tag:blogger.com,1999:blog-66010100389230985032024-03-11T21:53:54.783-07:00ComunicateEspecialistas en audición y lenguajeComunicatehttp://www.blogger.com/profile/03611727576881002034noreply@blogger.comBlogger354125tag:blogger.com,1999:blog-6601010038923098503.post-31141242459266879102024-03-11T04:19:00.000-07:002024-03-11T04:19:27.561-07:00TENER UNA BUENA BASE LECTOESCRITORA. <p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7VR8BLnQz2dg2a3GygVQEt1nViNc-adcC_obRJsCeRFjLar5IFOAeOkeoPjFYu8TwSFT6XdlcgxDoJA1MOtYH4R2YIZcOVuUTWaGetbHTWZLD03AyKt2S4ec-ZkgBmvdujAqTCqMolbEk/s398/oie_transparent.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><span style="font-size: medium;"><img border="0" data-original-height="398" data-original-width="398" height="123" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7VR8BLnQz2dg2a3GygVQEt1nViNc-adcC_obRJsCeRFjLar5IFOAeOkeoPjFYu8TwSFT6XdlcgxDoJA1MOtYH4R2YIZcOVuUTWaGetbHTWZLD03AyKt2S4ec-ZkgBmvdujAqTCqMolbEk/w123-h123/oie_transparent.png" width="123" /><span style="font-family: "Bookman Old Style", serif; text-align: justify; text-indent: 35.4pt;">Buenos días a tod@s;</span></span></a></div><p></p><div class="separator" style="clear: both; text-align: center;">
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;"><span style="font-family: "Bookman Old Style", serif; line-height: 150%;"><span style="font-size: medium;">Hoy os quiero hablar de la importancia de establecer
una buena base en la lectoescritura en los más pequeños. <o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;"><span style="font-size: medium;"><span style="background: white none repeat scroll 0% 0%; color: #222222; font-family: "Bookman Old Style", serif; line-height: 150%;">La lectura es una herramienta básica
y fundamental que pone en marcha nuestras funciones cognitivas, estimula
nuestra inteligencia, desarrolla la creatividad y la fantasía de los niños.</span><span style="font-family: "Bookman Old Style", serif; line-height: 150%;"><o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;"><span style="font-size: medium;"><span style="background: white none repeat scroll 0% 0%; color: #222222; font-family: "Bookman Old Style", serif; line-height: 150%;"> La escritura nos permite
organizar y estructurar nuestro pensamiento y sentimientos, y posibilita a los
niños a expresarse de una forma diferente.</span><span style="font-family: "Bookman Old Style", serif; line-height: 150%;"><o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;"><span style="font-size: medium;"><span style="background: white none repeat scroll 0% 0%; color: #222222; font-family: "Bookman Old Style", serif; line-height: 150%;">Desde el cole, debemos estimular el
lenguaje en la etapa de 4-7 años en todas sus formas posibles, ya que en muchas
ocasiones nos olvidamos de aspectos muy importantes. </span><span style="font-family: "Bookman Old Style", serif; line-height: 150%;"><o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: justify;"><span style="background: white none repeat scroll 0% 0%; color: #222222; font-family: "Bookman Old Style", serif; line-height: 150%;"><span style="font-size: medium;">Vamos a repasar los principales aspectos que
no debéis olvidar:<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: justify;"><span style="font-family: "Bookman Old Style", serif; line-height: 150%;"><span style="font-size: medium;"> </span></span></p>
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: justify;"><span style="font-size: medium;"><span style="background: white none repeat scroll 0% 0%; color: #222222; font-family: "Bookman Old Style", serif; line-height: 150%;">1. <b>Conciencia
fonológica</b>: </span><b><u><span style="background: white none repeat scroll 0% 0%; color: #222222; font-family: "Bookman Old Style", serif; line-height: 150%;"> </span></u></b><span style="background: white none repeat scroll 0% 0%; color: #222222; font-family: "Bookman Old Style", serif; line-height: 150%;">es
la capacidad para reconocer e identificar los sonidos que componen a las
palabras</span><span style="background: white none repeat scroll 0% 0%; color: #222222; font-family: "Bookman Old Style", serif; line-height: 150%;">. </span><span style="background: white none repeat scroll 0% 0%; color: #222222; font-family: "Bookman Old Style", serif; line-height: 150%;"><o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: justify;"><span style="background: white none repeat scroll 0% 0%; color: #222222; font-family: "Bookman Old Style", serif; line-height: 150%;"><span style="font-size: medium;">Consiste en aprender a diferenciar los fonemas como
expresiones acústicas mínimas para que las palabras adquieran significado.<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: justify;"><span style="font-size: medium;"><span style="background: white none repeat scroll 0% 0%; color: #222222; font-family: "Bookman Old Style", serif; line-height: 150%;"><!--[if gte vml 1]><v:shapetype id="_x0000_t75"
coordsize="21600,21600" o:spt="75" o:preferrelative="t" path="m@4@5l@4@11@9@11@9@5xe"
filled="f" stroked="f">
<v:stroke joinstyle="miter"/>
<v:formulas>
<v:f eqn="if lineDrawn pixelLineWidth 0"/>
<v:f eqn="sum @0 1 0"/>
<v:f eqn="sum 0 0 @1"/>
<v:f eqn="prod @2 1 2"/>
<v:f eqn="prod @3 21600 pixelWidth"/>
<v:f eqn="prod @3 21600 pixelHeight"/>
<v:f eqn="sum @0 0 1"/>
<v:f eqn="prod @6 1 2"/>
<v:f eqn="prod @7 21600 pixelWidth"/>
<v:f eqn="sum @8 21600 0"/>
<v:f eqn="prod @7 21600 pixelHeight"/>
<v:f eqn="sum @10 21600 0"/>
</v:formulas>
<v:path o:extrusionok="f" gradientshapeok="t" o:connecttype="rect"/>
<o:lock v:ext="edit" aspectratio="t"/>
</v:shapetype><v:shape id="Imagen_x0020_1" o:spid="_x0000_i1029" type="#_x0000_t75"
style='width:425.25pt;height:239.25pt;visibility:visible;mso-wrap-style:square'>
<v:imagedata src="file:///C:\Users\monica\AppData\Local\Temp\msohtmlclip1\01\clip_image001.png"
o:title=""/>
</v:shape><![endif]--></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: medium;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipF81RqhRIWOuX5KpNxU_OwHI8b_49Bcea-qjRftOvQo85vZYAo40mWNnqFUVIcPdOYCoIxtU7Kj48QO1qXZEp8Ur3TSl_hxvB8tmMpg5KpL-8QnqFPm5hb12v-_GYd3qSOmjUcaAFsVDA/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="319" data-original-width="567" height="272" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipF81RqhRIWOuX5KpNxU_OwHI8b_49Bcea-qjRftOvQo85vZYAo40mWNnqFUVIcPdOYCoIxtU7Kj48QO1qXZEp8Ur3TSl_hxvB8tmMpg5KpL-8QnqFPm5hb12v-_GYd3qSOmjUcaAFsVDA/w483-h272/image.png" width="483" /></a></span></div><span style="font-size: medium;"><br /><span style="background: white none repeat scroll 0% 0%; color: #222222; font-family: "Bookman Old Style", serif; line-height: 150%;"><o:p></o:p></span></span><p></p>
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: justify;"><span style="font-size: medium;"><span style="background: white none repeat scroll 0% 0%; color: #222222; font-family: "Bookman Old Style", serif; line-height: 150%;"><br />
<b>2. Comprensión lectora:</b> </span><span style="background: white none repeat scroll 0% 0%; color: #222222; font-family: "Bookman Old Style", serif; line-height: 150%;">La
comprensión lectora es una destreza lingüística que se basa en la interpretación
completa de un texto escrito. Básicamente es la capacidad de entender lo que
lees. No es suficiente con conocer el significado de cada una de las palabras
que forman parte del texto, es necesario tener una comprensión global de lo que
se está leyendo.</span><span style="background: white none repeat scroll 0% 0%; color: #222222; font-family: "Bookman Old Style", serif; line-height: 150%;"><o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: justify;"><span style="font-size: medium;"><span style="background: white none repeat scroll 0% 0%; color: #222222; font-family: "Bookman Old Style", serif; line-height: 150%;"><!--[if gte vml 1]><v:shape id="Imagen_x0020_2"
o:spid="_x0000_i1028" type="#_x0000_t75" style='width:425.25pt;height:239.25pt;
visibility:visible;mso-wrap-style:square'>
<v:imagedata src="file:///C:\Users\monica\AppData\Local\Temp\msohtmlclip1\01\clip_image003.png"
o:title=""/>
</v:shape><![endif]--></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: medium;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglv0OC6lUEweISbMKvWjIcc2SX1217tMUkWJlZy4BMgL4dGL8QHqvvRPNUKIXwtcqVS05JlXiBWUjd0IA3wAqN1EnbpyHtHI0dniRI6pu9ITwE_08pOq3pWcVlCMhetjxr_Q8i-t4H6duN/" style="margin-left: 1em; margin-right: 1em;"></a><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglv0OC6lUEweISbMKvWjIcc2SX1217tMUkWJlZy4BMgL4dGL8QHqvvRPNUKIXwtcqVS05JlXiBWUjd0IA3wAqN1EnbpyHtHI0dniRI6pu9ITwE_08pOq3pWcVlCMhetjxr_Q8i-t4H6duN/" style="margin-left: 1em; margin-right: 1em;"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3wOeGBjJ_Yww1S1wCEs_mlLF0xKdPYBL-pvy4C_8KTW-K7jtckxka2xee1GOayRDnM8DtYF8rI_ilPS99Yu0YVJxvFMSDQLGrccN678tfeYmsqrc2k8JHej2zFtlm-yEBab_KjPxGl5GG/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="319" data-original-width="567" height="291" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3wOeGBjJ_Yww1S1wCEs_mlLF0xKdPYBL-pvy4C_8KTW-K7jtckxka2xee1GOayRDnM8DtYF8rI_ilPS99Yu0YVJxvFMSDQLGrccN678tfeYmsqrc2k8JHej2zFtlm-yEBab_KjPxGl5GG/w517-h291/image.png" width="517" /></a></div><br /></span></div><span style="font-size: medium;"><br /><span style="background: white none repeat scroll 0% 0%; color: #222222; font-family: "Bookman Old Style", serif; line-height: 150%;"><o:p></o:p></span></span><p></p>
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: justify;"><span style="font-size: medium;"><span style="background: white none repeat scroll 0% 0%; color: #222222; font-family: "Bookman Old Style", serif; line-height: 150%;"><o:p> </o:p></span><b><span style="background: white none repeat scroll 0% 0%; color: #222222; font-family: "Bookman Old Style", serif; line-height: 150%;">3. Expresión oral</span></b><span style="background: white none repeat scroll 0% 0%; color: #222222; font-family: "Bookman Old Style", serif; line-height: 150%;">, La expresión oral es un medio de comunicación
que consiste en expresar sin barreras lo que se piensa. Además, es la base para
el aprendizaje de los conocimientos de una persona con respecto al mundo que la
rodea, ya que es una herramienta que sirve para comunicar a nuestros semejantes
información, mensajes, ideas y sentimientos</span></span></p>
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: justify;"><span style="font-size: medium;"><span style="font-family: "Bookman Old Style", serif; line-height: 150%;"><!--[if gte vml 1]><v:shape id="Imagen_x0020_3" o:spid="_x0000_i1027"
type="#_x0000_t75" style='width:425.25pt;height:239.25pt;visibility:visible;
mso-wrap-style:square'>
<v:imagedata src="file:///C:\Users\monica\AppData\Local\Temp\msohtmlclip1\01\clip_image005.png"
o:title=""/>
</v:shape><![endif]--></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: medium;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJlmpN9R4Lk4HfvExKKqJ3oz92rsyq8A8HbAPZkBrS1xhf-HhE9NgRbMGUnRfDIXiRNv8f8oGX13z7QUUIm3qBG-zmfPtNCJWoPhxO4R5eHeyVEFjHC-RrBv3nlt-Mcqy4iMpNzGKm7rwk/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="319" data-original-width="567" height="292" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJlmpN9R4Lk4HfvExKKqJ3oz92rsyq8A8HbAPZkBrS1xhf-HhE9NgRbMGUnRfDIXiRNv8f8oGX13z7QUUIm3qBG-zmfPtNCJWoPhxO4R5eHeyVEFjHC-RrBv3nlt-Mcqy4iMpNzGKm7rwk/w519-h292/image.png" width="519" /></a></span></div><span style="font-size: medium;"><br /><span style="font-family: "Bookman Old Style", serif; line-height: 150%;"><o:p></o:p></span></span><p></p>
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 0cm 36pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18pt;"><span style="font-size: medium;"><br /></span></p><p class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; margin: 0cm 0cm 0cm 36pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18pt;"><span style="font-size: medium;"><span face="Corbel, sans-serif" style="color: #222222; line-height: 150%;"><span style="font-family: "Times New Roman"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><b><span style="background: white none repeat scroll 0% 0%; color: #222222; font-family: "Bookman Old Style", serif; line-height: 150%;">4.Expresión escrita</span></b><span style="font-family: "Bookman Old Style", serif; line-height: 150%;">. </span><span style="font-family: "Bookman Old Style", serif; line-height: 150%;">consiste en exponer, por medio de signos
convencionales y de forma ordenada, cualquier pensamiento o idea. Junto con la <a href="https://es.wikipedia.org/wiki/Expresi%C3%B3n_oral"><span color="windowtext" style="text-decoration-line: none;">expresión
oral</span></a>, la <a href="https://es.wikipedia.org/w/index.php?title=Comprensi%C3%B3n_auditiva&action=edit&redlink=1"><span color="windowtext" style="text-decoration-line: none;">comprensión
auditiva</span></a> y la <a href="https://es.wikipedia.org/wiki/Comprensi%C3%B3n_lectora"><span color="windowtext" style="text-decoration-line: none;">comprensión
lectora</span></a> forma parte de las cuatro habilidades lingüísticas básicas
necesarias para alcanzar la <a href="https://es.wikipedia.org/wiki/Competencia_comunicativa"><span color="windowtext" style="text-decoration-line: none;">competencia
comunicativa</span></a> en una lengua. </span><span style="background: white none repeat scroll 0% 0%; color: #222222; font-family: "Bookman Old Style", serif; line-height: 150%;">Saber escribir requiere
dominar procesos sintácticos, semánticos y gramaticales que aporten un
significado concreto al mensaje<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: justify;"><span style="font-size: medium;"><span style="font-family: "Bookman Old Style", serif; line-height: 150%;"><!--[if gte vml 1]><v:shape id="Imagen_x0020_4" o:spid="_x0000_i1026"
type="#_x0000_t75" style='width:425.25pt;height:239.25pt;visibility:visible;
mso-wrap-style:square'>
<v:imagedata src="file:///C:\Users\monica\AppData\Local\Temp\msohtmlclip1\01\clip_image007.png"
o:title=""/>
</v:shape><![endif]--></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: medium;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsbMpwHA4gw7RJc15hx5WAjK99sx7q3_XloysIL968aEdHtjsoP5xHTO7IB737qeeyZGhlWKc5j57O75gQ_z-Oo0uq55hY7VGb67ojEASwE6DXspPlLpHzYt-iZ3pYjaESbcuzNk-9XeAP/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="319" data-original-width="567" height="284" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsbMpwHA4gw7RJc15hx5WAjK99sx7q3_XloysIL968aEdHtjsoP5xHTO7IB737qeeyZGhlWKc5j57O75gQ_z-Oo0uq55hY7VGb67ojEASwE6DXspPlLpHzYt-iZ3pYjaESbcuzNk-9XeAP/w505-h284/image.png" width="505" /></a></span></div><span style="font-size: medium;"><br /><span style="font-family: "Bookman Old Style", serif; line-height: 150%;"><o:p></o:p></span></span><p></p>
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: justify;"><span style="font-size: medium;"><b><span style="font-family: "Bookman Old Style", serif; line-height: 150%;">5.
