="mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt;"></span></div>
</td>
<td style="background: lime; border: solid black 1.0pt; height: 19.5pt; mso-border-alt: solid black .75pt; padding: .75pt .75pt .75pt .75pt; width: 49.35pt;" width="66">
<div align="center" class="MsoNormal" style="mso-hyphenate: auto; mso-pagination: widow-orphan; mso-vertical-align-alt: auto; text-align: center; text-autospace: ideograph-numeric ideograph-other;">
<span style="font-family: "Verdana","sans-serif"; font-size: 13.5pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt;">32</span><span style="mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt;"></span></div>
</td>
<td style="background: lime; border: solid black 1.0pt; height: 19.5pt; mso-border-alt: solid black .75pt; padding: .75pt .75pt .75pt .75pt; width: 49.3pt;" width="66">
<div align="center" class="MsoNormal" style="mso-hyphenate: auto; mso-pagination: widow-orphan; mso-vertical-align-alt: auto; text-align: center; text-autospace: ideograph-numeric ideograph-other;">
<span style="font-family: "Verdana","sans-serif"; font-size: 13.5pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt;">25</span><span style="mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt;"></span></div>
</td>
<td style="background: lime; border: solid black 1.0pt; height: 19.5pt; mso-border-alt: solid black .75pt; padding: .75pt .75pt .75pt .75pt; width: 49.35pt;" width="66">
<div align="center" class="MsoNormal" style="mso-hyphenate: auto; mso-pagination: widow-orphan; mso-vertical-align-alt: auto; text-align: center; text-autospace: ideograph-numeric ideograph-other;">
<span style="font-family: "Verdana","sans-serif"; font-size: 13.5pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt;">19</span><span style="mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt;"></span></div>
</td>
<td style="background: lime; border: solid black 1.0pt; height: 19.5pt; mso-border-alt: solid black .75pt; padding: .75pt .75pt .75pt .75pt; width: 49.35pt;" width="66">
<div align="center" class="MsoNormal" style="mso-hyphenate: auto; mso-pagination: widow-orphan; mso-vertical-align-alt: auto; text-align: center; text-autospace: ideograph-numeric ideograph-other;">
<span style="font-family: "Verdana","sans-serif"; font-size: 13.5pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt;">13</span><span style="mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt;"></span></div>
</td>
<td style="background: lime; border: solid black 1.0pt; height: 19.5pt; mso-border-alt: solid black .75pt; padding: .75pt .75pt .75pt .75pt; width: 49.3pt;" width="66">
<div align="center" class="MsoNormal" style="mso-hyphenate: auto; mso-pagination: widow-orphan; mso-vertical-align-alt: auto; text-align: center; text-autospace: ideograph-numeric ideograph-other;">
<span style="font-family: "Verdana","sans-serif"; font-size: 13.5pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt;">12</span><span style="mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt;"></span></div>
</td>
<td style="background: lime; border: solid black 1.0pt; height: 19.5pt; mso-border-alt: solid black .75pt; padding: .75pt .75pt .75pt .75pt; width: 49.35pt;" width="66">
<div align="center" class="MsoNormal" style="mso-hyphenate: auto; mso-pagination: widow-orphan; mso-vertical-align-alt: auto; text-align: center; text-autospace: ideograph-numeric ideograph-other;">
<span style="font-family: "Verdana","sans-serif"; font-size: 13.5pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt;">9</span><span style="mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt;"></span></div>
</td>
<td style="background: lime; border: solid black 1.0pt; height: 19.5pt; mso-border-alt: solid black .75pt; padding: .75pt .75pt .75pt .75pt; width: 66.05pt;" width="88">
<div align="center" class="MsoNormal" style="mso-hyphenate: auto; mso-pagination: widow-orphan; mso-vertical-align-alt: auto; text-align: center; text-autospace: ideograph-numeric ideograph-other;">
<span style="font-family: "Verdana","sans-serif"; font-size: 13.5pt; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt;">6</span><span style="mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 0pt;"></span></div>
</td>
</tr>
</tbody></table>
<div class="Standard">
Esta tabla ha de interpretarse con la siguientes
consideraciones:<br />
<br />
a) La distribución se ha obtenido con las familias con idoneidad vigente y
pendiente de asignación a 30 de junio de 2015<br />
b) No se han contabilizado los expedientes con declaración de idoneidad para la
adopción de menores en situación de especial necesidad, ya que en esos casos,
la selección se hace teniendo en cuenta las necesidades aceptadas antes que la
edad. Los expedientes incluidos por tanto corrersponden a las 73 familias
declaradas idóneas en ese momento que no contemplan la adopción de un menor en
situación de especial necesidad.<br />
c) Si una familia contempla un rango de edad de 1 a 3 años ha sido
contada por tanto, en la columna un año, en la columna dos años y en la columna
tres años. Por otra parte, en la columna 2 años están incluidas todas las
familias a las pueden ser asignadas para la adopción un menor de 2 años, porque
su ofrecimiento incluye esa edad: las familias cono ofrecimientos de 0 a 2 años
, de 1 a 2 años de 1 a 3 años, de 2 a 4 años, de 0 a 3 años, de 0 a 4 años,
etc.<br />
d) El cálculo se ha hecho teniendo en cuenta el rango de edad del informe
psicosocial, que es el que se utiliza para la asignación, salvo en el caso de
los menores de menos de un año. Para la asignación de estos menores se utiliza,
además, como ya saben, la edad de los adoptantes en el momento de la
asignación, por lo que cabe la posibilidad de que a alguna familia computada en
la columna 0 años finalmente no sea posible seleccionarla para la
adopción de un menor de esa edad.</div>
Anonymoushttp://www.blogger.com/profile/00640988275015258744noreply@blogger.com0tag:blogger.com,1999:blog-5457461554040185829.post-50813405423253179462015-11-17T03:51:00.000-08:002015-11-17T03:51:21.878-08:00La adopción abierta echa a andar<img alt="" height="120" 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" 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Después de años de trabajo y meses de tramitación, el pasado mes de julio se aprobó finalmente la Ley 26/2015 de Protección de a la Infancia y a la Adolescencia. En ella se introducen importantes cambios en materia de adopción entre los que destaca, por su novedad, la nueva figura de <u>adopción abierta</u>, es decir, una adopción en la que se mantiene, de manera controlada, el vínculo y el contacto con parte de la familia biológica.<br />
Desde ADOPTANTS damos la bienvenida a esta nueva medida de protección que beneficiará a menores que hasta ahora no podían ser adoptados por tener vínculos estables con hermanos o con otros parientes.<br />
No obstante, es muy importante saber que los menores que se acojan a esta nueva modalidad sólo serán propuestos a las <u>familias que explícitamente hayan optado por la adopción abierta</u> en su solicitud de adopción. A tal efecto, la consellería ya ha colgado en su página web un nuevo formulario para la adopción de menores que presenten necesidades especiales en el que se contempla la adopción abierta. De esta manera se abrirá una nueva bolsa de familias adoptantes, además de la bolsa de vía "ordinaria", la bolsa de necesidades especiales, a partir de ahora habrá una tercera bolsa para la adopción abierta.<br />