Comprensión o</span></b><span style="font-family: "Bookman Old Style", serif; line-height: 150%;"><b>ral:</b> implica desarrollar la capacidad de
escuchar para comprender lo que dicen los demás. Esta comprensión de textos
orales se fortalece cuando participamos frecuentemente en situaciones reales de
interacción, lo cual pasa necesariamente por la adquisición de actitudes
positivas para poner atención en lo que dice el interlocutor, respetar sus
ideas y hacer que se sienta escuchado<o:p></o:p></span></span></p>
<p class="MsoNormal" style="line-height: 150%; margin-bottom: 0cm; text-align: justify;"><span style="font-size: medium;"><span style="font-family: "Bookman Old Style", serif; line-height: 150%;"><!--[if gte vml 1]><v:shape id="Imagen_x0020_5" o:spid="_x0000_i1025"
type="#_x0000_t75" style='width:425.25pt;height:239.25pt;visibility:visible;
mso-wrap-style:square'>
<v:imagedata src="file:///C:\Users\monica\AppData\Local\Temp\msohtmlclip1\01\clip_image009.png"
o:title=""/>
</v:shape><![endif]--></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: medium;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEtozaujzyIk6D_vYhSNh_GVJMR-s6BmR4mGcAeQjYH4-FHkxUoQako2uvSvzdHUl4ER7tHFpMV3XSctnP948ghyTHow5EpI5TrgP0PjQwuJgtYfbFJTczCCd04FjIty-P89t1OTk8OFeW/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="319" data-original-width="567" height="274" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEtozaujzyIk6D_vYhSNh_GVJMR-s6BmR4mGcAeQjYH4-FHkxUoQako2uvSvzdHUl4ER7tHFpMV3XSctnP948ghyTHow5EpI5TrgP0PjQwuJgtYfbFJTczCCd04FjIty-P89t1OTk8OFeW/w487-h274/image.png" width="487" /></a></span></div><span style="font-size: medium;"><br /><span style="font-family: "Bookman Old Style", serif; line-height: 150%;"><o:p></o:p></span></span><p></p></div><p><span style="font-size: medium;">Para trabajar todos estos aspectos tenéis gran cantidad de recursos en el <span style="background-color: #fcff01;">curso mochila creativa del área de lengua</span>, en este curso encontraras una gran recopilación de recursos muy motivadores para los alumnos así como infinidad de plantillas para que fomentéis vuestra creatividad y realicéis vuestras propias actividades. </span></p><p><a href="https://comunicate-comunicame.blogspot.com/p/mochila-creativa-area-lengua.html"><span style="font-size: medium;">https://comunicate-comunicame.blogspot.com/p/mochila-creativa-area-lengua.html</span></a><br /></p><p><span style="font-size: medium;">Os dejo algunos ejemplos.</span></p><p><span style="font-size: medium;">!!! APÚNTATE, NO TE ARREPENTIRÁS!!! PRECIO MUY REDUCIDO<br /></span></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdDasit33WwKyEYQmOiMhEarZ4v4NQrjSJhZRNvzJjuL-27qycEuGHU9jWbc2tMTbr-9hIeZSB0iacDxCDqh2RLtjYq6wQwMzfVGCoOwDQXBtKrQXoRp2SKuRnQ-0GQA9UNZi3LQeglBMp/s1280/Diapositiva2.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="1280" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdDasit33WwKyEYQmOiMhEarZ4v4NQrjSJhZRNvzJjuL-27qycEuGHU9jWbc2tMTbr-9hIeZSB0iacDxCDqh2RLtjYq6wQwMzfVGCoOwDQXBtKrQXoRp2SKuRnQ-0GQA9UNZi3LQeglBMp/s320/Diapositiva2.JPG" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjauLXuLc-0g6I8ywCmt8QBO1-mGPReHxJgujDop1uLHGqzx9-awf8yGaKt4Twvt3EnWkS6EQMH4CokUGrXq8amLe-GiMD9JInHBj8UATM6IeeILw1810ohHXQ3toc_gy_3zG3fwIhbXk-N/s1280/Diapositiva7.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="1280" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjauLXuLc-0g6I8ywCmt8QBO1-mGPReHxJgujDop1uLHGqzx9-awf8yGaKt4Twvt3EnWkS6EQMH4CokUGrXq8amLe-GiMD9JInHBj8UATM6IeeILw1810ohHXQ3toc_gy_3zG3fwIhbXk-N/s320/Diapositiva7.JPG" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjqZ_SlsNzyyczcLKAtkKbivTpI9l1eQcmnpfxm5bnHu7Fu8zPu-_aHf74bcc1JNRgTStr7rmEH3mGNaxmGfo0GEfyVW1uZaQMHImx_OeQhRPqQUF1A5hkn1CGaCfs6PwZZAQtppY6iBqK/s1280/Diapositiva6.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="1280" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjqZ_SlsNzyyczcLKAtkKbivTpI9l1eQcmnpfxm5bnHu7Fu8zPu-_aHf74bcc1JNRgTStr7rmEH3mGNaxmGfo0GEfyVW1uZaQMHImx_OeQhRPqQUF1A5hkn1CGaCfs6PwZZAQtppY6iBqK/s320/Diapositiva6.JPG" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFy7Dkq8gwUMrNrvUMkzuDf7FjrpYvD3LHIauY2tDHWpxGyEWcPDk11VZ4L-JlnItowyW9NOZM8L0rt5Ly1oc-qaVtxJ6FmCfyQqZCT6yZpAJ-itePbxa6RWOR_V-VnC5JhwQGD9EZmgfW/s1280/Diapositiva2.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="1280" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFy7Dkq8gwUMrNrvUMkzuDf7FjrpYvD3LHIauY2tDHWpxGyEWcPDk11VZ4L-JlnItowyW9NOZM8L0rt5Ly1oc-qaVtxJ6FmCfyQqZCT6yZpAJ-itePbxa6RWOR_V-VnC5JhwQGD9EZmgfW/s320/Diapositiva2.JPG" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhD4zWGWLz-ZzkHErW3K56kCOsAQjrwJKjNO6t9AX3u9KeJMhcch6F70IzGjPJFBDuhFhMRAsvYrBN4jTgFg6bytzD0B4BBjqT6H2pfTYKAuqvZam6FYzcWx93c5ZAiWIciwdIYe6rTEBbt/s1280/Diapositiva2.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="1280" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhD4zWGWLz-ZzkHErW3K56kCOsAQjrwJKjNO6t9AX3u9KeJMhcch6F70IzGjPJFBDuhFhMRAsvYrBN4jTgFg6bytzD0B4BBjqT6H2pfTYKAuqvZam6FYzcWx93c5ZAiWIciwdIYe6rTEBbt/s320/Diapositiva2.JPG" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg581BY59U2hX5Nd48lbP1Sc4G8UDT-KmubMRN1P8Hw_syQy-pvkv774IZEQkUPOMNIdxJGfP7sD9lHUR34iD2ULJBHrwrP53C3m06h_PGdtJWlxyUXBi65_VQNnjCEDgyexThYWgXFqEee/s768/fichadelectura-150603041035-lva1-app6892-thumbnail-4.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="594" data-original-width="768" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg581BY59U2hX5Nd48lbP1Sc4G8UDT-KmubMRN1P8Hw_syQy-pvkv774IZEQkUPOMNIdxJGfP7sD9lHUR34iD2ULJBHrwrP53C3m06h_PGdtJWlxyUXBi65_VQNnjCEDgyexThYWgXFqEee/s320/fichadelectura-150603041035-lva1-app6892-thumbnail-4.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjadiqixYJvlD9oS6sZCssW6e3dm7j2SU35hZ82d_EN-zgpyzTRU5IL2Dze1emShinY4mpFRT01ZyIe3JAdKnM2Byoik6irsaVefP12i5CmNBnFDf-j7890vysy_oJPNM3ABFoFpbcjJjH7/s1280/Diapositiva11.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="1280" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjadiqixYJvlD9oS6sZCssW6e3dm7j2SU35hZ82d_EN-zgpyzTRU5IL2Dze1emShinY4mpFRT01ZyIe3JAdKnM2Byoik6irsaVefP12i5CmNBnFDf-j7890vysy_oJPNM3ABFoFpbcjJjH7/s320/Diapositiva11.JPG" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjl7N03x5Z938o2NGSdV9e8lWLOcnT37e5hU3eL9SZjYc4nKbBESK3OctBDZgLe65-1xpT7Te7uqNo4jQZnwA7cONKvrgIuXB1RRX5hb2atVWsWug8zaeEdZwhyphenhyphenZjLFm05VFKQpqig1uxX/s1280/Diapositiva2.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="1280" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjl7N03x5Z938o2NGSdV9e8lWLOcnT37e5hU3eL9SZjYc4nKbBESK3OctBDZgLe65-1xpT7Te7uqNo4jQZnwA7cONKvrgIuXB1RRX5hb2atVWsWug8zaeEdZwhyphenhyphenZjLFm05VFKQpqig1uxX/s320/Diapositiva2.JPG" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmzuDJ4hxleYbbzkV39aWrTj4N3R7TV5RGkEtic8o2PmnQWl7ct0s6XWqTXMB3_j8Xt0kPJ7tGPQa_baEMI8XbrJRzx1cdQzI0Ll-XNljf88oe4n3SMt5R-gmB2LPmUvYuAr8gx-WKE6e4/s1280/Diapositiva17.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="1280" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmzuDJ4hxleYbbzkV39aWrTj4N3R7TV5RGkEtic8o2PmnQWl7ct0s6XWqTXMB3_j8Xt0kPJ7tGPQa_baEMI8XbrJRzx1cdQzI0Ll-XNljf88oe4n3SMt5R-gmB2LPmUvYuAr8gx-WKE6e4/s320/Diapositiva17.JPG" width="320" /></a></div><br /><span style="font-size: medium;"><br /></span><p></p>Comunicatehttp://www.blogger.com/profile/08808127726181509796noreply@blogger.com0tag:blogger.com,1999:blog-6601010038923098503.post-86934117190410910832024-01-31T04:32:00.000-08:002024-01-31T05:02:03.028-08:00Actividades interactivas vocales<p> Hola a tod@s!!</p><p>Hoy os traigo una recopilación de actividades interactivas para trabajar la conciencia fonológica de las vocales. ! Ya sabéis que es super importante trabajar los sonidos!</p><p><span style="background-color: #01ffff;">letra U </span></p><p><a href="https://www.liveworksheets.com/w/es/audicion-y-lenguaje-al/152451 ">https://www.liveworksheets.com/w/es/audicion-y-lenguaje-al/152451 </a></p><p><a href="https://www.liveworksheets.com/w/es/ei/225827">https://www.liveworksheets.com/w/es/ei/225827</a></p><p><br /></p><p><span style="background-color: #fcff01;">letra A</span></p><p><a href=" https://www.liveworksheets.com/w/es/audicion-y-lenguaje-al/150928" target="_blank"> https://www.liveworksheets.com/w/es/audicion-y-lenguaje-al/150928</a></p><p><a href="https://www.liveworksheets.com/w/es/inicial-1/271258">https://www.liveworksheets.com/w/es/inicial-1/271258</a></p><p><span style="background-color: #04ff00;">letra o</span></p><p><a href=" https://www.liveworksheets.com/w/es/audicion-y-lenguaje-al/152414" target="_blank"> https://www.liveworksheets.com/w/es/audicion-y-lenguaje-al/152414</a></p><p><a href="https://www.liveworksheets.com/w/es/ei/225814">https://www.liveworksheets.com/w/es/ei/225814</a></p><p><span style="background-color: #ffa400;">letra i</span></p><p><a href=" https://www.liveworksheets.com/w/es/audicion-y-lenguaje-al/152342" target="_blank"> https://www.liveworksheets.com/w/es/audicion-y-lenguaje-al/152342</a></p><p><a href="https://www.liveworksheets.com/w/es/ei/225807">https://www.liveworksheets.com/w/es/ei/225807</a></p><p><span style="background-color: #d5a6bd;">letra e </span></p><p><a href="https://www.liveworksheets.com/w/es/audicion-y-lenguaje-al/150990">https://www.liveworksheets.com/w/es/audicion-y-lenguaje-al/150990</a></p><p><span style="background-color: #ff00fe;">todas:</span></p><p><a href="https://www.liveworksheets.com/w/es/lectoescritura/232191">https://www.liveworksheets.com/w/es/lectoescritura/232191</a></p><p><a href="https://www.liveworksheets.com/w/es/vocales/1782067">https://www.liveworksheets.com/w/es/vocales/1782067</a></p><p><a href="https://www.liveworksheets.com/w/es/comunicacion-y-lenguaje/1880060">https://www.liveworksheets.com/w/es/comunicacion-y-lenguaje/1880060</a></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p>Comunicatehttp://www.blogger.com/profile/03611727576881002034noreply@blogger.com0tag:blogger.com,1999:blog-6601010038923098503.post-82640130505410888802023-10-25T04:28:00.000-07:002023-10-25T04:28:11.366-07:00TRABAJAMOS B, D, T<div><font size="4"><b><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7VR8BLnQz2dg2a3GygVQEt1nViNc-adcC_obRJsCeRFjLar5IFOAeOkeoPjFYu8TwSFT6XdlcgxDoJA1MOtYH4R2YIZcOVuUTWaGetbHTWZLD03AyKt2S4ec-ZkgBmvdujAqTCqMolbEk/s398/oie_transparent.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="398" data-original-width="398" height="153" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7VR8BLnQz2dg2a3GygVQEt1nViNc-adcC_obRJsCeRFjLar5IFOAeOkeoPjFYu8TwSFT6XdlcgxDoJA1MOtYH4R2YIZcOVuUTWaGetbHTWZLD03AyKt2S4ec-ZkgBmvdujAqTCqMolbEk/w153-h153/oie_transparent.png" width="153" /></a></div><br />¡¡¡¡WOW!!!!