Recomendamos a aquellas familias que, siempre de forma meditada y consciente, decidan ofrecerse para esta nueva forma de adopción, rellenen el nuevo cuestionario y lo envíen a su sección territorial.<br />
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Anonymoushttp://www.blogger.com/profile/00640988275015258744noreply@blogger.com0tag:blogger.com,1999:blog-5457461554040185829.post-2066039177568600532015-08-31T08:08:00.004-07:002015-08-31T08:08:50.530-07:00Rompiendo una lanza en favor de la adopciónAnte la visión distorsionada y maliciosa que muchas veces dan los medios de comunicación, hoy queremos romper una lanza en favor de la adopción y para ello nada mejor que remetiros a este artículo de<a href="http://www.huffingtonpost.es/jesus-palacios/adoptados-trastornados_b_8053790.html"> Jesús Palacios</a>, un referente sólido en el mundo de la adopción, tanto internacional como nacional. Y adelantamos aquí su párrafo final:<br />
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<i> "La adopción es una medida de protección infantil muy eficaz que suele
cambiar radical y positivamente la vida de quienes adoptan y de quienes
son adoptados. Aunque son mayoría las y los adoptados que superan en
todo o en buena parte sus serias limitaciones iniciales, un porcentaje
claramente más pequeño sigue luego haciendo frente a problemas y
dificultades de distinto tipo y gravedad, aunque los casos más graves
(los que acuden a unidades de psiquiatría o a centros para el
tratamiento de adicciones) son claramente minoritarios. En torno a datos
de investigación mal entendidos o a los casos más graves de entre los
más graves, es fácil construir relatos periodísticos tan llamativos como
equivocados e injustos. Los chicos y chicas que esperan ser adoptados
serán los más perjudicados por esa visión deformada según la cual ni sus
genes ni su historia previa dejan lugar para la esperanza. Algo que
tantos adoptados y adoptadas, tantos adoptantes y tantos datos de
investigación pueden desmentir, aunque difícilmente consigan titulares
llamativos." </i>Anonymoushttp://www.blogger.com/profile/00640988275015258744noreply@blogger.com0tag:blogger.com,1999:blog-5457461554040185829.post-69204445659420993802015-07-06T08:11:00.001-07:002015-07-06T08:11:29.087-07:00Hablemos de adopciónOs dejamos en este link una <a href="http://www.ondacero.es/emisoras/comunidad-valenciana/alicante/un-cafe-con-lola-26-06-15_20150629559108980cf2e29180bd1b09.html">entrevista a Ruth Martínez</a>, socia fundadora y primera presidenta de Adoptants. Ruth es, por sensibilidad, por experiencia y por formación, una voz experta en adopción nacional. La entrevista fue realizada hace pocas semanas en Onda Cero Alicante.<br />
Tomad buena nota de las palabras de Ruth. <br />
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<br />Anonymoushttp://www.blogger.com/profile/00640988275015258744noreply@blogger.com0tag:blogger.com,1999:blog-5457461554040185829.post-31105345384558159872015-05-04T03:57:00.000-07:002015-05-04T03:57:10.818-07:005 hechos básicos y poco conocidos sobre la adopción en la Comunidad Valenciana<div class="MsoNormal" style="text-indent: 0cm;">
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<a href="http://adoptivanet.info/empezando/objetos/images/1215912_73521777.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://adoptivanet.info/empezando/objetos/images/1215912_73521777.jpg" height="264" id="irc_mi" style="margin-top: 150px;" width="400" /></a></div>
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Amigos, familiares, conocidos,
siempre hay alguien que ha adoptado en nuestro entorno. <span style="mso-spacerun: yes;"> </span>La normalización de la adopción es muy
positiva, ya no es algo que se oculte, hablamos abiertamente de ello, es un
tema que se trata en foros, blogs y grupos de facebook. No obstante, no siempre
es fácil encontrar información sobre aspectos básicos del proceso: los perfiles
de los niños adoptables, los tiempos de espera, etc, de manera que muchas de
las ideas que circulan sobre la adopción, poco tienen que ver con la realidad. He
aquí algunos hechos poco conocidos o que pueden contradecir las ideas que
tenemos sobre la adopción en nuestra comunidad. Si estáis en proceso de
adopción o planteándoos iniciarlo, probablemente os pueda resultar de utilidad.</div>
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<b>1. No hay miles de niños esperando una familia. </b><br />
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¿Cuántas veces
hemos escuchado “qué difícil es adoptar, con la de niños que hay esperando una
familia”? La gente confunde los miles de menores tutelados por la
administración, muchos de ellos por un tiempo transitorio hasta que regresen a
sus familias, con niños adoptables. Sólo una parte muy pequeña de los menores
tutelados son adoptables. Niños y niñas que no pueden o no deben regresar con
sus familias biológicas jamás. Estos menores raramente esperan pues hay una
lista muchísimo más nutrida de familias en espera de adopción. Una vez su
situación administrativa está resuelta, saldrán en adopción y habrá decenas de
familias esperando para cada uno de ellos. Al año se realizan en torno a un
centenar de adopciones de niños nacidos en la Comunidad Valenciana. Para niños
nacidos en el extranjero los números son más variables y han venido
descendiendo drásticamente en los últimos años.</div>
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<span style="mso-spacerun: yes;"> </span><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;"> </span></span></div>
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<b><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span>La adopción nacional no es nacional sino
autonómica.</b></div>
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Aunque hablamos de
adopción nacional, la competencia está transferida y cada comunidad autónoma
gestiona con normas y sistemas diferentes. Las diferencias entre autonomías pueden
ser clamorosas. Por ejemplo, en lo concerniente a los tiempos de espera, la
Comunidad Valenciana es la más lenta. Actualmente siguen esperando asignación
familias que presentaron solicitud en 2007 (8 años de espera). Cataluña y
Andalucía, por poner dos ejemplos de comunidades grandes, están asignando a las
familias registradas en 2010. Tampoco la diferencia máxima de edad entre los
padres y el menor es la misma: 42 años en la CV, mientras que en otras como el
País Vasco, no existe un límite de edad.</div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;"> <b>3.<span style="font: 7.0pt "Times New Roman";"> </span></b></span></span><b>No todos los adoptantes quieren niños sanos.</b><br />
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Otra idea falsa es
que nadie quiere adoptar niños que presenten problemas de salud o alguna
minusvalía. Del centenar de niños adoptados cada año en la Comunidad
Valenciana, más de la mitad se consideran niños con Necesidades Especiales. El
número de familias que presentan una solicitud de adopción abierta a una o
varias de estas necesidades es muy amplio. Tanto es así que los tiempos de
espera para Necesidades Especiales, siendo algo más cortos, están entre 2 y 6 años.
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<b> 4. Los tiempos de espera más largos no son para la
adopción de bebés.</b><br />
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Adoptar un bebé
sano no es fácil, hay que armarse de paciencia y ser capaz de esperar muchos
años (actualmente están en espera las familias inscritas en diciembre de 2007 y
primeros meses de 2008), además de cumplir los requisitos de diferencia máxima
de edad en el momento de la asignación.<span style="mso-spacerun: yes;">
</span>Pero, aunque cueste creerlo, aún más difícil resulta la adopción de
niños de más edad. Para estos perfiles sigue habiendo familias de finales de
2006 pendientes de asignación. El creciente número de familias que optan a niños de más
edad es una consecuencia del aumento en los tiempos de espera y el incremento en la edad media de los adoptantes.</div>
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<b>5. Conseguir el certificado de idoneidad no
significa conseguir la adopción. </b><br />
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Siendo un camino
tan largo, el resultado de la adopción es incierto. Muchas familias abandonan
su proyecto adoptivo en los años de espera previos a la obtención del
certificado de idoneidad (para adopción nacional hasta 7 años de espera, en la
actualidad). Pero es que incluso tras la idoneidad, la espera
puede incrementarse por encima de los 3 años, que es el tiempo de vigencia del CI. Cada vez se dan más casos de familias a las que les caduca el
certificado y deben renovarlo, lo que puede ser la puntilla final para muchas de ellas.</div>
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Anonymoushttp://www.blogger.com/profile/00640988275015258744noreply@blogger.com0tag:blogger.com,1999:blog-5457461554040185829.post-51817977882383368592015-04-15T03:57:00.000-07:002015-04-15T03:57:17.106-07:00De la espera a la adopción plena<img alt="" height="443" 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<br />
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ADOPTANTS ha recibido recientemente los siguientes datos estadísticos correspondientes a la adopción nacional durante el año 2014. </div>
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<br /></div>
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<br /></div>
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<span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>ACOGIMIENTOS PREADOPTIVOS ACORDADOS POR EL
CONSEJO DE ADOPCIÓN DE MENORES DE LA GENERALITAT EN 2014.</div>
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<br /></div>
<div class="Standard">
<br /></div>
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<br /></div>
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<b>VALENCIA</b></div>
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<b>ALICANTE</b></div>
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<b>CASTELLÓN</b></div>
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<b>TOTAL</b></div>
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ACOGIMIENTOS
PREADOPTIVOS PROVISIONALES <br />
(SIN CONSENTIMIENTO)</div>
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36</div>
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25</div>
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12</div>
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<b>73</b></div>
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ACOGIMIENTOS
PREADOPTIVOS CON CONSENTIMIENTO</div>
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15</div>
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5</div>
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5</div>
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<b>25</b></div>
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<b>TOTALES</b></div>
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<b>51</b></div>
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<b>30</b></div>
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<b>17</b></div>
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<b>98</b></div>
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<div class="Standard">
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<div class="Standard">
2.- ACOGIMIENTOS PREADOPTIVOS ACORDADOS RESPECTO DE MENORES
EN SITUACIÓN DE ESPECIAL NECESIDAD.</div>
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<br /></div>
<div class="Standard">
<br /></div>
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Mayores de 6años</div>
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7</div>
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Grupos dos hermanos</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; height: 17.25pt; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; mso-border-right-alt: solid black .25pt; padding: 0cm 1.4pt 0cm 1.4pt; width: 73.9pt;" valign="bottom" width="123"><div align="right" class="Standard" style="text-align: right; text-autospace: none;">
16</div>
</td>
</tr>
<tr style="height: 17.25pt; mso-yfti-irow: 2;">
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; height: 17.25pt; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; padding: 0cm 1.4pt 0cm 1.4pt; width: 224.6pt;" valign="bottom" width="374"><div class="Standard" style="text-autospace: none;">
Grupos tres hermanos</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; height: 17.25pt; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; mso-border-right-alt: solid black .25pt; padding: 0cm 1.4pt 0cm 1.4pt; width: 73.9pt;" valign="bottom" width="123"><div align="right" class="Standard" style="text-align: right; text-autospace: none;">
2</div>
</td>
</tr>
<tr style="height: 17.25pt; mso-yfti-irow: 3;">
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; height: 17.25pt; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; padding: 0cm 1.4pt 0cm 1.4pt; width: 224.6pt;" valign="bottom" width="374"><div class="Standard" style="text-autospace: none;">
Grupos de más de tres hermanos</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; height: 17.25pt; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; mso-border-right-alt: solid black .25pt; padding: 0cm 1.4pt 0cm 1.4pt; width: 73.9pt;" valign="bottom" width="123"><div align="right" class="Standard" style="text-align: right; text-autospace: none;">
0</div>
</td>
</tr>
<tr style="height: 17.25pt; mso-yfti-irow: 4;">
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; height: 17.25pt; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; padding: 0cm 1.4pt 0cm 1.4pt; width: 224.6pt;" valign="bottom" width="374"><div class="Standard" style="text-autospace: none;">
Menores con VIH</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; height: 17.25pt; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; mso-border-right-alt: solid black .25pt; padding: 0cm 1.4pt 0cm 1.4pt; width: 73.9pt;" valign="bottom" width="123"><div align="right" class="Standard" style="text-align: right; text-autospace: none;">
0</div>
</td>
</tr>
<tr style="height: 17.25pt; mso-yfti-irow: 5;">
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; height: 17.25pt; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; padding: 0cm 1.4pt 0cm 1.4pt; width: 224.6pt;" valign="bottom" width="374"><div class="Standard" style="text-autospace: none;">
Menores con VHC</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; height: 17.25pt; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; mso-border-right-alt: solid black .25pt; padding: 0cm 1.4pt 0cm 1.4pt; width: 73.9pt;" valign="bottom" width="123"><div align="right" class="Standard" style="text-align: right; text-autospace: none;">
1</div>
</td>
</tr>
<tr style="height: 17.25pt; mso-yfti-irow: 6;">
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; height: 17.25pt; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; padding: 0cm 1.4pt 0cm 1.4pt; width: 224.6pt;" valign="bottom" width="374"><div class="Standard" style="text-autospace: none;">
Síndrome de Down</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; height: 17.25pt; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; mso-border-right-alt: solid black .25pt; padding: 0cm 1.4pt 0cm 1.4pt; width: 73.9pt;" valign="bottom" width="123"><div align="right" class="Standard" style="text-align: right; text-autospace: none;">
0</div>
</td>
</tr>
<tr style="height: 17.25pt; mso-yfti-irow: 7;">
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; height: 17.25pt; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; padding: 0cm 1.4pt 0cm 1.4pt; width: 224.6pt;" valign="bottom" width="374"><div class="Standard" style="text-autospace: none;">
Discapacidad física</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; height: 17.25pt; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; mso-border-right-alt: solid black .25pt; padding: 0cm 1.4pt 0cm 1.4pt; width: 73.9pt;" valign="bottom" width="123"><div align="right" class="Standard" style="text-align: right; text-autospace: none;">
5</div>
</td>
</tr>
<tr style="height: 17.25pt; mso-yfti-irow: 8;">
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; height: 17.25pt; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; padding: 0cm 1.4pt 0cm 1.4pt; width: 224.6pt;" valign="bottom" width="374"><div class="Standard" style="text-autospace: none;">
Discapacidad psíquica</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; height: 17.25pt; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; mso-border-right-alt: solid black .25pt; padding: 0cm 1.4pt 0cm 1.4pt; width: 73.9pt;" valign="bottom" width="123"><div align="right" class="Standard" style="text-align: right; text-autospace: none;">