</b></font></div><div><font size="4"><b>VAMOS A TRABAJAR LOS SONIDOS B, T Y D CON ESTE FANTASTICO MATERIAL.</b></font></div><div><font size="4"><b>TAMBIEN EN ARASAAC.</b></font></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYyfXn4B5IYbNCC7p3GI7e-0KI9dLrzHEgPbsqkLLAzrk3FPpi2vrT8-dJ98FJ7WUL2aTsp4eQTR2ZMMQ9ghRKnDpOTXraBz4MioXhvhud0mm5DIRpRXE0Ji9UUcC62ALhcmTPf_G4Rh05/" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1755" data-original-width="1241" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYyfXn4B5IYbNCC7p3GI7e-0KI9dLrzHEgPbsqkLLAzrk3FPpi2vrT8-dJ98FJ7WUL2aTsp4eQTR2ZMMQ9ghRKnDpOTXraBz4MioXhvhud0mm5DIRpRXE0Ji9UUcC62ALhcmTPf_G4Rh05/s320/Copia+de+Rodea+palabras+con+D_page-0003.jpg" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhaw8G6WmiPXL1j6hAQsQ5v-7mj4BRjQ_Q5UomzreH9izi07m2Q0JR0o8SGEhyRkIJVdxh4lBZ76XVLnl7V1dXxWjecvEf6t9VxMcBeo7mmDU0PwKL4D1bm6VmUsfm46QrfBTDGiIjrZYF8/" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1755" data-original-width="1241" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhaw8G6WmiPXL1j6hAQsQ5v-7mj4BRjQ_Q5UomzreH9izi07m2Q0JR0o8SGEhyRkIJVdxh4lBZ76XVLnl7V1dXxWjecvEf6t9VxMcBeo7mmDU0PwKL4D1bm6VmUsfm46QrfBTDGiIjrZYF8/s320/Copia+de+Rodea+palabras+con+D_page-0001.jpg" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9_aNt13auh-FH9ONY81aMbUEqDVsFPfFxjQ-zcyxyuRGJQ8WEDcYYABnfpwfNygefLTVGhjVYQJ5ZwM_95tq9c2baZhat-tsYEQHO7kaDlFVebop1i52NOAeksWoDZipge5XTKSvu690b/" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1755" data-original-width="1241" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9_aNt13auh-FH9ONY81aMbUEqDVsFPfFxjQ-zcyxyuRGJQ8WEDcYYABnfpwfNygefLTVGhjVYQJ5ZwM_95tq9c2baZhat-tsYEQHO7kaDlFVebop1i52NOAeksWoDZipge5XTKSvu690b/s320/Copia+de+Rodea+palabras+con+D_page-0002.jpg" /></a></div><div></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://drive.google.com/file/d/1fCk9sXThYJOed5O3APcfjtqSXnnir0uV/view?usp=sharing" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="217" data-original-width="314" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhi678QzCW1cpidVPrcaKHD5N-ycqNa0SB8SJAecsZRFFGoqM091sev21rGMRgrCbi3QZ-t_ZT_WhGXXVihRwijykGe2Il5Xair5bB90yo-aCfVmQj0NzbY3EIuonsRrN7Dqu4vxW-3yDbR/" /><br /></a></div><div class="separator" style="clear: both; text-align: center;"><font size="4"><b>http://www.arasaac.org/materiales.php?id_material=2658</b></font><a href="https://drive.google.com/file/d/1fCk9sXThYJOed5O3APcfjtqSXnnir0uV/view?usp=sharing" style="margin-left: 1em; margin-right: 1em;" target="_blank"></a></div><div class="separator" style="clear: both; text-align: center;"><font size="4"><b><br /></b></font></div><div class="separator" style="clear: both; text-align: center;"><font size="4"><div><font size="4"><b>TE RECUERDO QUE AÚN QUEDAN PLAZAS EN EL FANTÁSTICO CURSO MOCHILA CREATIVA EL AREA DE LENGUA , DONDE ENCONTRARAS MATERIALES Y RECURSOS PARA TRABAJAR:</b></font></div><div><font size="4"><b><br /></b></font></div><div><font size="4"><b>1. EXPRESIÓN ORAL</b></font></div><div><font size="4"><b>2. EXPRESIÓN ESCRITA</b></font></div><div><font size="4"><b>3. COMPRENSIÓN ORAL</b></font></div><div><font size="4"><b>4. COMPRENSIÓN ESCRITA</b></font></div><div><font size="4"><b>5. Y MUCHAS SORPRESAS MAS!!!!!</b></font></div><div><font size="4"><b> ! APÚNTATE</b></font><b>!</b></div><div><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjigjK5mkF4dQ0uASsUzcTBfG4ZKhbkysxjYbZxf-EaWHpV1SAZJBUBSHOumVsNY2f2m1M-2fzeA4SJCK4filZQRr_4f5b-aqHp-rSRqKeWd2jBWVtjAZT6A3zH-H3UY_TgGn7bp53RcTSy/s800/imagen+de+portada.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="400" data-original-width="800" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjigjK5mkF4dQ0uASsUzcTBfG4ZKhbkysxjYbZxf-EaWHpV1SAZJBUBSHOumVsNY2f2m1M-2fzeA4SJCK4filZQRr_4f5b-aqHp-rSRqKeWd2jBWVtjAZT6A3zH-H3UY_TgGn7bp53RcTSy/s320/imagen+de+portada.png" width="320" /></a></div><br /><b><br /></b></div><div><span style="font-size: medium;"><b><a href="https://edukalizando.com/courses/mochila-creativa-del-area-de-lengua/">https://edukalizando.com/courses/mochila-creativa-del-area-de-lengua/</a></b></span></div><div><br style="font-size: medium;" /></div></font></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div>Comunicatehttp://www.blogger.com/profile/08808127726181509796noreply@blogger.com0tag:blogger.com,1999:blog-6601010038923098503.post-72863286093570951892023-10-10T05:08:00.000-07:002023-10-10T05:08:34.834-07:00DIHA DIVIERTETE HABLANDO, PROGRAMA DE ESTIMULACIÓN DEL LENGUAJE DE 3-6AÑOS<div style="text-align: justify;">
<div style="text-align: center;">
<h3>
</h3>
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRn_5E6cNGlbvy5JgHbWnVmDbphj8rTr3S7fcvb1VEmrLk2pE72MKS8I4f-GXKNFOSCdk3_D6MU9uo6HbA-IVATjRbWUF2hQ1emsd5cFhXQ8ptOxx6haXSHO_IcvKTwhCG6q9n3ltl-aA/s1600/diha.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1132" data-original-width="1600" height="163" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRn_5E6cNGlbvy5JgHbWnVmDbphj8rTr3S7fcvb1VEmrLk2pE72MKS8I4f-GXKNFOSCdk3_D6MU9uo6HbA-IVATjRbWUF2hQ1emsd5cFhXQ8ptOxx6haXSHO_IcvKTwhCG6q9n3ltl-aA/w230-h163/diha.jpg" width="230" /></a></div>
<h3 style="text-align: center;">
<span style="font-size: large;"><span style="color: blue;"><span face=""verdana" , sans-serif">¿¿CANSADO DE LAS MISMAS FICHAS DE INFANTIL?? </span></span></span></h3>
<h3 style="text-align: center;">
<span style="font-size: large;"><span style="color: blue;"><span face=""verdana" , sans-serif">¿¿ QUIERES TRABAJAR OTROS MATERIALES??</span></span></span></h3>
<h3 style="text-align: center;">
<span style="font-size: large;"><span style="color: blue;"><span face=""verdana" , sans-serif"> </span></span></span></h3>
<h3 style="text-align: center;">
<span face=""verdana" , sans-serif">PREPARA A TUS ALUMNOS PARA ACCEDER A LA LECTOESCRITURA TRABAJANDO LA CONCIENCIA FONOLOGICA Y DISCRIMINACIÓN AUDITIVA.</span></h3>
<h3 style="text-align: center;">
<span face=""verdana" , sans-serif">!! ATREVETE A CAMBIAR!!</span></h3>
<span face=""verdana" , sans-serif">DIHA es un completo programa para estimular el lenguaje oral en los niños y prepararles para la lectoescritura. Se trata de materiales muy novedosos en su presentación y en su tratamiento, fácilmente aplicable en el aula. Gustará tanto a los alumnos como a los educadores. Ya ha sido probado en diversos centros, obteniendo fantásticos resultados.</span></div>
<div style="text-align: justify;">
<span face=""verdana" , sans-serif">El alumno, para acceder al lenguaje, precisa de una serie de conductas y habilidades básicas que se trabajarán de forma lúdica y motivadora, como son:</span></div>
<div style="text-align: justify;">
<span face=""verdana" , sans-serif"><br /></span></div>
<div style="text-align: justify;">
<span face=""verdana" , sans-serif">◗ Imitación.</span></div>
<div style="text-align: justify;">
<span face=""verdana" , sans-serif">◗ Atención.</span></div>
<div style="text-align: justify;">
<span face=""verdana" , sans-serif">◗ Memoria.</span></div>
<div style="text-align: justify;">
<span face=""verdana" , sans-serif">◗ Percepción y discriminación visual y auditiva.</span></div>
<div style="text-align: justify;">
<span face=""verdana" , sans-serif">◗ Discriminación fonética y fonológica.</span></div>
<div style="text-align: justify;">
<span face=""verdana" , sans-serif">◗ Respiración y soplo.</span></div>
<div style="text-align: justify;">
<span face=""verdana" , sans-serif">◗ Metalingüística.</span></div>
<div style="text-align: justify;">
<span face=""verdana" , sans-serif">Con 10 minutos al día prepararéis a vuestros alumnos para enfrentarse a la lectoescritura de forma óptima y eficaz. También se incluyen actividades de ampliación, presentaciones de refuerzo, vídeos… para todos los educadores que deseen ahondar en la estimulación del lenguaje.</span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<div style="text-align: start;">
</div>
<div style="text-align: start;">
</div>
<div style="text-align: start;">
<span face=""verdana" , sans-serif">El material consta </span></div>
<div style="text-align: start;">
<span face=""verdana" , sans-serif">- de un cuaderno para 3años</span></div>
<div style="text-align: start;">
<span face=""verdana" , sans-serif">- un cuaderno para 4 años</span></div>
<div style="text-align: start;">
<span face=""verdana" , sans-serif">- dos cuadernos para 5 años</span></div>
<div style="text-align: start;">
<span face=""verdana" , sans-serif">- cuadernillo guia para profesor</span></div>
<div style="text-align: start;">
<span face=""verdana" , sans-serif">- DVD, donde se incluyen</span></div>
<ul style="text-align: start;">
<li><span face=""verdana" , sans-serif">40 presentaciones para trabajar en pizarra digital con alumnos de 3 años</span></li>
<li><span face=""verdana" , sans-serif">45 presentaciones para trabajar con alumnos de 4 años</span></li>
<li><span face=""verdana" , sans-serif">70 presentaciones para trabajar con alumnos de 5 años</span></li>
<li><span face=""verdana" , sans-serif">Ademas de más de 40 presentaciones para trabajar aspectos concretos como contar sílabas, identificacion de sonidos..</span></li>
<li><span face=""verdana" , sans-serif">presentaciones para trabajar la discriminación auditiva,conciencia fonológica...<br /></span></li>
<li><span face=""verdana" , sans-serif">Muchas actividades complementarias -</span></li>
</ul>
<div style="text-align: start;"><span style="background-color: #fcff01;"><span style="font-size: large;">RESEÑA DE EUGENIA ROMERO: <a href="https://www.maestrosdeaudicionylenguaje.com/diha-diviertete-hablando/">https://www.maestrosdeaudicionylenguaje.com/diha-diviertete-hablando/</a></span></span></div><div style="text-align: start;"><br /></div>
<div style="text-align: center;">
<b><span style="font-family: inherit;">EJEMPLO DE FICHA DE 3 AÑOS</span></b></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguyUx03c94WSQMvTg6HPjR9qGTa7ZztZDJ8Usz-MqR0t26ideZWTGCiqfcuzA8eEMFUaEP6jSHjfT19gv6e2ygulEdyFINa_Sb-CoUznjOZhH_xgktlFQ7hyphenhyphenuTvTPGDlZLCavWjpj8Vys/s1600/Diapositiva2.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="960" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguyUx03c94WSQMvTg6HPjR9qGTa7ZztZDJ8Usz-MqR0t26ideZWTGCiqfcuzA8eEMFUaEP6jSHjfT19gv6e2ygulEdyFINa_Sb-CoUznjOZhH_xgktlFQ7hyphenhyphenuTvTPGDlZLCavWjpj8Vys/s320/Diapositiva2.JPG" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjegOajGDFc7XhVLmoLBMLHxsZG4FLhEN91BNIXUHqmQm0kALisrTaLaUitmJmlslFuxzMyfP8iKF88LwalDfZlB7_z57xwCUwPHrlcpyULc5EMyrfjgwxua58T-gOHBbnmdlYVUstdRP8/s1600/Diapositiva3.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="960" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjegOajGDFc7XhVLmoLBMLHxsZG4FLhEN91BNIXUHqmQm0kALisrTaLaUitmJmlslFuxzMyfP8iKF88LwalDfZlB7_z57xwCUwPHrlcpyULc5EMyrfjgwxua58T-gOHBbnmdlYVUstdRP8/s320/Diapositiva3.JPG" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtzHAP9uq202aEvV1XVdjB1lgnOc0BKgz6YBBDX6ZM4W03KRiUCDrZyfrka41Ba1rmMrvNxSYnCSBEEQ3mKJE34xdhRCDYnPBF9XBJHZscQWjeQNzArRNUzM0hP0j7XLIKAr8CghW1gso/s1600/Diapositiva4.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="960" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtzHAP9uq202aEvV1XVdjB1lgnOc0BKgz6YBBDX6ZM4W03KRiUCDrZyfrka41Ba1rmMrvNxSYnCSBEEQ3mKJE34xdhRCDYnPBF9XBJHZscQWjeQNzArRNUzM0hP0j7XLIKAr8CghW1gso/s320/Diapositiva4.JPG" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
</div>
<div style="text-align: justify;">
<div class="separator" style="clear: both; text-align: center;">
<b><span style="font-family: inherit;">EJEMPLO DE FICHAS DE 4 AÑOS</span></b></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggkeS7JSxyLfAzXuT3wirVTVT_Ce9emzV-MHYoOfVc7VyBa-5jn6PzDnTSnSFjOa80rodbJajB6oOIEGkO5r7pcUvsyh2XrZgyNTknmU4q9-RlEdOiqAXyPBh2LOBtC2bpMR3ACsLtDLA/s1600/Diapositiva31.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="960" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggkeS7JSxyLfAzXuT3wirVTVT_Ce9emzV-MHYoOfVc7VyBa-5jn6PzDnTSnSFjOa80rodbJajB6oOIEGkO5r7pcUvsyh2XrZgyNTknmU4q9-RlEdOiqAXyPBh2LOBtC2bpMR3ACsLtDLA/s320/Diapositiva31.JPG" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8jzhW4sWiF366gMAWWq5DQfQedXpThyphenhyphenYs972ZXc08IX60Zw19_xJn-SaR-Avllf89YgsK-wDxC8zZjnrj-lHGlrZl295rousbUInz5aUxx1NIwjFkt2NIqZhxJjyaM-UYw-KGwxzphi8/s1600/Diapositiva32.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="960" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8jzhW4sWiF366gMAWWq5DQfQedXpThyphenhyphenYs972ZXc08IX60Zw19_xJn-SaR-Avllf89YgsK-wDxC8zZjnrj-lHGlrZl295rousbUInz5aUxx1NIwjFkt2NIqZhxJjyaM-UYw-KGwxzphi8/s320/Diapositiva32.JPG" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_FSlDBkvRBtYQTAyoQaHfh7RkRbVToVW4j_a_JkzJTrXYMWTIiyuu0EHoBTKAjpEN9KPNevRsfsKFJT_DipLtlYklv6txwW-ZnWT-ZspL6PEzHDuAAOlEWKBRBv3P7Mmn3mnLKASLlz4/s1600/Diapositiva34.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="960" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_FSlDBkvRBtYQTAyoQaHfh7RkRbVToVW4j_a_JkzJTrXYMWTIiyuu0EHoBTKAjpEN9KPNevRsfsKFJT_DipLtlYklv6txwW-ZnWT-ZspL6PEzHDuAAOlEWKBRBv3P7Mmn3mnLKASLlz4/s320/Diapositiva34.JPG" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<b><span style="font-family: inherit;"> EJEMPLO DE FICHAS DE 5 AÑOS</span></b></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcxwNXVwjHaqPB9nGoVxJkHl3uB7TfNVsjXfyM8491s2iGkQDu3tr8C9e9vQDyexItnFZ8vkFFsuwDXdZl8daC2tmNtLVGEBzzhatIbonIEzFwwifP6EAK2GknXVqSplFjSR8iG7GOVl4/s1600/Diapositiva31.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="960" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcxwNXVwjHaqPB9nGoVxJkHl3uB7TfNVsjXfyM8491s2iGkQDu3tr8C9e9vQDyexItnFZ8vkFFsuwDXdZl8daC2tmNtLVGEBzzhatIbonIEzFwwifP6EAK2GknXVqSplFjSR8iG7GOVl4/s320/Diapositiva31.JPG" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBIal2X2gYeTpShNqdrSxTsgui1bWBrNUzZzw_VUZAiNAQgrIrvTD7VltXzWT7MSK2Xta-VDiZSDxraeaJhmOxXEYDYWg35CE__Ii7FUapovhmp0tAsYNy_3J4VPcDBd0deJipND7mKtQ/s1600/Diapositiva32.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="960" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBIal2X2gYeTpShNqdrSxTsgui1bWBrNUzZzw_VUZAiNAQgrIrvTD7VltXzWT7MSK2Xta-VDiZSDxraeaJhmOxXEYDYWg35CE__Ii7FUapovhmp0tAsYNy_3J4VPcDBd0deJipND7mKtQ/s320/Diapositiva32.JPG" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAcvZOQD9EKSAXmPOHPCchbLYmAmqRNl3haf_iIwXyt5sScaTbC5sk7SMqtFBcQQO5g_Ir6JjtcT6ZX5EdSainWImOtLHQOb7xGoXdsXJieR390TpQx6opFFo0ip4VNCNs7SRIQTTsBq4/s1600/Diapositiva35.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="960" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAcvZOQD9EKSAXmPOHPCchbLYmAmqRNl3haf_iIwXyt5sScaTbC5sk7SMqtFBcQQO5g_Ir6JjtcT6ZX5EdSainWImOtLHQOb7xGoXdsXJieR390TpQx6opFFo0ip4VNCNs7SRIQTTsBq4/s320/Diapositiva35.JPG" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDe_uzZ-386mVgoZk9wpzt7n_xXL-Cl55V8vCYXIRdcaFvqBgyRxyK8tgaerf4bUXhK-GkN6H0E44BYuIdp7JvKg1zYkYLHcMZTwLtHC-bxMSn-oCsntoObZU6b92ZBmdbUigm5nOCHIE/s1600/Diapositiva36.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="960" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDe_uzZ-386mVgoZk9wpzt7n_xXL-Cl55V8vCYXIRdcaFvqBgyRxyK8tgaerf4bUXhK-GkN6H0E44BYuIdp7JvKg1zYkYLHcMZTwLtHC-bxMSn-oCsntoObZU6b92ZBmdbUigm5nOCHIE/s320/Diapositiva36.JPG" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="font-family: inherit;"><b>DESCARGA ALGUNOS EJEMPLOS MAS</b></span></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div style="text-align: center;">
<span style="font-family: inherit;"> <a href="https://drive.google.com/file/d/0B548j6rEZR2Oeld2bWtwdHdnVDA/view?usp=sharing&resourcekey=0-hClKEJ-121OBaAfly9O-Tw">Ejemplo de algunas actividades para 5 años</a></span></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="font-family: inherit;"><a href="https://drive.google.com/file/d/0B548j6rEZR2ObS1qTl9rZmVpc2c/view?usp=sharing">Ejemplo 1 sesión para 4 años</a></span></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="font-family: inherit;"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="font-family: inherit;"><a href="https://drive.google.com/file/d/0B548j6rEZR2Oeld2bWtwdHdnVDA/view?usp=sharing&resourcekey=0-hClKEJ-121OBaAfly9O-Tw">Ejemplo de 1 sesión para 5 años </a></span></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<h4 class="separator" style="clear: both; text-align: left;">
Puedes adquirirlo en:</h4>
<h4 class="separator" style="clear: both; text-align: left;">
* cualquier libreria especializada </h4>
<h4 class="separator" style="clear: both; text-align: left;">
*amazon, casa del libro.... </h4>
<h4 class="separator" style="clear: both; text-align: left;">
* directamente en la editorial Icce.</h4>
<h4 class="separator" style="clear: both; text-align: center;">
<a href="http://icceciberaula.es/tienda/index.php?cPath=35_72&osCsid=ausblrfjimb91a5fl0ov9n5te2">http://icceciberaula.es/tienda/index.php?cPath=35_72&osCsid=ausblrfjimb91a5fl0ov9n5te2 </a></h4>
<h4 class="separator" style="clear: both; text-align: center;">
</h4>
<h4 class="separator" style="clear: both; text-align: center;">
Si deseas más información o tienes dudas consulta por <a href="mailto:monica270278@yahoo.es">email</a>. </h4>
<div>
<br /></div>
</div>
Comunicatehttp://www.blogger.com/profile/03611727576881002034noreply@blogger.com3tag:blogger.com,1999:blog-6601010038923098503.post-36296233068793196392023-04-10T00:30:00.018-07:002023-04-10T00:30:00.207-07:00SONIDO /S/<p><span style="font-family: inherit;"> </span></p><h3 class="post-title entry-title" itemprop="name" style="background-color: white; font-size: 20px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px; position: relative; text-align: center;"><span style="font-family: inherit;">RECOPILATORIO DE MATERIAL PARA LA ARTICULACIÓN DEL FONEMA /S/</span></h3><div><span style="font-family: inherit;"><br /></span></div><div style="text-align: center;"><b><span style="font-family: inherit;">COLECCIÓN COMUNICATE</span></b></div><div style="text-align: center;"><b><span style="font-family: inherit;"><br /></span></b></div><div class="separator" style="clear: both; text-align: center;"><a href="http://comunicate-comunicame.blogspot.com/2020/04/comunicate-empieza-por-s.html" style="margin-left: 1em; margin-right: 1em;" target="_blank"><span style="font-family: inherit;"><img border="0" data-original-height="240" data-original-width="320" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7ODZL25YvKE7vsgobk_kegS09l5u7wucgqtDAApo5v4vfLqC0ZW9uPIsY1_SS9MrRQ7LR4k-zDGNwIx9klCoZCVaktV8RBq4w8wS767cLPubYcjnYvqxJBW8OrCIvezV5L28ogCaHcYEeycj1Hmdllh3AJWolE9EE2RutkEHeR8v4gPtKGdGwc8X0iQ/s1600/COMUNICATE%20EMPIEZA%20POR%20S.jpg" width="320" /></span></a></div><span style="font-family: inherit;"><br /></span><div><span style="font-family: inherit;"><br /></span></div><div class="post-header" style="background-color: white; color: #a4a4a4; font-size: 13.5px; line-height: 1.6; margin: 0px 0px 1.5em;"><div class="post-header-line-1"></div></div><div class="post-body entry-content" id="post-body-2483704876315602081" itemprop="description articleBody" style="background-color: white; line-height: 1.4; position: relative; width: 588px;"><p style="font-size: 14.85px;"><span style="font-family: inherit;"><a href="https://arasaac.org/materials/es/624" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000;">MATERIAL DE ARASAAC PARA TRABAJAR EL FONEMA </span></b></a><span style="color: #cc0000;"><b><u>/S/</u></b></span></span></p><p style="font-size: 14.85px;"><span style="font-family: inherit;">Se trata de un conjunto de materiales para trabajar el fonema /s/, con material de ARASAAC. Publicado en: https: <i>www.soyvisual.org y </i><i>https://arasaac.org</i></span></p><div class="separator" style="clear: both; font-size: 14.85px; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8QejrYT0frzq53NveADE3uu6HkNnGGRaMRfhwujdWhnBfxkNlYsPoEzGTfxdGezRSbFU9zUn8TgSi0kz88arCg5mm3f3tN2eygar18yvqhhx-3JIfHD1UygAqBFV8fgOcOwIjLNdq1aJWJue9MXcYsq7jdSuVf8dCxBIyBqFG84xu0cx79MZb0_-fjw/s674/Screenshot_20220602-175528_Chrome.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><span style="font-family: inherit;"><img border="0" data-original-height="514" data-original-width="674" height="244" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8QejrYT0frzq53NveADE3uu6HkNnGGRaMRfhwujdWhnBfxkNlYsPoEzGTfxdGezRSbFU9zUn8TgSi0kz88arCg5mm3f3tN2eygar18yvqhhx-3JIfHD1UygAqBFV8fgOcOwIjLNdq1aJWJue9MXcYsq7jdSuVf8dCxBIyBqFG84xu0cx79MZb0_-fjw/s320/Screenshot_20220602-175528_Chrome.jpg" style="border: none; position: relative;" width="320" /></span></a></div><p style="font-size: 14.85px;"><span style="font-family: inherit;"><a href="https://drive.google.com/file/d/1fK8cF8yZMndSwcer7dhdNZSnRgHLKF-z/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000;">CUADERNO DE ACTIVIDADES PARA EL FONEMA /S/</span></b></a><br /></span></p><p style="font-size: 14.85px;"><span style="font-family: inherit;">Cuaderno con actividades de trabajo para el fonema /s/: nombrar, completar, clasificar, unir, etc Elaborado por <i>Eugenia Romero,</i> publicado en <i>http://blogdelosmaestrosdeaudicionylenguaje.blogspot.com/</i></span></p><p style="font-size: 14.85px;"><span style="font-family: inherit;"><span style="background-color: #04ff00;"></span></span></p><div class="separator" style="clear: both; font-size: 14.85px;"><span style="font-family: inherit;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhp9Wrm5QQGOTfSPSFRVM0yEmyX4ce-0yTSZ7qxrM6cATQQr7us5ajWEARfpWZgIQEoJTT9OW8KCwbe-0uHc5pDbclaPeL0O8k7VEVC1jZls07z6HYNQnimByIxO9qjcOQEZ-G4mVc_CMqkDDyLCEHxU8h1s2Dsq4-yC0PIzIliT-GV2DEArwrDOV-ZJQ/s902/Screenshot_20220606-223639_Drive.