2</div>
</td>
</tr>
<tr style="height: 17.25pt; mso-yfti-irow: 9;">
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; height: 17.25pt; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; padding: 0cm 1.4pt 0cm 1.4pt; width: 224.6pt;" valign="bottom" width="374"><div class="Standard" style="text-autospace: none;">
Discapacidad sensorial</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; height: 17.25pt; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; mso-border-right-alt: solid black .25pt; padding: 0cm 1.4pt 0cm 1.4pt; width: 73.9pt;" valign="bottom" width="123"><div align="right" class="Standard" style="text-align: right; text-autospace: none;">
0</div>
</td>
</tr>
<tr style="height: 17.25pt; mso-yfti-irow: 10;">
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; height: 17.25pt; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; padding: 0cm 1.4pt 0cm 1.4pt; width: 224.6pt;" valign="bottom" width="374"><div class="Standard" style="text-autospace: none;">
Etnia/Raza</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; height: 17.25pt; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; mso-border-right-alt: solid black .25pt; padding: 0cm 1.4pt 0cm 1.4pt; width: 73.9pt;" valign="bottom" width="123"><div align="right" class="Standard" style="text-align: right; text-autospace: none;">
3</div>
</td>
</tr>
<tr style="height: 17.7pt; mso-yfti-irow: 11;">
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; height: 17.7pt; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; padding: 0cm 1.4pt 0cm 1.4pt; width: 224.6pt;" valign="bottom" width="374"><div class="Standard" style="text-autospace: none;">
Otros</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; height: 17.7pt; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; mso-border-right-alt: solid black .25pt; padding: 0cm 1.4pt 0cm 1.4pt; width: 73.9pt;" valign="bottom" width="123"><div align="right" class="Standard" style="text-align: right; text-autospace: none;">
11</div>
</td>
</tr>
<tr style="height: 17.7pt; mso-yfti-irow: 12;">
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; height: 17.7pt; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; padding: 0cm 1.4pt 0cm 1.4pt; width: 224.6pt;" valign="bottom" width="374"><div class="Standard" style="text-autospace: none;">
más de 1 necesidad</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; height: 17.7pt; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; mso-border-right-alt: solid black .25pt; padding: 0cm 1.4pt 0cm 1.4pt; width: 73.9pt;" valign="bottom" width="123"><div align="right" class="Standard" style="text-align: right; text-autospace: none;">
9</div>
</td>
</tr>
<tr style="height: 17.25pt; mso-yfti-irow: 13; mso-yfti-lastrow: yes;">
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; height: 17.25pt; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; padding: 0cm 1.4pt 0cm 1.4pt; width: 224.6pt;" valign="bottom" width="374"><div align="center" class="Standard" style="text-align: center; text-autospace: none;">
<b>TOTAL</b></div>
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<td style="border-top: none; border: solid black 1.0pt; height: 17.25pt; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; mso-border-right-alt: solid black .25pt; padding: 0cm 1.4pt 0cm 1.4pt; width: 73.9pt;" valign="bottom" width="123"><div align="right" class="Standard" style="text-align: right; text-autospace: none;">
<b>56</b></div>
</td>
</tr>
</tbody></table>
</div>
<div class="Standard">
<br /></div>
<div class="Standard">
<br /></div>
<div class="Standard" style="page-break-before: always;">
<br /></div>
<div class="Standard" style="margin-left: 0cm; mso-list: l1 level1 lfo2; text-indent: 0cm;">
<span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>DISTRIBUCIÓN POR AÑO DE PRESENTACIÓN DE LA
SOLICITUD DE LAS FAMILIAS CON DECLARACIÓN DE IDONEIDAD PARA LA ADOPCIÓN
NACIONAL VIGENTE A 31-12-14</div>
<div class="Standard">
<br /></div>
<table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; margin-left: 53.55pt; mso-padding-alt: 0cm .5pt 0cm .5pt; mso-table-layout-alt: fixed; mso-yfti-tbllook: 1184; width: 413px;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border-right: none; border: solid black 1.0pt; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; mso-border-top-alt: solid black .25pt; padding: 0cm 0cm 0cm 0cm; width: 73.5pt;" valign="top" width="123"><div align="center" class="TableContents" style="text-align: center; text-autospace: none;">
<b>AÑO SOLICITUD</b></div>
</td>
<td style="border: solid black 1.0pt; mso-border-alt: solid black .25pt; padding: 0cm 0cm 0cm 0cm; width: 174.0pt;" valign="top" width="290"><div align="center" class="TableContents" style="text-align: center; text-autospace: none;">
<b>Nº expedientes con idoneidad vigente</b></div>
</td>
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<tr style="mso-yfti-irow: 1;">
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; padding: 0cm 0cm 0cm 0cm; width: 73.5pt;" valign="top" width="123"><div align="center" class="TableContents" style="text-align: center; text-autospace: none;">
2002</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; mso-border-right-alt: solid black .25pt; padding: 0cm 0cm 0cm 0cm; width: 174.0pt;" valign="top" width="290"><div align="center" class="TableContents" style="text-align: center; text-autospace: none;">
1</div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; padding: 0cm 0cm 0cm 0cm; width: 73.5pt;" valign="top" width="123"><div align="center" class="TableContents" style="text-align: center; text-autospace: none;">
2005</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; mso-border-right-alt: solid black .25pt; padding: 0cm 0cm 0cm 0cm; width: 174.0pt;" valign="top" width="290"><div align="center" class="TableContents" style="text-align: center; text-autospace: none;">
1</div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; padding: 0cm 0cm 0cm 0cm; width: 73.5pt;" valign="top" width="123"><div align="center" class="TableContents" style="text-align: center; text-autospace: none;">
2006</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; mso-border-right-alt: solid black .25pt; padding: 0cm 0cm 0cm 0cm; width: 174.0pt;" valign="top" width="290"><div align="center" class="TableContents" style="text-align: center; text-autospace: none;">
5</div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; padding: 0cm 0cm 0cm 0cm; width: 73.5pt;" valign="top" width="123"><div align="center" class="TableContents" style="text-align: center; text-autospace: none;">
2007</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; mso-border-right-alt: solid black .25pt; padding: 0cm 0cm 0cm 0cm; width: 174.0pt;" valign="top" width="290"><div align="center" class="TableContents" style="text-align: center; text-autospace: none;">
46</div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; padding: 0cm 0cm 0cm 0cm; width: 73.5pt;" valign="top" width="123"><div align="center" class="TableContents" style="text-align: center; text-autospace: none;">
2008</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; mso-border-right-alt: solid black .25pt; padding: 0cm 0cm 0cm 0cm; width: 174.0pt;" valign="top" width="290"><div align="center" class="TableContents" style="text-align: center; text-autospace: none;">
19</div>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; padding: 0cm 0cm 0cm 0cm; width: 73.5pt;" valign="top" width="123"><div align="center" class="TableContents" style="text-align: center; text-autospace: none;">
2009</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; mso-border-right-alt: solid black .25pt; padding: 0cm 0cm 0cm 0cm; width: 174.0pt;" valign="top" width="290"><div align="center" class="TableContents" style="text-align: center; text-autospace: none;">
21</div>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; padding: 0cm 0cm 0cm 0cm; width: 73.5pt;" valign="top" width="123"><div align="center" class="TableContents" style="text-align: center; text-autospace: none;">
2010</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; mso-border-right-alt: solid black .25pt; padding: 0cm 0cm 0cm 0cm; width: 174.0pt;" valign="top" width="290"><div align="center" class="TableContents" style="text-align: center; text-autospace: none;">
33</div>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; padding: 0cm 0cm 0cm 0cm; width: 73.5pt;" valign="top" width="123"><div align="center" class="TableContents" style="text-align: center; text-autospace: none;">
2011</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; mso-border-right-alt: solid black .25pt; padding: 0cm 0cm 0cm 0cm; width: 174.0pt;" valign="top" width="290"><div align="center" class="TableContents" style="text-align: center; text-autospace: none;">
14</div>
</td>
</tr>
<tr style="mso-yfti-irow: 9;">
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; padding: 0cm 0cm 0cm 0cm; width: 73.5pt;" valign="top" width="123"><div align="center" class="TableContents" style="text-align: center; text-autospace: none;">
2012</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; mso-border-right-alt: solid black .25pt; padding: 0cm 0cm 0cm 0cm; width: 174.0pt;" valign="top" width="290"><div align="center" class="TableContents" style="text-align: center; text-autospace: none;">
9</div>
</td>
</tr>
<tr style="mso-yfti-irow: 10; mso-yfti-lastrow: yes;">
<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; padding: 0cm 0cm 0cm 0cm; width: 73.5pt;" valign="top" width="123"><div align="center" class="TableContents" style="text-align: center; text-autospace: none;">
2013</div>
</td>
<td style="border-top: none; border: solid black 1.0pt; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; mso-border-right-alt: solid black .25pt; padding: 0cm 0cm 0cm 0cm; width: 174.0pt;" valign="top" width="290"><div align="center" class="TableContents" style="text-align: center; text-autospace: none;">
1</div>
</td>
</tr>
</tbody></table>
<div class="Standard" style="text-autospace: none;">
<br /></div>
<div class="Standard">
<br /></div>
Anonymoushttp://www.blogger.com/profile/00640988275015258744noreply@blogger.com2tag:blogger.com,1999:blog-5457461554040185829.post-2440450166321819202015-01-17T13:57:00.004-08:002015-01-17T14:07:11.988-08:00Adoptants se integra en la Plataforma para Defensa del Acogimiento Familiar de la Comunidad Valenciana<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZYxuZ3i3wAUvt5Cxz12TYx1aHkxbxlYVsbjmN0sqv33gFECnTvm_ZdrTzpudKn2kZdUtXklnO_OeA_ev73yq4E8JLcPQsognCDCRs4z4OM_C3JbRsilH7kwwD6mmTvDdx1wbyjoLuPaI/s1600/pdafcv.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZYxuZ3i3wAUvt5Cxz12TYx1aHkxbxlYVsbjmN0sqv33gFECnTvm_ZdrTzpudKn2kZdUtXklnO_OeA_ev73yq4E8JLcPQsognCDCRs4z4OM_C3JbRsilH7kwwD6mmTvDdx1wbyjoLuPaI/s1600/pdafcv.jpg" height="219" width="320" /></a></div>
Las familias adoptantes conocemos de primera mano la labor impagable que realizan las familias acogedoras con los menores tutelados. Una parte importante de los menores que pasan a adopción han estado previamente en familias que realizan un acogimiento simple o de urgencia. Estas familias les abren sus casa y sus corazones, queriéndolos como a hijos propios, tratandoles sus dolencias, enseñandoles a vivir en familia y preparandolos para el paso a su futura familia o su vuelta a la familia biológica, demostrando su extraordinaria calidad humana. Todos los expertos están de acuerdo en que este recurso es imprescindible y que el beneficio para los menores es innegable.<br />
La Conselleria de Benestar Social, con su política de recortes en servicios sociales, ha llevado a las familias al límite: pagando los acogimientos mal y tarde, no proporcionando asistencia de técnicos y psicólogos de apoyo, ni recursos adicionales de asistencia sanitaria... en definitiva abandonando a los menores y a las familias a su suerte.<br />
Las últimas medidas legislativas han acabado de soliviantar a las familias. Por eso se ha constituido la Plataforma para la Defensa del Acogimiento Familiar de la Comunidad Valenciana, integrada por asociaciones y familias, para denunciar la situación y promover movilizaciones a favor del acogimiento familiar.<br />
<br />
Para más información <br />
<a href="https://www.facebook.com/groups/pdafcv/?fref=ts">https://www.facebook.com/groups/pdafcv/?fref=ts</a>Anonymoushttp://www.blogger.com/profile/00640988275015258744noreply@blogger.com0tag:blogger.com,1999:blog-5457461554040185829.post-6086565550357282532015-01-14T02:55:00.004-08:002015-01-14T02:55:56.584-08:00Más transparencia y garantías en los procesos de adopción nacionalEn la Comunidad Valenciana, las familias solicitantes de adopción nacional esperamos durante largos años con una falta de información casi absoluta sobre la evolución del proceso, que sólo se ve aliviada por la información que circula en foros y grupos de facebook. Aunque existen teléfonos que las familias podemos utilizar para solicitar información a la administración, las respuestas suelen ser bastante vagas: "el proceso va muy lento", "tened paciencia", "todavía os faltan varios años"... Es paradógico que la adopción nacional sea mucho más oscura que la internacional, teniendo a la administración responsable tan cerca de casa. Esa falta de información no puede responder más que a la <u>desidia</u> y <u>falta de empatía</u> de la administración hacia las familias solicitantes.<br />
<br />
Desde la asociación ADOPTANTS hemos pedido listas públicas de asignaciones y de expedientes en espera desde hace años, pero hasta la fecha no hemos tenido éxito. Ya existe una lista de familias en espera para niños sanos entre 0 y 1 año (en la lista aparece el número de expediente y la fecha de solicitud, de manera que es anónima y se preserva la intimidad de las familias). Del mismo modo, la Consellería de Benestar Social <u>debería</u> publicar en su página web las listas de expedientes en espera para otros perfiles. De esta manera, las familias que inician su proceso o que ya llevan varios años de espera podrían hacer un seguimiento del ritmo de asignaciones que ayudaría a pasar el tiempo de espera sin tantas incertidumbres.<br />
<br />
Muy recientemente hemos conocido una resolución del Síndic de Greuges de Catalunya que exige a la administración una información actualizada. Esta noticia nos anima a seguir en nuestra lucha. Como se dice en la noticia, <u>la transparencia es una obligación de la administración</u>.<br />
<br />
Reproducimos la noticia a continuación.<br />
<br />
<br />
<h3>
El Síndic exige más transparencia y garantías en los procesos de adopción nacional</h3>
<div class="data">
09/01/2015</div>
<div class="entradeta">
Ha detectado carencias en la gestión de la lista de espera y en la información que se da a las familias<br />
Propone que el ICAA utilice un sistema que preserve los datos
confidenciales, como un código alfanumérico, que permita informar a los
interesados del lugar que ocupan<br />
Tener una visión más precisa del estado del ofrecimiento de adopción
puede ayudar a reducir la angustia de las familias en lista de espera</div>
<img alt="(c) Jordi Soteras" class="left" src="http://www.sindic.cat/cms/include/getThumb.asp?img=/site/unitFiles/3770/%28c%29Jordi_Soteras.jpg&width=295&height=210&method=w&doNotEnlarge" />El
Síndic ha recomendado al Instituto Catalán del Acogimiento y la
Adopción (ICAA) que proporcione información oficial de los movimientos
que se producen en las asignaciones de familias de los niños en adopción
nacional en el trascurso del tiempo de espera.<br />
El Síndic ha hecho esta recomendación después de detectar importantes
carencias en la gestión de la lista de espera y en la información que
reciben las familias sobre la tramitación de sus ofrecimientos de
adopción. Las personas interesadas se quejan de que el ICAA no les
informa sobre el lugar que ocupan en la llamada “lista de espera” para
adoptar un niño, y que la única respuesta que reciben respecto al
cálculo aproximado de tiempo que deben continuar esperando.<br />
Rafael Ribó ha apelado a la <u>obligación de las administraciones de
actuar de acuerdo con el principio de transparencia</u>. Además, considera
que tener una visión más precisa del estado del proceso del expediente
de adopción permitiría reducir la angustia que provoca la larga espera
en los procesos de adopción, aún teniendo en cuenta que las asignaciones
deben realizarse en favor del interés de los niños y de acuerdo con sus
necesidades.<br />
Según el ICAA actualmente se informa a los interesados sobre el
estado de tramitación de su ofrecimiento, tanto telefónica como
presencialmente. El Síndic ha reclamado, <u>en aras del principio de
transparencia, que proporcione información más extensa respecto al resto
de candidatos y de los movimientos que tengan lugar</u>. En este sentido,
recuerda el derecho de los ciudadanos a conocer, en cualquier momento,
el estado de tramitación de los procedimientos en los que ostenten la
condición de interesados.<br />
El derecho de acceso a la información pública y el derecho a la
intimidad no son derechos antagónicos sino que deben ser vistos también
como dos derechos complementarios que tienen por finalidad proteger las
libertades personales frente a los poderes públicos, y ambos están
relacionados con la obligación de las autoridades públicas de rendir
cuentas y por esta razón propone que el ICAA utilice un sistema que
preserve las datos confidenciales, como un código alfanumérico, que sólo
conociera cada familia/persona, que permita informar a los interesados
del lugar que ocupan. Esta información pública, debería respetar
estrictamente los derechos y datos de los niños y adolescentes y de las
personas en lista de espera.<br />
Se debería valorar también que con el sistema escogido se incluyeran
los campos necesarios para hacer constar diferentes aspectos como tipo
de familia, perfil de niño de su ofrecimiento y fecha del mismo, fecha
de la idoneidad administrativa o judicial.<br />
La revisión del sistema aportaría <u>rigor a la tramitación de los
procesos de adopción</u> y los dotaría de <u>más seguridad jurídica</u>, ya que
permitiría ejercer un mayor control y supervisión de la gestión y
movimientos de los mismos.Anonymoushttp://www.blogger.com/profile/00640988275015258744noreply@blogger.com0tag:blogger.com,1999:blog-5457461554040185829.post-81216222357190728782014-09-21T13:19:00.000-07:002014-09-21T13:19:19.095-07:00Evolución de la adopción nacional en el primer semestre de 2014La asociación ADOPTANTS ha vuelto a dirigirse a la Dirección General del Menor para conocer el ritmo de asignaciones y el número de familias con certificado de idoneidad vigente que se encuentran actualmente en espera. Os ofrecemos aquí los datos que hemos recibido.<br />
<br />
<div>
<span style="font-family: Arial;">1.- Número de acogimientos preadoptivos que se han