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="902" data-original-width="645" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhp9Wrm5QQGOTfSPSFRVM0yEmyX4ce-0yTSZ7qxrM6cATQQr7us5ajWEARfpWZgIQEoJTT9OW8KCwbe-0uHc5pDbclaPeL0O8k7VEVC1jZls07z6HYNQnimByIxO9qjcOQEZ-G4mVc_CMqkDDyLCEHxU8h1s2Dsq4-yC0PIzIliT-GV2DEArwrDOV-ZJQ/s320/Screenshot_20220606-223639_Drive.jpg" style="border: none; position: relative;" width="229" /></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTnqeyvvDkXwh5jW9Qc4pQEVLwyw9kPiCRIZuQFtfhdWYBGYhS4AdvTflhLsVCWVzh4Aw7lU8KkGcHnm3G-R6NuvfOD0Wh8yh3XUs01F1hTiH02i9phktjw5PKuQM49ueU_oeopS4W1I3NxFTnXTMBvUwpH8PrZkSRQp8VTZuo6GLeU5BwUxdAIqeapg/s721/Screenshot_20220606-223727_Drive.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-align: center; text-decoration-line: none;"><img border="0" data-original-height="721" data-original-width="515" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTnqeyvvDkXwh5jW9Qc4pQEVLwyw9kPiCRIZuQFtfhdWYBGYhS4AdvTflhLsVCWVzh4Aw7lU8KkGcHnm3G-R6NuvfOD0Wh8yh3XUs01F1hTiH02i9phktjw5PKuQM49ueU_oeopS4W1I3NxFTnXTMBvUwpH8PrZkSRQp8VTZuo6GLeU5BwUxdAIqeapg/s320/Screenshot_20220606-223727_Drive.jpg" style="border: none; position: relative;" width="229" /></a></span></div><div class="separator" style="clear: both; font-size: 14.85px; text-align: center;"><p style="text-align: left;"><span style="font-family: inherit;"><a href="https://drive.google.com/file/d/1OulFlD3FwBLmq3YJMd4yXHV458jDE8BX/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000;">CUADERNO FONEMA /S/</span></b></a><br /></span></p><p style="text-align: left;"><span style="font-family: inherit;">Cuaderno destinado a trabajar de forma lúdica la adquisición del fonema: dominós, memory, tabú, lince, laberintos, etc. Elaborado por <i>Susana Casas y Cristina Otto,</i> publicado en <i>https://albances.wordpress.com</i></span></p><p><span style="font-family: inherit;"><span style="background-color: #04ff00;"></span></span></p><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgErR5o4pMCdu0xvC9XrBbvcQzXEY3_5lY9UQMRQCMdIOpwHKigXDrlDP_c54ayPTmy602vwU1r0Za9LGSN1XPvz3-AEKtCQ-FZlSUBEAS7dvb3ggOfzbiljiGYB04HyhreiJ684Ac5tv3KGlH2Y4TTmgXrrz3XQOt_1wXlqG0gSgjqGNQGo5jFkrc3qg/s664/Screenshot_20220606-224041_Drive.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><span style="font-family: inherit;"><img border="0" data-original-height="457" data-original-width="664" height="220" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgErR5o4pMCdu0xvC9XrBbvcQzXEY3_5lY9UQMRQCMdIOpwHKigXDrlDP_c54ayPTmy602vwU1r0Za9LGSN1XPvz3-AEKtCQ-FZlSUBEAS7dvb3ggOfzbiljiGYB04HyhreiJ684Ac5tv3KGlH2Y4TTmgXrrz3XQOt_1wXlqG0gSgjqGNQGo5jFkrc3qg/s320/Screenshot_20220606-224041_Drive.jpg" style="border: none; position: relative;" width="320" /></span></a></div></div><div class="separator" style="clear: both; font-size: 14.85px; text-align: center;"><span style="font-family: inherit;"><br /></span></div><p style="font-size: 14.85px;"></p><p style="font-size: 14.85px;"><span style="font-family: inherit;"><a href="https://drive.google.com/file/d/1cukfGs57WhaPZGrs7w6ZwFKbkiJavZil/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000;">LOTO FONÉTICO </span></b></a><span style="color: #cc0000;"><b><span style="font-size: medium;"><u>/S</u></span></b></span><b><span style="color: #cc0000; font-size: medium;"><u>/ </u></span></b></span></p><p style="font-size: 14.85px;"><span style="font-family: inherit;">Loto fonético- fonológicos del fonema /s/ . Elaborado por Belinda Haro y Ángela Salvador, publicado en: <i>siembraestrellas.blogspot.com</i></span></p><p style="font-size: 14.85px;"><span style="font-family: inherit;"><span style="background-color: #04ff00;"></span></span></p><div class="separator" style="clear: both; font-size: 14.85px; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWAlj-Kmq0Lq0hyHQphHdI0gmtfo6B5Q1xhn4JEsezdOQud0fwFj2dVPrd421cg3XM-8q2Skm7XF41wYyEQnDIILAXC-kuOLaSw91G2GswJxX30G8iT1W22Brr36xAUqs0kb1THjdtYdh-yQ1LBdu314NJjB6pksJjsUh4Tytff5o0uUuGKc20ooDvxA/s667/Screenshot_20220606-224110_Drive.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><span style="font-family: inherit;"><img border="0" data-original-height="495" data-original-width="667" height="237" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWAlj-Kmq0Lq0hyHQphHdI0gmtfo6B5Q1xhn4JEsezdOQud0fwFj2dVPrd421cg3XM-8q2Skm7XF41wYyEQnDIILAXC-kuOLaSw91G2GswJxX30G8iT1W22Brr36xAUqs0kb1THjdtYdh-yQ1LBdu314NJjB6pksJjsUh4Tytff5o0uUuGKc20ooDvxA/s320/Screenshot_20220606-224110_Drive.jpg" style="border: none; position: relative;" width="320" /></span></a></div><p style="font-size: 14.85px;"></p><p style="font-size: 14.85px;"><span style="font-family: inherit;"><a href="https://drive.google.com/file/d/1RemLzvp-18agK8BMHOhURAP7WteEGLVN/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;"><b>CUADERNILLO DE ARTICULACIÓN: </b></span></a><span style="color: #cc0000;"><b><span style="font-size: medium;"><u>/</u></span></b></span><b><span style="color: #cc0000; font-size: medium;"><u>S/</u></span></b><a href="https://drive.google.com/file/d/17YbLZ7wlNnFfzeP7jI39XhXNECtVfXd5/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;"><b> </b></span></a></span></p><p style="font-size: 14.85px;"></p><p style="font-size: 14.85px;"><span style="font-family: inherit;">Cuadernillo de coordinación para trabajar los sonidos del habla con la familia. Elaborado por Belinda Haro y Rosario Porcel, publicado en <i> https://www.soyvisual.org</i></span></p><blockquote style="border: none; font-size: 14.85px; margin: 0px 0px 0px 40px; padding: 0px;"><span style="font-family: inherit;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgG9P4MzbTMEBGSPoUULgSly1jcgR4uFIVOk2xpPyXk08rEbhoGnGk0WnYlvrw0_kkimtE3EXer1_brM1sn-Y8aJBk8CkWkxCWFjnX6rz-wvXAX1Inc5d6v4InNsbRp7KhjqivneFDHJYtiThA2ozYdmFlq5dVg5C2siX2mbC6RUSJT40QQ75KV34gO_A/s876/Screenshot_20220607-161352_Drive.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-align: center; text-decoration-line: none;"><img border="0" data-original-height="876" data-original-width="652" height="303" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgG9P4MzbTMEBGSPoUULgSly1jcgR4uFIVOk2xpPyXk08rEbhoGnGk0WnYlvrw0_kkimtE3EXer1_brM1sn-Y8aJBk8CkWkxCWFjnX6rz-wvXAX1Inc5d6v4InNsbRp7KhjqivneFDHJYtiThA2ozYdmFlq5dVg5C2siX2mbC6RUSJT40QQ75KV34gO_A/w225-h303/Screenshot_20220607-161352_Drive.jpg" style="border: none; position: relative;" width="225" /></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIRdTNRdYg_-reEKTqtTTKe35lAUDB8G6ngQA8bx9QbzddinLoPDuwQtjLCFEQSCe6tFmPDt9kCtc3h4Fbfx5zBGPa-cCX-BC9J6o0HGfSdZQVPvfI3aOHBKEH8mo_kt33-FS7Xbm17AJs96AZHwPbbhipO23IdXprV-Yq-SHwAzSTGaiB3zebvXXcxw/s874/Screenshot_20220606-224200_Drive.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-align: center; text-decoration-line: none;"><img border="0" data-original-height="874" data-original-width="650" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIRdTNRdYg_-reEKTqtTTKe35lAUDB8G6ngQA8bx9QbzddinLoPDuwQtjLCFEQSCe6tFmPDt9kCtc3h4Fbfx5zBGPa-cCX-BC9J6o0HGfSdZQVPvfI3aOHBKEH8mo_kt33-FS7Xbm17AJs96AZHwPbbhipO23IdXprV-Yq-SHwAzSTGaiB3zebvXXcxw/s320/Screenshot_20220606-224200_Drive.jpg" style="border: none; position: relative;" width="238" /></a></span></blockquote><p style="font-size: 14.85px;"><span style="color: #cc0000;"><b><span style="font-family: inherit;"><a href="https://drive.google.com/file/d/1S8DHjPdC51-P37iGziWLe-NKb_O_5P7l/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;">DONDE LLEVA EL FONEMA /S/ 1</span></a><br /></span></b></span></p><p style="font-size: 14.85px;"><b><span style="font-family: inherit;"><a href="https://drive.google.com/file/d/1-e-exTXKsjdZVVx0HtSehses0NlsOOdG/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;">DONDE LLEVA EL FONEMA /S/ 2</span></a><br /></span></b></p><p style="font-size: 14.85px;"><span style="font-family: inherit;"><b style="color: #cc0000;"><b><span style="color: black; font-weight: 400;">Trabajan la conciencia fonémica. Elaborado por </span><i style="color: black; font-weight: 400;">Leticia Aguilera e Irene Ocaña,</i><span style="color: black; font-weight: 400;"> publicado en </span><i style="color: black; font-weight: 400;">: </i></b></b><i>siembraestrellas.blogspot.com</i></span></p><p style="font-size: 14.85px;"></p><div class="separator" style="clear: both; font-size: 14.85px; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitCfE7mzg9QEDAqWVdZvuLi3yxiOqljDH0ndospKz12lsnMivnhUBSjHwHKT7sAXv97cMddnV7GhMonI4kX5kE1ME2HzruPnmpYGxzKtjoATTasqp_RWnBFQqM6yEgeGWBUKdyO7qnTixsHKpeFtOmVzjckqNPs-sDQQwB3b0xqG6zUsz4GzNZ99-XtQ/s720/Screenshot_20220607-162724_PowerPoint.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><span style="font-family: inherit;"><img border="0" data-original-height="492" data-original-width="720" height="219" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitCfE7mzg9QEDAqWVdZvuLi3yxiOqljDH0ndospKz12lsnMivnhUBSjHwHKT7sAXv97cMddnV7GhMonI4kX5kE1ME2HzruPnmpYGxzKtjoATTasqp_RWnBFQqM6yEgeGWBUKdyO7qnTixsHKpeFtOmVzjckqNPs-sDQQwB3b0xqG6zUsz4GzNZ99-XtQ/s320/Screenshot_20220607-162724_PowerPoint.jpg" style="border: none; position: relative;" width="320" /></span></a></div><p style="font-size: 14.85px;"></p><p style="font-size: 14.85px;"><b style="color: #cc0000;"><b><span style="font-family: inherit;"><b><a href="https://drive.google.com/file/d/1MksXm6LAX1GIRDhrTpzxoo3qCfHRE8K5/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;">DISCRIMINACIÓN FONOLÓGICA 1 DEL </span></a></b><span style="font-weight: 400;"><b><a href="https://drive.google.com/file/d/1dGXYCzif3THf82Lie9sC9fYFzXpTYO2O/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;">FONEMA </span></a><span style="font-size: medium;"><u>/</u></span></b></span><span style="font-weight: 400;"><b><span style="font-size: medium;"><u>S/</u></span><span style="font-size: large;"> </span></b></span><b> </b></span></b></b></p><p style="font-size: 14.85px;"><span style="font-family: inherit;"><span style="background-color: #04ff00;"><b style="color: #cc0000;"><b><b><span style="background-color: white; color: black; font-weight: 400;">Trabaja la discriminación de los fonemas /s/ y </span></b></b></b></span><span style="font-size: 14.85px;">/ϑ/. Elaborado po</span><span style="font-size: 14.85px;">r </span><b><b><b><i style="font-weight: 400;">Belinda Haro e Irene Ocaña, publicado en </i></b></b></b><i>siembraestrellas.blogspot.com</i></span></p><p style="font-size: 14.85px;"><span style="font-family: inherit;"><a href="https://drive.google.com/file/d/1eg5ZDzBtd-jI-_xUWPLqz5-bK4Hte7Lh/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000;">CONVERSIÓN GRAFEMA- </span></b></a><span style="color: #cc0000;"><b><a href="https://drive.google.com/file/d/1dGXYCzif3THf82Lie9sC9fYFzXpTYO2O/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;">EL FONEMA </span></a><span style="font-size: medium;"><u>/</u></span></b></span><b><span style="color: #cc0000; font-size: medium;"><u>S/</u></span><span style="color: #cc0000; font-size: large;"> </span></b><b style="color: #cc0000;"> </b></span></p><p style="font-size: 14.85px;"><span style="font-family: inherit;">Trabaja el principio alfabético, desarrolla la asociación grafema - fonema. Elaborado por <i>Belinda Haro e Irene Ocaña, publicado en: </i><i>siembraestrellas.blogspot.com</i></span></p><div class="separator" style="clear: both; font-size: 14.85px;"><span style="font-family: inherit;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3PMKR16l-IqkHD45YauNqUpYA-G_nJY9GicffGVUDH9kQl9yybSnQuJSwOPsea0adCQg0UrVskr4jrR4Rbn6cSdf_LvDzdUXdZ1pMImpZIBS7KsP-gwahu-vGtzGzLx4h7pyGYWKE4FqnHmJyRd_5p_cAgE4Gi0RMSEbVDq8whndfeBDvBr4CDrAzzQ/s720/Screenshot_20220606-224534_PowerPoint.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="489" data-original-width="720" height="172" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3PMKR16l-IqkHD45YauNqUpYA-G_nJY9GicffGVUDH9kQl9yybSnQuJSwOPsea0adCQg0UrVskr4jrR4Rbn6cSdf_LvDzdUXdZ1pMImpZIBS7KsP-gwahu-vGtzGzLx4h7pyGYWKE4FqnHmJyRd_5p_cAgE4Gi0RMSEbVDq8whndfeBDvBr4CDrAzzQ/w254-h172/Screenshot_20220606-224534_PowerPoint.jpg" style="border: none; position: relative;" width="254" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuqWBB75jPB53QX-RU1EUK684v6VExBG1tpaaA2A8ZlbaSqs405yDjEUhNMFcLjfKVsn9h6eXU_LeaqggcEWHQeJPhQCLJnoP05uB71_btI_6DbZurpm_RaLCqvtNPwATV3eqf9IJAubgHCZ9QwJZguqHXNn04EhPsSmCGqfAkuOqwTCjKBuEZgGAznA/s712/Screenshot_20220606-224428_PowerPoint.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-align: center; text-decoration-line: none;"><img border="0" data-original-height="489" data-original-width="712" height="173" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuqWBB75jPB53QX-RU1EUK684v6VExBG1tpaaA2A8ZlbaSqs405yDjEUhNMFcLjfKVsn9h6eXU_LeaqggcEWHQeJPhQCLJnoP05uB71_btI_6DbZurpm_RaLCqvtNPwATV3eqf9IJAubgHCZ9QwJZguqHXNn04EhPsSmCGqfAkuOqwTCjKBuEZgGAznA/w251-h173/Screenshot_20220606-224428_PowerPoint.jpg" style="border: none; position: relative;" width="251" /></a></span></div><p style="font-size: 14.85px;"></p><p style="font-size: 14.85px;"><span style="font-family: inherit;"><a href="https://drive.google.com/file/d/12ngCuXTdXUkVeLPSVAwrKs6E5h3rglTV/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000;">LISTADO CON</span></b></a> <span style="color: #cc0000;"><b><a href="https://drive.google.com/file/d/12ngCuXTdXUkVeLPSVAwrKs6E5h3rglTV/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;">EL FONEMA </span></a><span style="font-size: medium;"><u>/</u></span></b></span><b><span style="color: #cc0000; font-size: medium;"><u>S/</u></span><span style="color: #cc0000; font-size: large;"> </span></b><b style="color: #cc0000;"> </b></span></p><p style="font-size: 14.85px;"><span style="font-family: inherit;">Listas de palabras, frases, poesías, adivinanzas, canciones, lecturas y trabalenguas con el fonema /s/. Elaborado por el grupo de trabajo L.E.A. En <i>https://alojaweb.educastur.es/web/lea</i></span></p><blockquote style="border: none; font-size: 14.85px; margin: 0px 0px 0px 40px; padding: 0px;"><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: left;"><div class="separator" style="clear: both;"><div class="separator" style="clear: both;"><span style="font-family: inherit;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLZMr0UJAva7u4w5YgiU9qWLbr7NPomg7Jbc0CiKaJmxwDK8xCKYdt3lv5fNPNN_KSSuctQ-X1vtW1SnBu80oNKHUB_mprhg7htZI6cqchQs0xOk-1yXptGq-Y5ILpG7jC7_iTcbjMutycnG9g1aDT45XNSSFnFe56faurVt9635qF5d1KkTztJmolMQ/s837/Screenshot_20220607-162407_Drive.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="837" data-original-width="585" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLZMr0UJAva7u4w5YgiU9qWLbr7NPomg7Jbc0CiKaJmxwDK8xCKYdt3lv5fNPNN_KSSuctQ-X1vtW1SnBu80oNKHUB_mprhg7htZI6cqchQs0xOk-1yXptGq-Y5ILpG7jC7_iTcbjMutycnG9g1aDT45XNSSFnFe56faurVt9635qF5d1KkTztJmolMQ/s320/Screenshot_20220607-162407_Drive.jpg" style="border: none; position: relative;" width="224" /></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgegeW3KFAwct6W3JaFLM8JJ-Cy7ky3VhmnQA8Fi8fTUjWN1BPkSHxT670ngj9opidqsG1H_G5h2ek6TIJJzpl6iua2qnHcQEoRYYFOzGQNuhDJbqVJ3496pzen0q7zxWSJO1PAQeaGGNVmrd0Dic7oy9N60lg-vi1i-Iw3nQscvfUq6bzf8jGKPmpP2g/s903/Screenshot_20220607-162352_Drive.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-align: center; text-decoration-line: none;"><img border="0" data-original-height="903" data-original-width="647" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgegeW3KFAwct6W3JaFLM8JJ-Cy7ky3VhmnQA8Fi8fTUjWN1BPkSHxT670ngj9opidqsG1H_G5h2ek6TIJJzpl6iua2qnHcQEoRYYFOzGQNuhDJbqVJ3496pzen0q7zxWSJO1PAQeaGGNVmrd0Dic7oy9N60lg-vi1i-Iw3nQscvfUq6bzf8jGKPmpP2g/s320/Screenshot_20220607-162352_Drive.jpg" style="border: none; position: relative;" width="229" /></a></span></div></div></div></div></blockquote><p style="font-size: 14.85px;"></p><p style="font-size: 14.85px;"><span style="font-family: inherit;"><a href="https://drive.google.com/file/d/1YgW9_rMK77Ju_ILn0P3D4ZXo_mQG78Pg/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000;">UDICOM: </span></b></a><span style="color: #cc0000;"><b><a href="https://drive.google.com/file/d/1q3C2g_sp9n-v9jSGuU1xJiFiEquo3UIo/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;">EL FONEMA </span></a><span style="font-size: medium;"><u>/</u></span></b></span><b><span style="color: #cc0000; font-size: medium;"><u>S/</u></span><span style="color: #cc0000; font-size: large;"> </span></b><b style="color: #cc0000;"> </b></span></p><p style="font-size: 14.85px;"><span style="font-family: inherit;">Conjunto de fichas sobre el grafema "s": discriminación auditiva, visual, lectura, escritura, construcción de frases... Elaborado por el <i>CEIP "Joaquín Carrión Valverde"</i> de San Javier (Murcia), publicado en: <i>https://creena.educacion.navarra.es</i></span></p><blockquote style="border: none; font-size: 14.85px; margin: 0px 0px 0px 40px; padding: 0px;"><div class="separator" style="clear: both;"><div class="separator" style="clear: both;"><span style="font-family: inherit;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiA652eLXkWaW_d7JLn-x-6Kds-4kaCyl7nCG2_8PzWAOXe-iyP3Zyp3p3zcfnkWGI1Cog1vuEY3UthfSVm8p37Szv59apRhRoqubcYnmO9Q8D4Guy4tkgCiFMt77j232V5zMt13l2wqIRgYX9gaTG-i_2kcVnTWkFO-4XYvQeAccxIhiTBMl3wcboEg/s797/Screenshot_20220606-224812_Drive.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="797" data-original-width="567" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiA652eLXkWaW_d7JLn-x-6Kds-4kaCyl7nCG2_8PzWAOXe-iyP3Zyp3p3zcfnkWGI1Cog1vuEY3UthfSVm8p37Szv59apRhRoqubcYnmO9Q8D4Guy4tkgCiFMt77j232V5zMt13l2wqIRgYX9gaTG-i_2kcVnTWkFO-4XYvQeAccxIhiTBMl3wcboEg/s320/Screenshot_20220606-224812_Drive.jpg" style="border: none; position: relative;" width="228" /></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1v9KCXvdi83QDFgLS2ogiHzXKFnhK7DbWaz2sdcjSOkCEj1Ie_j94_DtEZeUtem3SoMu1TEQZZBaju5MH7Jk9gPyJ-lqyG1ygLXfJTB1AP6FJLf9dZoqAJQm5NrIV-QbIdigjtOzOJQz6o1nkS5q_s3puZxUv3lUU4wFQGqXSawIduw-q1jMxp-XUzg/s866/Screenshot_20220606-224741_Drive.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-align: center; text-decoration-line: none;"><img border="0" data-original-height="866" data-original-width="636" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1v9KCXvdi83QDFgLS2ogiHzXKFnhK7DbWaz2sdcjSOkCEj1Ie_j94_DtEZeUtem3SoMu1TEQZZBaju5MH7Jk9gPyJ-lqyG1ygLXfJTB1AP6FJLf9dZoqAJQm5NrIV-QbIdigjtOzOJQz6o1nkS5q_s3puZxUv3lUU4wFQGqXSawIduw-q1jMxp-XUzg/s320/Screenshot_20220606-224741_Drive.jpg" style="border: none; position: relative;" width="235" /></a></span></div></div></blockquote><blockquote style="border: none; font-size: 14.85px; margin: 0px 0px 0px 40px; padding: 0px;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"></blockquote></blockquote><p style="font-size: 14.85px;"><a href="https://drive.google.com/file/d/1ow65GuFyeoBAb9E0tC2GDF3iX6cBDHJD/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000;"><span style="font-family: inherit;">CUENTO CON EL GRAFEMA "S" </span></span></b></a></p><p style="font-size: 14.85px;"><span style="font-family: inherit;">Cuento extraído de "<i>Dime cómo hablas y te contaré un cuento</i>", adaptado para la reeducación del habla dirigido al grafema "s". Elaborado por la<i> Junta de Extremadura.</i></span></p><blockquote style="border: none; font-size: 14.85px; margin: 0px 0px 0px 40px; padding: 0px;"><div class="separator" style="clear: both;"><div class="separator" style="clear: both;"><span style="font-family: inherit;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEik-9BakPQsmnyEXC--Ev-pQo_pwL0ZR2iPdX_SDr9DA3Vmu_JgqyuE2z2JGt3McJtOwCcuHpvj3jkrk39Ff3TZ6sultGFwIbiSRAtSYtWN7VRqE-cduqS0CiSCGqLZ-F-PEedBrwujaVTQ6hP4ym5gsyWdi44AntsQ13oFfaZPo2Ry0nxCcNhQodjxIA/s794/Screenshot_20220606-224941_Drive.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="794" data-original-width="567" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEik-9BakPQsmnyEXC--Ev-pQo_pwL0ZR2iPdX_SDr9DA3Vmu_JgqyuE2z2JGt3McJtOwCcuHpvj3jkrk39Ff3TZ6sultGFwIbiSRAtSYtWN7VRqE-cduqS0CiSCGqLZ-F-PEedBrwujaVTQ6hP4ym5gsyWdi44AntsQ13oFfaZPo2Ry0nxCcNhQodjxIA/s320/Screenshot_20220606-224941_Drive.jpg" style="border: none; position: relative;" width="229" /></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4zLuMq8PaU7XaA5ENXUHCRxSU6wNd73XQRKNRcdAsB3Ho39pcC4qykNPb5jo3sdgkiLAgS4d3UYSckUOOq0xsJttNKJplymaKuyVLtvdoy6fMiLqkHa5AVUQjEVyvgiw1wnIReXRMV3jnKJ4yS2VYgJcY8Wk3IpHij3mvX1mihO-CaDyusHOh5M4NZw/s945/Screenshot_20220606-224931_Drive.