acordado en el semestre: 49, de los cuales 24 corresponden a menores de
necesidades especiales con la siguiente distribución:</span></div>
<dl>
<dl>
<dl>
<dl>
<dl>
<dl><dd>
<table cellpadding="0" cellspacing="0" style="height: 238px; width: 231px;">
<colgroup></colgroup><tbody>
<tr><td><span style="font-family: Arial;">
</span></td></tr>
</tbody><colgroup><col width="148"></col>
<col width="81"></col></colgroup>
<tbody>
<tr>
<td height="19" style="border-bottom: #000000 1px solid; border-left: #000000 1px solid; border-right: medium none; border-top: #000000 1px solid; padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;" width="148">
<span style="font-family: Arial;">Mayores de 6años</span></td>
<td style="border-bottom: #000000 1px solid; border-left: #000000 1px solid; border-right: #000000 1px solid; border-top: #000000 1px solid; padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;" width="81">
<div align="center">
<span style="font-family: Arial;">3</span></div>
</td></tr>
<tr>
<td height="20" style="border-bottom: #000000 1px solid; border-left: #000000 1px solid; border-right: medium none; border-top: medium none; padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;" width="148">
<span style="font-family: Arial;">Grupos dos hermanos</span></td>
<td style="border-bottom: #000000 1px solid; border-left: #000000 1px solid; border-right: #000000 1px solid; border-top: #000000 1px solid; padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;" width="81">
<div align="center">
<span style="font-family: Arial;">6</span></div>
</td></tr>
<tr>
<td height="20" style="border-bottom: #000000 1px solid; border-left: #000000 1px solid; border-right: medium none; border-top: medium none; padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;" width="148">
<span style="font-family: Arial;">Discapacidad física</span></td>
<td style="border-bottom: #000000 1px solid; border-left: #000000 1px solid; border-right: #000000 1px solid; border-top: #000000 1px solid; padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;" width="81">
<div align="center">
<span style="font-family: Arial;">3</span></div>
</td></tr>
<tr>
<td height="20" style="border-bottom: #000000 1px solid; border-left: #000000 1px solid; border-right: medium none; border-top: medium none; padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;" width="148">
<span style="font-family: Arial;">Etnia/Raza</span></td>
<td style="border-bottom: #000000 1px solid; border-left: #000000 1px solid; border-right: #000000 1px solid; border-top: #000000 1px solid; padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;" width="81">
<div align="center">
<span style="font-family: Arial;">3</span></div>
</td></tr>
<tr>
<td height="20" style="border-bottom: #000000 1px solid; border-left: #000000 1px solid; border-right: medium none; border-top: medium none; padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;" width="148">
<span style="font-family: Arial;">Otros</span></td>
<td style="border-bottom: #000000 1px solid; border-left: #000000 1px solid; border-right: #000000 1px solid; border-top: #000000 1px solid; padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;" width="81">
<div align="center">
<span style="font-family: Arial;">6</span></div>
</td></tr>
<tr>
<td height="20" style="border-bottom: #000000 1px solid; border-left: #000000 1px solid; border-right: medium none; border-top: medium none; padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;" width="148">
<span style="font-family: Arial;">más
de 1 necesidad</span></td>
<td style="border-bottom: #000000 1px solid; border-left: #000000 1px solid; border-right: #000000 1px solid; border-top: #000000 1px solid; padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;" width="81">
<div align="center">
<span style="font-family: Arial;">3</span></div>
</td></tr>
<tr>
<td height="19" style="border-bottom: #000000 1px solid; border-left: #000000 1px solid; border-right: medium none; border-top: medium none; padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;" width="148">
<div align="center">
<span style="font-family: Arial;"><b>TOTAL</b></span></div>
</td>
<td style="border-bottom: #000000 1px solid; border-left: #000000 1px solid; border-right: #000000 1px solid; border-top: #000000 1px solid; padding-bottom: 0cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;" width="81">
<div align="center">
<span style="font-family: Arial;"><b>24</b></span></div>
</td></tr>
</tbody></table>
</dd></dl>
</dl>
</dl>
</dl>
</dl>
</dl>
<div style="margin-bottom: 0cm;">
<span style="font-family: Arial;"><b>Otros:</b> En la
mayor parte de los casos se trata de menores con retraso evolutivo o con
factores de riesgo para su desarrollo (prematuridad, sufrimiento fetal), pero en
los que aún no se ha determinado si éstas circunstancias darán o no lugar a una
discapacidad</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-family: Arial;"><b>Más de 1
necesidad: </b><span style="font-weight: normal;">Un menor mayor de seis años que
pertenece aun grupo de dos hermanos; una menor con discapacidad psíquica
perteneciente a un grupo de dos hermanos y un menor mayor de seis años con
discapacidad física.</span></span></div>
<div style="margin-bottom: 0cm;">
<br /></div>
<div style="margin-bottom: 0cm;">
<span style="font-weight: normal;"><span style="font-family: Arial;"><span> </span>2.- Número
de expedientes de familias con la idoneidad vigente a 16 de julio de
2014:179, con la siguiente distribución por año de presentación de la
solicitud.</span></span><span style="font-weight: normal;"></span></div>
<div style="margin-bottom: 0cm;">
</div>
<table border="0" cellspacing="0" cols="12">
<colgroup span="12" width="39"></colgroup><tbody>
<tr><td><br /></td>
</tr>
</tbody><tbody>
<tr>
<td align="right" height="20" style="border-bottom: #000000 1px solid; border-left: #000000 1px solid; border-right: #000000 1px solid; border-top: #000000 1px solid;"><span style="font-family: Arial;">2002</span></td>
<td align="right" style="border-bottom: #000000 1px solid; border-left: #000000 1px solid; border-right: #000000 1px solid; border-top: #000000 1px solid;"><span style="font-family: Arial;">2003</span></td>
<td align="right" style="border-bottom: #000000 1px solid; border-left: #000000 1px solid; border-right: #000000 1px solid; border-top: #000000 1px solid;"><span style="font-family: Arial;">2004</span></td>
<td align="right" style="border-bottom: #000000 1px solid; border-left: #000000 1px solid; border-right: #000000 1px solid; border-top: #000000 1px solid;"><span style="font-family: Arial;">2005</span></td>
<td align="right" style="border-bottom: #000000 1px solid; border-left: #000000 1px solid; border-right: #000000 1px solid; border-top: #000000 1px solid;"><span style="font-family: Arial;">2006</span></td>
<td align="right" style="border-bottom: #000000 1px solid; border-left: #000000 1px solid; border-right: #000000 1px solid; border-top: #000000 1px solid;"><span style="font-family: Arial;">2007</span></td>
<td align="right" style="border-bottom: #000000 1px solid; border-left: #000000 1px solid; border-right: #000000 1px solid; border-top: #000000 1px solid;"><span style="font-family: Arial;">2008</span></td>
<td align="right" style="border-bottom: #000000 1px solid; border-left: #000000 1px solid; border-right: #000000 1px solid; border-top: #000000 1px solid;"><span style="font-family: Arial;">2009</span></td>
<td align="right" style="border-bottom: #000000 1px solid; border-left: #000000 1px solid; border-right: #000000 1px solid; border-top: #000000 1px solid;"><span style="font-family: Arial;">2010</span></td>
<td align="right" style="border-bottom: #000000 1px solid; border-left: #000000 1px solid; border-right: #000000 1px solid; border-top: #000000 1px solid;"><span style="font-family: Arial;">2011</span></td>
<td align="right" style="border-bottom: #000000 1px solid; border-left: #000000 1px solid; border-right: #000000 1px solid; border-top: #000000 1px solid;"><span style="font-family: Arial;">2012</span></td>
<td align="right" style="border-bottom: #000000 1px solid; border-left: #000000 1px solid; border-right: #000000 1px solid; border-top: #000000 1px solid;"><span style="font-family: Arial;">2013</span></td></tr>
<tr>
<td align="right" height="20" style="border-bottom: #000000 1px solid; border-left: #000000 1px solid; border-right: #000000 1px solid; border-top: #000000 1px solid;"><span style="font-family: Arial;">1</span></td>
<td align="right" style="border-bottom: #000000 1px solid; border-left: #000000 1px solid; border-right: #000000 1px solid; border-top: #000000 1px solid;"><span style="font-family: Arial;">0</span></td>
<td align="right" style="border-bottom: #000000 1px solid; border-left: #000000 1px solid; border-right: #000000 1px solid; border-top: #000000 1px solid;"><span style="font-family: Arial;">0</span></td>
<td align="right" style="border-bottom: #000000 1px solid; border-left: #000000 1px solid; border-right: #000000 1px solid; border-top: #000000 1px solid;"><span style="font-family: Arial;">1</span></td>
<td align="right" style="border-bottom: #000000 1px solid; border-left: #000000 1px solid; border-right: #000000 1px solid; border-top: #000000 1px solid;"><span style="font-family: Arial;">7</span></td>
<td align="right" style="border-bottom: #000000 1px solid; border-left: #000000 1px solid; border-right: #000000 1px solid; border-top: #000000 1px solid;"><span style="font-family: Arial;">70</span></td>