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-align: center; text-decoration-line: none;"><img border="0" data-original-height="945" data-original-width="676" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4zLuMq8PaU7XaA5ENXUHCRxSU6wNd73XQRKNRcdAsB3Ho39pcC4qykNPb5jo3sdgkiLAgS4d3UYSckUOOq0xsJttNKJplymaKuyVLtvdoy6fMiLqkHa5AVUQjEVyvgiw1wnIReXRMV3jnKJ4yS2VYgJcY8Wk3IpHij3mvX1mihO-CaDyusHOh5M4NZw/s320/Screenshot_20220606-224931_Drive.jpg" style="border: none; position: relative;" width="229" /></a></span></div></div><p></p></blockquote><p style="font-size: 14.85px;"><span style="font-family: inherit;"><a href="https://drive.google.com/file/d/1b5EeFRJLScoaIghT2n-Px1bQxie8h9Ww/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000;">CUADERNO DE ESCRITURA DE</span></b></a><a href="https://drive.google.com/file/d/1b5EeFRJLScoaIghT2n-Px1bQxie8h9Ww/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000;">L GRAFEMA "S" </span></b></a></span></p><p style="font-size: 14.85px;"><span style="font-family: inherit;">Fichas de grafomotricidad de la "s", elaboradas por<i> Igor Flores</i> Fernández, publicadas en su blog:<i> pttxokoa.blogspot.com</i></span></p><blockquote style="border: none; font-size: 14.85px; margin: 0px 0px 0px 40px; padding: 0px;"><div class="separator" style="clear: both;"><span style="font-family: inherit;"><i><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-y-5Jv9C8r82GlCqohsGAPxo-XbNBlW5uHnlcrqaGCNqP0thlHTmE9493UuhVi2lY0r51ueXmBvbq4xQk5k2pvmdcAZfsogY1TtJj1oJDsJcT2PmeAeQ-iIaBqP6OvO-8f5TSL3a8fGpe/s917/Screenshot_20220607-161630_Drive.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="917" data-original-width="653" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-y-5Jv9C8r82GlCqohsGAPxo-XbNBlW5uHnlcrqaGCNqP0thlHTmE9493UuhVi2lY0r51ueXmBvbq4xQk5k2pvmdcAZfsogY1TtJj1oJDsJcT2PmeAeQ-iIaBqP6OvO-8f5TSL3a8fGpe/s320/Screenshot_20220607-161630_Drive.jpg" style="border: none; position: relative;" width="228" /></a> </i><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZY1yTuGizwfgu85LSwOAnpILanBKVBcDK79dcK41bVJhRdopzoB8Bxer4_Xa-DAmcaLVM1e5W2-uMbebOs8ITTl76YMeZaukdH8VKWdXNesDLsmVNieeD0y-OJbKATR5a5G-kL9M6_klV8PLzjKBYhO1t7_PTOgZvp4hGUzczjl78vGx6UGRc51_tqg/s923/Screenshot_20220607-161610_Drive.jpg" style="color: #3e65b9; font-style: italic; margin-left: 1em; margin-right: 1em; text-align: center; text-decoration-line: none;"><img border="0" data-original-height="923" data-original-width="653" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZY1yTuGizwfgu85LSwOAnpILanBKVBcDK79dcK41bVJhRdopzoB8Bxer4_Xa-DAmcaLVM1e5W2-uMbebOs8ITTl76YMeZaukdH8VKWdXNesDLsmVNieeD0y-OJbKATR5a5G-kL9M6_klV8PLzjKBYhO1t7_PTOgZvp4hGUzczjl78vGx6UGRc51_tqg/s320/Screenshot_20220607-161610_Drive.jpg" style="border: none; position: relative;" width="226" /></a></span></div><p></p></blockquote><div style="font-size: 14.85px;"><span style="font-family: inherit;"><a href="https://drive.google.com/file/d/1GQTWEj9KSfykzN-ASwIcPU3CrEf8x6EY/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;"><b>LECTURA EN MAYÚSCULAS </b></span></a><a href="https://drive.google.com/file/d/1ybukyelg032y88GlATFRh_Z1O_q0lQAz/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000;">DEL GRAFEMA "S" </span></b></a></span></div><div style="font-size: 14.85px;"><p><span style="font-family: inherit;"><a href="https://drive.google.com/file/d/1neQxAHqezj5qylYIEnETZN40lUsH8F-d/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000;">LECTURA EN MINÚSCULAS</span></b></a> <a href="https://drive.google.com/file/d/1ybukyelg032y88GlATFRh_Z1O_q0lQAz/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000;"> </span></b></a><a href="https://drive.google.com/file/d/1ybukyelg032y88GlATFRh_Z1O_q0lQAz/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000;">DEL GRAFEMA "S" </span></b></a></span></p><p><span style="font-family: inherit;">Fichas de lectura en mayúscula y minúscula del /s/. Publicado en: <i>aulapt.org,</i> elaborado por Raquel Girau.</span></p></div><blockquote style="border: none; font-size: 14.85px; margin: 0px 0px 0px 40px; padding: 0px;"><div class="separator" style="clear: both;"><div class="separator" style="clear: both;"><div class="separator" style="clear: both;"><span style="font-family: inherit;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMgqwYhgAbhHDMzKvh2M61VL6n_Tfa4LjhTXpCLEWoRsrGYPCsBiMT0u4nzJp6vCQ-SJ0MgLGDoJz64cmLbbrB53ZrpLG_5vIHA85z3r2OIdOrJsaOtdcs9-LDEYFYaB3qIm9Eh9IxpuhDarH-mLwR_YX3S9p779Jq43OCOmFKSVVYRw4vIHUzVbD4Pw/s932/Screenshot_20220606-225218_Drive.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="932" data-original-width="650" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMgqwYhgAbhHDMzKvh2M61VL6n_Tfa4LjhTXpCLEWoRsrGYPCsBiMT0u4nzJp6vCQ-SJ0MgLGDoJz64cmLbbrB53ZrpLG_5vIHA85z3r2OIdOrJsaOtdcs9-LDEYFYaB3qIm9Eh9IxpuhDarH-mLwR_YX3S9p779Jq43OCOmFKSVVYRw4vIHUzVbD4Pw/s320/Screenshot_20220606-225218_Drive.jpg" style="border: none; position: relative;" width="223" /></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrQppVEqHliDoMqb9rHuPZ0n6asVMhc6H6Bdc0buVyapX3HnOfPsaxFOEWqNJVQOh-5T_SWu17RJwaqjGJpKsUE33XIydMwh7wnvsCv6UaXjk8S6YtgW8EbbCVnUBLKcr0ymHS5kaA0N-KD-4VVLmYdBJy3LQPyC93L-oY1iz4wGIblMgUsZq4eMJkIw/s895/Screenshot_20220606-225153_Drive.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-align: center; text-decoration-line: none;"><img border="0" data-original-height="895" data-original-width="647" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrQppVEqHliDoMqb9rHuPZ0n6asVMhc6H6Bdc0buVyapX3HnOfPsaxFOEWqNJVQOh-5T_SWu17RJwaqjGJpKsUE33XIydMwh7wnvsCv6UaXjk8S6YtgW8EbbCVnUBLKcr0ymHS5kaA0N-KD-4VVLmYdBJy3LQPyC93L-oY1iz4wGIblMgUsZq4eMJkIw/s320/Screenshot_20220606-225153_Drive.jpg" style="border: none; position: relative;" width="231" /></a></span></div></div></div></blockquote><div style="font-size: 14.85px;"><p></p><p><span style="color: #cc0000;"><span style="font-family: inherit;"><b><a href="https://drive.google.com/file/d/1GxbhMKPRYi2SXSML0wRE5XmGlVlO6v-m/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;">IMÁGENES CON EL FONEMA </span></a></b><b><span style="font-size: medium;"><u>/S</u></span></b><b style="color: black;"><span style="color: #cc0000; font-size: medium;"><u>/ </u></span></b><b><a href="https://drive.google.com/file/d/1NT33H0sFGFRmsge-LF9dTPxWtyW3Eskx/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;">PARA COLOREAR</span></a><br /></b></span></span></p><p><span style="font-family: inherit;">Hojas con dibujos para colorear que contienen el fonema /s/ en todas las posiciones. </span></p></div><blockquote style="border: none; font-size: 14.85px; margin: 0px 0px 0px 40px; padding: 0px;"><div class="separator" style="clear: both;"><div class="separator" style="clear: both;"><span style="font-family: inherit;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiw58r-tQRH4yY6mDjFrLQk1GMqOcicMyG1uYBKsx2w6lwFxLibn6jTlHqndpM7sDi9QtrUPKLWgUpoZp-mGDPJvKhpk_wXBrmMlz9ArFMuq2S0yQotnFMevJyptZd9EOYcYe6f8F3GOvfvyRkJT2jcLXv-SAtcdkvU1AL9z2M-ELI8p3sZesXQw7tP_g/s821/Screenshot_20220606-225309_Drive.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="821" data-original-width="593" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiw58r-tQRH4yY6mDjFrLQk1GMqOcicMyG1uYBKsx2w6lwFxLibn6jTlHqndpM7sDi9QtrUPKLWgUpoZp-mGDPJvKhpk_wXBrmMlz9ArFMuq2S0yQotnFMevJyptZd9EOYcYe6f8F3GOvfvyRkJT2jcLXv-SAtcdkvU1AL9z2M-ELI8p3sZesXQw7tP_g/s320/Screenshot_20220606-225309_Drive.jpg" style="border: none; position: relative;" width="231" /></a> <b style="background-color: transparent; text-align: center;"><span style="color: #cc0000;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnnYJf0ToutLK_E162AoJVc2ZCaw7gH7m0rPtYWRXfjJxjKC3SBS0eKhQOGetAQORa0kHZS_v0sfP8Sb4E98-SWg8a2DwNuoTV7O8JMQM_jW-ByrwloRg1oyTappg6Z78EaOm-adDDC7r3T4d19DaP-VAClHphNtXfhVIPHy676DWllhj1FgzrS__oWg/s915/Screenshot_20220606-225258_Drive.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="915" data-original-width="664" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnnYJf0ToutLK_E162AoJVc2ZCaw7gH7m0rPtYWRXfjJxjKC3SBS0eKhQOGetAQORa0kHZS_v0sfP8Sb4E98-SWg8a2DwNuoTV7O8JMQM_jW-ByrwloRg1oyTappg6Z78EaOm-adDDC7r3T4d19DaP-VAClHphNtXfhVIPHy676DWllhj1FgzrS__oWg/s320/Screenshot_20220606-225258_Drive.jpg" style="border: none; position: relative;" width="232" /></a></span></b></span></div></div></blockquote><div style="font-size: 14.85px;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p></p></blockquote><p><span style="font-family: inherit;"><a href="https://youtu.be/jWQ7lQeQS9Q" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000;">APRENDEMOS A ARTICULA</span></b></a><b><span style="color: #cc0000;">R EL FONEMA </span></b><span style="color: #cc0000;"><b><span style="font-size: medium;"><u>/S</u></span></b></span><b><span style="color: #cc0000; font-size: medium;"><u>/</u></span><span style="color: #cc0000; font-size: large;"> </span></b></span></p><p></p><p><span style="font-family: inherit;">Es un vídeo de Eugenia Romero para generalizar el fonema a través de unos ejercicios de onomatopeyas, discriminación, repetición de sílabas, palabras, frases...</span></p><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyqmtZnGsL15uCd0yIuT9Cibm3yQ1q4P3AXlRA-1INsdCwmlfc796MCt8giKrFSTVEa1qIKhvimsdwAMcSN82bUqWZGWsad1xQudV5QZwWa5PtoJO7XYIRMfC8mP2AeHzVTBICRud1SUmdRZtKk-s_LlmMggBVjcqo6DcbnCDbLBZhWtjk_3t-0opLyA/s300/S%20articular.png" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><span style="font-family: inherit;"><img border="0" data-original-height="168" data-original-width="300" height="168" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyqmtZnGsL15uCd0yIuT9Cibm3yQ1q4P3AXlRA-1INsdCwmlfc796MCt8giKrFSTVEa1qIKhvimsdwAMcSN82bUqWZGWsad1xQudV5QZwWa5PtoJO7XYIRMfC8mP2AeHzVTBICRud1SUmdRZtKk-s_LlmMggBVjcqo6DcbnCDbLBZhWtjk_3t-0opLyA/s1600/S%20articular.png" style="border: none; position: relative;" width="300" /></span></a></div></div><p><a href="https://www.youtube.com/watch?v=smskc8ccA-s" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000;"><span style="font-family: inherit;">MONOSÍLABO</span></span></b></a></p><p><span style="font-family: inherit;">Uno entretenido vídeo para aprender a leer los grafemas "z - c" con la ayuda del Mono Silabo y Nícola Cavernícola. Publicado por<i style="font-size: 14.85px;"> Lunacreciente.</i></span></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijKaOm38xjt9UMJfjIXXQniY268FC5D4oBLPoMkl3xpi-4edIqbyBsjANZGNG7oKde-FQ5u2s03TyDiJMnwajTv1De6c2onJukC-bLrvOmi3J3CWFJoHLGF6D1GmMBqL6jg6JWQtXkoSJDQ_tBWYCAm8-loah_Oq34iVzFtkMidLmpDLsDBbP873PlmQ/s718/Screenshot_20220606-225859_YouTube.