<td align="right" style="border-bottom: #000000 1px solid; border-left: #000000 1px solid; border-right: #000000 1px solid; border-top: #000000 1px solid;"><span style="font-family: Arial;">14</span></td>
<td align="right" style="border-bottom: #000000 1px solid; border-left: #000000 1px solid; border-right: #000000 1px solid; border-top: #000000 1px solid;"><span style="font-family: Arial;">30</span></td>
<td align="right" style="border-bottom: #000000 1px solid; border-left: #000000 1px solid; border-right: #000000 1px solid; border-top: #000000 1px solid;"><span style="font-family: Arial;">38</span></td>
<td align="right" style="border-bottom: #000000 1px solid; border-left: #000000 1px solid; border-right: #000000 1px solid; border-top: #000000 1px solid;"><span style="font-family: Arial;">13</span></td>
<td align="right" style="border-bottom: #000000 1px solid; border-left: #000000 1px solid; border-right: #000000 1px solid; border-top: #000000 1px solid;"><span style="font-family: Arial;">3</span></td>
<td align="right" style="border-bottom: #000000 1px solid; border-left: #000000 1px solid; border-right: #000000 1px solid; border-top: #000000 1px solid;"><span style="font-family: Arial;">2</span></td></tr>
</tbody></table>
<div style="margin-bottom: 0cm;">
<span style="font-family: Arial;">Deben tener presente que
este dato está sujeto a diversas causas de variación (por ejemplo:
desistimientos, caducidad de la idoneidad, asignaciones, nuevas declaraciones de
idoneidad, etc), por lo que el dato siempre es válido para una fecha
determinada.</span></div>
Anonymoushttp://www.blogger.com/profile/00640988275015258744noreply@blogger.com1tag:blogger.com,1999:blog-5457461554040185829.post-79846934897188443322014-04-23T01:25:00.000-07:002014-04-23T01:25:17.282-07:00Bye bye a la "lista de bebés de renuncia"<!--[if gte mso 9]><xml>
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<span style="color: blue;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;"><span style="color: black;">Desde hace un par de meses la Consellería de Benestar Social ha cambiado el nombre del listado para el acogimiento preadoptivo de menores con consentimiento paterno, la conocida como lista de "bebés de renuncia"</span></span></span><span style="color: blue;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;"><span style="color: black;"><span data-ft="{"tn":"K"}" data-reactid=".l.1:3:1:$comment662503490495336_662503747161977:0.0.$right.0.$left.0.0.0:$comment-body" dir="ltr"><span class="UFICommentBody" data-reactid=".l.1:3:1:$comment662503490495336_662503747161977:0.0.$right.0.$left.0.0.0:$comment-body.0"><span data-reactid=".l.1:3:1:$comment662503490495336_662503747161977:0.0.$right.0.$left.0.0.0:$comment-body.0.$end:0:$2:0">, por "menores de menos de un año sin necesidades especiales". Adoptants se ha interesado por el cambio de denominación y esta es la respuesta que hemos recibido.</span></span></span></span> </span></span></div>
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<br /></div>
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<span style="color: blue;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;">Como podrán comprobar, la denominación del listado se ha
modificado, ya que el criterio de asignación de familia para todos los menores
de menos de un año que no presenten necesidades especiales es el mismo, con
independencia de que la adoptabilidad se derive de la decisión de sus
padres de consentir la adopción o de otra situación de desprotección. Este
listado se utiliza, por tanto, para seleccionar familias entre sesiones
del Consejo cuando es necesario proponer una adopción que cuenta con el
asentimiento de los progenitores, pero también se emplea para las restantes
propuestas de adopción de menores que no hayan cumplido un año y no
presentan necesidades especiales. Lo que diferencia estos últimos casos de los
anteriores es que la adoptabilidad del menor requiere de un análisis más
complejo, y por tanto, ha de estudiarse en una sesión del
Consejo, pero las familias que pueden proponerse son las mismas.</span></span></div>
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<br /></div>
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<span style="color: blue;"><span style="font-family: "Arial","sans-serif"; font-size: 10pt;"><span style="color: black;">Uno de los principales objetivos de Adoptants es que la Consellería extienda la publicación de listas a otros perfiles: mayores de un año, grupos de hermanos, necesidades especiales, etc. Ello contribuiría enormente a la transparencia del proceso de adopción y ayudaría a las familias a tener unas expectativas más realistas de los tiempos de espera.</span> </span></span></div>
Anonymoushttp://www.blogger.com/profile/00640988275015258744noreply@blogger.com0tag:blogger.com,1999:blog-5457461554040185829.post-45266025871320206582014-03-24T10:00:00.001-07:002014-03-27T05:24:18.334-07:00Adoptants recibe información de la Dirección General del Menor <span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">En respuesta a las preguntas de Adoptants, la Dirección General del Menor nos ha remitido la siguiente información estadística sobre los acogimientos preadoptivos constituidos durante el año 2013 y sobre el estado actual de los expedientes idóneos en espera de asignación.</span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><b>1. Acogimientos preadoptivos acordados durante el año 2013</b></span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">El Consejo de Adopción de Menores de la Geneneralitat acordó en 2013 un total de 107 acogimientos preadoptivos (48 en la provincia de Valencia, 26 en la de Alicante y 33 en la de Castellón). De estos, en 26 casos contaba con el asentimiento de los padres para la adopción. En 16 de las 26 adopciones consentidas la asignación de familia se hizo mediante el listado previsto para el procedimiento especial de selección de familias entre sesiones del Consejo. En los restantes casos, o el menor no era un recién nacido o presentaba algún problema de salud que requería, bien de una búsqueda promenorizada de familia, bien de revisiones médicas para determinar su evolución.</span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><b>2.- Menores con especial necesidad</b>.</span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">De los 107 acogimientos preadoptivos acordados, 42 corresponden a menores de necesidades especiales. Los perfiles de estos 42 menores se resumen a continuación:</span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Mayores de 6 años: 7</span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Grupo de 2 hermanos: 12</span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Síndrome de Down: 1</span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Discapacidad Física: 2</span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Discapacidad Psíquica: 1</span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Discapacidad Sensorial: 1</span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Etnia/Raza: 2</span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Otras necesidades: 2</span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Más de 1 necesidad: 14</span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">TOTAL: 42</span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><b>3.- Solicitudes de adopción nacional con declaración de idoneidad vigente y tramitación en activo, sin asignación a 26 de febrero de 2014.</b></span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Éste no es un
dato estático, ya que está sujeto a frecuentes variaciones debidas a la pérdida
de la vigencia de la idoneidad, nuevas declaraciones, asignaciones, suspensión
de la tramitación del expediente a instancia de parte o de oficio,
desistimiento, etc., por lo que sólo puede obtenerse en relación con una fecha
determinada. Actualmente el número de expedientes por año de solicitud es el siguiente</span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">2002 1</span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">2003 2</span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">2004 1</span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">2005 2</span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">2006 17</span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">2007 76</span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">2008 17</span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">2009 29</span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">2010 29</span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">2011 8</span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">2012 5</span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">TOTAL 187
</span></span>Anonymoushttp://www.blogger.com/profile/00640988275015258744noreply@blogger.com0tag:blogger.com,1999:blog-5457461554040185829.post-80901921365522670462013-06-17T12:41:00.003-07:002014-03-24T10:06:22.988-07:00REFORMA DE LA LEY DEL MENORhttp://www.antena3.com/noticias/sociedad/padres-biologicos-podran-visitar-hijos-que-dan-adopcion_2013061700217.html#
<b>REFORMA DE LA LEY DEL MENOR</b>
Los padres biológicos podrán visitar a los hijos que den en adopción
Los expertos aseguran que ayudaría al desarrollo de la personalidad del menor y agilizaría las adopciones. España es uno de los países europeos con más familias solicitantes, cerca de 33.000.
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</div>Anonymoushttp://www.blogger.com/profile/00640988275015258744noreply@blogger.com0tag:blogger.com,1999:blog-5457461554040185829.post-62919214249673144862013-06-06T09:52:00.000-07:002013-06-06T09:52:12.592-07:00Asamblea General Ordinaria de la Asociación ADOPTANTS correspondiente al ejercicio 2013
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Estimados
compañeros:<o:p></o:p></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Queda
convocada oficialmente la Asamblea General Ordinaria de la Asociación ADOPTANTS
correspondiente al ejercicio 2013, que tendrá lugar el próximo sábado 22 junio
en Ca Revolta, C/ Santa Teresa nº 10 Valencia 46001. Primera convocatoria:
18:30h.. Segunda convocatoria: 19:00h.<o:p></o:p></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><o:p> </o:p></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">El orden del
día de la Asamblea será el siguiente:<o:p></o:p></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><o:p> </o:p></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">-Aprobación
de los estatutos <o:p></o:p></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">-Aprobación
de la junta directiva<o:p></o:p></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">-Ratificación
de las altas de los asociados así como la aprobación de la cuota anual (10
euros)<o:p></o:p></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">-Información
pertinente a las acciones llevas a cabo hasta la fecha, conclusiones de la
reunión mantenida en la Sindicatura de Greuges, así como de las siguientes
citas establecidas.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><o:p></o:p></span><br /></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">-Próximos
pasos a seguir.<o:p></o:p></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">-Ruegos y
preguntas.<o:p></o:p></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Os esperamos
a todos.<o:p></o:p></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><o:p></o:p></span><br /></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Rut Martínez
Antón <o:p></o:p></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Presidenta.<o:p></o:p></span></div>
Anonymoushttp://www.blogger.com/profile/00640988275015258744noreply@blogger.com0tag:blogger.com,1999:blog-5457461554040185829.post-11697465239980950942013-05-26T12:25:00.000-07:002013-05-26T13:17:59.654-07:00Los recortes afectarán al proceso de adopción en la Comunitat Adopcion Nacional Comunidad Valenciana<div class="MsoNormal" style="text-align: center;">
<span style="font-size: large;">Los recortes afectarán al proceso de adopción en la
Comunitat Adopcion Nacional Comunidad Valenciana</span></div>
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Las ya de por sí largas listas de espera en la tramitación
de adopciones se ampliarán aún más tras los recortes anunciados por la
Conselleria de Bienestar Social en los equipos psicosociales, encargados de
realizar los informes para las adopciones nacionales e internacionales.</div>
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La nueva adjudicación de servicios de estos grupos de
trabajo, que se componen de un psicólogo y un trabajador social, recoge una
disminución de un 50% de la cantidad de trabajadores que se contratarán a
partir del próximo 7 de julio.</div>
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De esta forma, si en Alicante había tres grupos, conformados
por seis profesionales, a partir del próximo mes se reducirá a uno y medio
(tres trabajadores), mientras que en la provincia de Valencia se pasa de seis a
tres y en Castellón sólo permanecerá medio equipo.</div>
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La Federación de Enseñanza de CC OO denunció ayer esta
situación y alarmó de las graves consecuencias que provocará la disminución de
profesionales en esta área, desde el aumento en el periodo de tiempo en que se
realicen las adopciones hasta el precario servicio de seguimiento que se
realizará en las mismas.</div>
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“Desde Conselleria justifican esta enorme reducción en la
disminución de las solicitudes de adopciones a causa de la crisis y a las
dificultades en la adopción internacional que van surgiendo en los países de
origen”, afirma el sindicato.</div>
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Unas medidas que el delegado de Familia, Infancia y Juventud
de CC OO reconoce, pero que, “en ningún caso justifican el recorte”, ya que “el
número de adopciones nacionales ha ido en aumento los últimos años y, además,
las solicitudes no han disminuido”.</div>
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“Este servicio nació en 1998 debido a la gran demanda que
existía, que ha ido en aumento desde ese momento, no entendemos este recorte
brutal”, afirmó la delegada sindical de Valencia, Carmen Torment, quien además
señaló que una menor calidad en el seguimiento tras la adopción se traducirá en
un mayor fracaso del proceso, que calificó como una “verdadera tragedia para
las familias”.</div>
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Periodos</div>
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Torment afirmó que la adopción nacional de un niño sano
suele durar alrededor de 6 años, un periodo que se reduce en el caso de que los
menores se encuentren enfermos o sean grupos de hermanos. Tras los recortes, la
delegada sindical asegura que este tiempo se extenderá, aunque no ha sabido
precisar en cuánto.</div>
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Las tareas que llevan a cabo estos equipos, como la
valoración que realizan cuando se deriva la solicitud presentada por la
familia, el informe de idoneidad, y actualización cuando se producen cambios
significativos en la propia familia, han permitido la expedición a lo largo del
pasado año de 266 informes en Alicante, así como también de 62 informes de
seguimiento y 240 entrevistas de servicio post-adoptivo.</div>
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Fuente: diarioinformacion.com</div>
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Anonymoushttp://www.blogger.com/profile/00640988275015258744noreply@blogger.com0tag:blogger.com,1999:blog-5457461554040185829.post-58987254585604972892013-05-26T12:18:00.002-07:002013-05-26T12:22:39.181-07:00El Senado propone sacar a los más pequeños de los centros tuteladosA grandes males, grandes remedios. El Senado considera necesario desalojar de los centros de menores a los niños de entre cero y seis años y ponerlos bajo la protección de familias de acogida. Es una de las principales propuestas de la comisión parlamentaria creada para sentar las bases de la futura Ley de Adopción Nacional y Acogimiento Familiar, que concluirá su dictamen el próximo día 20. Este diagnóstico, que supondrá un giro radical en la situación de los menores tutelados por la Administración, cuenta con el respaldo de todos los grupos parlamentarios, y será enviado al Congreso de los Diputados el 3 de noviembre.
España figura a la cabeza de Europa occidental en número de menores institucionalizados, un dato considerado dramático por la gran mayoría de los expertos que han comparecido ante los senadores a lo largo de estos dos últimos años. Es imposible conocer la cifra oficial de menores tutelados en España por abandono o desamparo, ya que la variedad de tutelajes según cada comunidad autónoma ha dado lugar a un archipiélago legal de escasa porosidad. Pero de los datos aportados a la comisión pueden cifrarse estos menores -hasta los 18 años- entre 35.000 y 40.000, de los cuales alrededor de un 25% no ha cumplido aún los seis año...
http://elpais.com/diario/2010/10/18/sociedad/1287352802_850215.html
Anonymoushttp://www.blogger.com/profile/00640988275015258744noreply@blogger.com0