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><span style="font-family: inherit;"><img border="0" data-original-height="391" data-original-width="718" height="174" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijKaOm38xjt9UMJfjIXXQniY268FC5D4oBLPoMkl3xpi-4edIqbyBsjANZGNG7oKde-FQ5u2s03TyDiJMnwajTv1De6c2onJukC-bLrvOmi3J3CWFJoHLGF6D1GmMBqL6jg6JWQtXkoSJDQ_tBWYCAm8-loah_Oq34iVzFtkMidLmpDLsDBbP873PlmQ/s320/Screenshot_20220606-225859_YouTube.jpg" style="border: none; position: relative;" width="320" /></span></a></div><p></p><p><span style="font-family: inherit;"><a href="https://es.liveworksheets.com/search.asp?content=sa+se+si+so+su" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000;">FICHAS INTERACTIVAS</span></b></a><br /></span></p><p><span style="font-family: inherit;">Se trata de numerosas fichas con ejercicios interactivos autocorregibles para reforzar <span style="font-size: 14.85px;">la"s"</span> . Se pueden imprimir, realizar on-line o enviar la respuesta al profesor/a. Publicadas en <i>https://es.liveworksheets.com</i></span></p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><span style="font-family: inherit;"><b style="text-align: center;"><span style="color: #cc0000;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvB-ocvD7BszGiSJqP_9QPAfVsD9wBUMLTl6w9nvWDdsOeN1gjOMCE1WHdh1YGQRwZl6769imDgv3ZQkDSRdexEUdLCuZ_HuckNIGOv1ELhHCpGB0H-WYvPyT82p_41W4qf8_yMM1gKlyNNyJcOSYzmY7iNHC-cEriC8DGZw07TkUfO5V5Svq_p0ofsQ/s1024/Screenshot_20220606-225925_Chrome.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="1024" data-original-width="715" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvB-ocvD7BszGiSJqP_9QPAfVsD9wBUMLTl6w9nvWDdsOeN1gjOMCE1WHdh1YGQRwZl6769imDgv3ZQkDSRdexEUdLCuZ_HuckNIGOv1ELhHCpGB0H-WYvPyT82p_41W4qf8_yMM1gKlyNNyJcOSYzmY7iNHC-cEriC8DGZw07TkUfO5V5Svq_p0ofsQ/s320/Screenshot_20220606-225925_Chrome.jpg" style="border: none; position: relative;" width="223" /></a> </span></b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhv29y5kgkSzYMOSfeXK9RqFShdd8Dd-gh5L3JteOlD4Vtew3OQ7QdfFIB1PJ53PFlaP5v0g4DzqRuNySoItWWcVr6g5q0j6o2tdaIpdUFsjaxRsc_o_ieyTrqvxj0IlHQk7WnUXow7wblBe0zXYqDaYN6eOrNC1ptWABRas8eW0QOh4WMQbv4j_Ss5oA/s1144/Screenshot_20220606-230007_Chrome.jpg" style="color: #3e65b9; font-weight: 700; margin-left: 1em; margin-right: 1em; text-align: center; text-decoration-line: none;"><img border="0" data-original-height="1144" data-original-width="720" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhv29y5kgkSzYMOSfeXK9RqFShdd8Dd-gh5L3JteOlD4Vtew3OQ7QdfFIB1PJ53PFlaP5v0g4DzqRuNySoItWWcVr6g5q0j6o2tdaIpdUFsjaxRsc_o_ieyTrqvxj0IlHQk7WnUXow7wblBe0zXYqDaYN6eOrNC1ptWABRas8eW0QOh4WMQbv4j_Ss5oA/s320/Screenshot_20220606-230007_Chrome.jpg" style="border: none; position: relative;" width="201" /></a></span></blockquote><p><span style="font-family: inherit;"><b><span style="color: #cc0000;"><a href="https://drive.google.com/file/d/1_zqMUGYseCoKIFs8Mq6t6jVLyrA7Yo51/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;">REHABILITACIÓN DEL FONEMA</span></a> /S/ (</span></b><b style="color: #cc0000;">Cicerón)</b></span></p><p></p><p><span style="font-family: inherit;"><span style="font-size: 14.85px;">Extraído del programa para la adquisición y desarrollo de la capacidad articulatoria "Cicerón", de </span><i style="font-size: 14.85px;">Mª Paz Seivane Cobo.</i></span></p></div><blockquote style="border: none; font-size: 14.85px; margin: 0px 0px 0px 40px; padding: 0px;"><div class="separator" style="clear: both;"><div class="separator" style="clear: both;"><span style="font-family: inherit;"> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJj10YMYitFySAzyJNj0w5DtnoF2ZlKSCt-vCl9vmP0ZmIYpwvDJlWOiHcKdSNlHqOxOlq8aXD7-B21hx-A4qttJ5bXF9N8550nXdFQlkNnLdZQJN_Dsn5y3SVSih7q8VUs_yToQ23TELJIPu4zmjqPOqvl-yXHI555Snum7t4f2d1_5yiTw6o_W-4mQ/s905/Screenshot_20220602-175027_Chrome.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-align: center; text-decoration-line: none;"><img border="0" data-original-height="905" data-original-width="628" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJj10YMYitFySAzyJNj0w5DtnoF2ZlKSCt-vCl9vmP0ZmIYpwvDJlWOiHcKdSNlHqOxOlq8aXD7-B21hx-A4qttJ5bXF9N8550nXdFQlkNnLdZQJN_Dsn5y3SVSih7q8VUs_yToQ23TELJIPu4zmjqPOqvl-yXHI555Snum7t4f2d1_5yiTw6o_W-4mQ/s320/Screenshot_20220602-175027_Chrome.jpg" style="border: none; position: relative;" width="222" /></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVOgBoq434w9FLRdqT5MRJythlwZEx15ONsgJVj4e1Ttpsoh57p0nABdjXRQ3tRbKTgAhdpERcdGpUHTqAv-XERnejLO73RREv3j1yqPgCpTd6ptH6OOLQLA6UayrtXWvqZHvxsn9wjZo2HYgeL7fqZfJr6l45BvmfvAp_0GbL1YvcyqS0ezJDy-JwIw/s923/Screenshot_20220607-161830_Drive.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-align: center; text-decoration-line: none;"><img border="0" data-original-height="923" data-original-width="663" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVOgBoq434w9FLRdqT5MRJythlwZEx15ONsgJVj4e1Ttpsoh57p0nABdjXRQ3tRbKTgAhdpERcdGpUHTqAv-XERnejLO73RREv3j1yqPgCpTd6ptH6OOLQLA6UayrtXWvqZHvxsn9wjZo2HYgeL7fqZfJr6l45BvmfvAp_0GbL1YvcyqS0ezJDy-JwIw/s320/Screenshot_20220607-161830_Drive.jpg" style="border: none; position: relative;" width="230" /></a><br /></span></div></div></blockquote><div style="font-size: 14.85px;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p></p></blockquote><p><b><span style="color: #cc0000;"><span style="font-family: inherit;"><a href="https://drive.google.com/file/d/1GSi4h3vqdcg2XB_4rNjb2kL_8M4lqaxq/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;">ACTIVIDADES DE GENERALIZACIÓN</span></a><br /></span></span></b></p><p><span style="font-family: inherit;">Lista de actividades a realizar para lograr la generalización del fonema trabajado, en este caso la <span style="font-size: medium;"> /s/ </span></span></p><p></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: inherit;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhi4-OlndmDbGV-duhOw4V4Woxniw7_MXjpz_W1UAxeJ69XQpvfmjaPvt8WhfKFRwq7P2QrxWHNQwHePEf3bc2fUEapHn9qTIeL48b_8JOiOmuTQIYFBGCMEs8CUKBBvYYGmgZt3x_hMQhl-t-Zm8F_Ejwi7z-rnFpNjyjKTc17DaGpSphZElNUCIzUPg/s895/Generalizaci%C3%B3n%201.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="895" data-original-width="611" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhi4-OlndmDbGV-duhOw4V4Woxniw7_MXjpz_W1UAxeJ69XQpvfmjaPvt8WhfKFRwq7P2QrxWHNQwHePEf3bc2fUEapHn9qTIeL48b_8JOiOmuTQIYFBGCMEs8CUKBBvYYGmgZt3x_hMQhl-t-Zm8F_Ejwi7z-rnFpNjyjKTc17DaGpSphZElNUCIzUPg/s320/Generalizaci%C3%B3n%201.jpg" style="border: none; position: relative;" width="218" /></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbfsFih7bN0g-9wiMqL_QtOVwrzapxvasPCJOttjXMixJpJkEBiGyvVDHXw7nrNg6PRRpBoy-N5VNETKwhbyEEWKj50tZgimVnYy3Gltg2uJwyxpWc7nFoN9FPcjWtVJUnNDP2Bp_EBrYGrJWH1KHWVpGS4LfBtZnSNamYwiJn5eav1kSygFZuAemyDw/s901/Generalizaci%C3%B3n%202.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="901" data-original-width="621" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbfsFih7bN0g-9wiMqL_QtOVwrzapxvasPCJOttjXMixJpJkEBiGyvVDHXw7nrNg6PRRpBoy-N5VNETKwhbyEEWKj50tZgimVnYy3Gltg2uJwyxpWc7nFoN9FPcjWtVJUnNDP2Bp_EBrYGrJWH1KHWVpGS4LfBtZnSNamYwiJn5eav1kSygFZuAemyDw/s320/Generalizaci%C3%B3n%202.jpg" style="border: none; position: relative;" width="221" /></a><span style="text-align: left;"> </span></span></div><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p></p></blockquote><p><span style="font-family: inherit;"><b><span style="color: #cc0000;"><a href="https://view.genial.ly/5ec7a0cfa91f5e0d2d178bc7/presentation-fonema-s" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;">GENIALLY. </span></a>Equipo S. ¿Prepara</span><span style="color: #cc0000;">dos para aprender?</span></b>(blablablamos)</span></p><p><span style="font-family: inherit;"><a href="https://view.genial.ly/6033d5189fbc300d16744628/interactive-content-letra-s" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000;">GENIALLY. Todo sobre la </span></b></a><span style="color: #cc0000;"><b>S</b></span> (Elena Nubes)<br /></span></p><p><span style="font-family: inherit;"><a href="https://view.genial.ly/61480c462c6ff60ddba8f042/interactive-content-letra-s" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;"><b>GENIALLY. Lecto-escritura. Fonema </b></span></a><span style="color: #cc0000;"><b>S</b></span> (yolielvallin)</span></p><p><span style="font-family: inherit;"><b><span style="color: #cc0000;"><a href="https://view.genial.ly/5f6f36ff9bbeb80d1f9400ce/interactive-content-fonema-s" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;">GENIALLY. Lecto-escritura: fonema sssss</span></a> </span></b>(Javi Ávalos)</span></p><div class="separator" style="clear: both;"><span style="font-family: inherit;"> </span><div class="separator" style="clear: both;"><span style="font-family: inherit;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgE7ic5F5fcPdiBXZizQPCdO7hSePwwXxrLvv-6P3Em-3mLLbSba98HGFqQsaRbWmR5R_oOFkj76Gj2Md32JHfeUAbVEoljReASI7Mb9HgHh3KENqOzFkAmnJaH9JzLVL8_1OLrinpQAIPcenDgaEaBR4REs40PiTvHNLxL64jLX1niOroNcjvyg0Xn0w/s720/Screenshot_20220606-230258_Chrome.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="394" data-original-width="720" height="129" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgE7ic5F5fcPdiBXZizQPCdO7hSePwwXxrLvv-6P3Em-3mLLbSba98HGFqQsaRbWmR5R_oOFkj76Gj2Md32JHfeUAbVEoljReASI7Mb9HgHh3KENqOzFkAmnJaH9JzLVL8_1OLrinpQAIPcenDgaEaBR4REs40PiTvHNLxL64jLX1niOroNcjvyg0Xn0w/w235-h129/Screenshot_20220606-230258_Chrome.jpg" style="border: none; position: relative;" width="235" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEib20rdD4RS_oW6q8tIV9AJchrvyS_xO7wxKR3IWi-9f_8nczSaLKXo4zRStuw-RbuGZTexwvwvwPVzf-j-fCpqfeXuAFvSpOoUgQ27q7z4nU8DCqk6NbXw2qDT_d7TuNFAr_qaQ-LPne848ywCLSdm22fomSbCmsMXLEBEMikeiB4Wa_t3sRP_xS7BJQ/s720/Screenshot_20220606-230240_Chrome.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="397" data-original-width="720" height="130" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEib20rdD4RS_oW6q8tIV9AJchrvyS_xO7wxKR3IWi-9f_8nczSaLKXo4zRStuw-RbuGZTexwvwvwPVzf-j-fCpqfeXuAFvSpOoUgQ27q7z4nU8DCqk6NbXw2qDT_d7TuNFAr_qaQ-LPne848ywCLSdm22fomSbCmsMXLEBEMikeiB4Wa_t3sRP_xS7BJQ/w237-h130/Screenshot_20220606-230240_Chrome.jpg" style="border: none; position: relative;" width="237" /></a></span></div><span style="font-family: inherit;"><br /></span><div class="separator" style="clear: both;"><span style="font-family: inherit;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJs2QSLye9L94rgYpdBltNWtGxv6Fn1gdaBKoGUboCqK3vHj2UVBQQLjPkfnIX_cFisREVyKF7cEHLPTXWZyrHJH0jAni_v0Q9T8t5xfPJFxRSz0st1WZ7LTGs26RFqLqTM5BfsACSU-GIhh2OBIFZ8oDDYRiM5IrHviJCxIlSzpf3Fr-Fu3YkF_W0rQ/s720/Screenshot_20220606-230156_Chrome.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="550" data-original-width="720" height="163" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJs2QSLye9L94rgYpdBltNWtGxv6Fn1gdaBKoGUboCqK3vHj2UVBQQLjPkfnIX_cFisREVyKF7cEHLPTXWZyrHJH0jAni_v0Q9T8t5xfPJFxRSz0st1WZ7LTGs26RFqLqTM5BfsACSU-GIhh2OBIFZ8oDDYRiM5IrHviJCxIlSzpf3Fr-Fu3YkF_W0rQ/w215-h163/Screenshot_20220606-230156_Chrome.jpg" style="border: none; position: relative;" width="215" /></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihT93oJ_FispNevvQ-mPHKNCdmqtgHcR4b9njdLoaO9AgZan3Ci_A6KF__2YpGV_EhxDX45N2tijUER2BNj7jJ8K4tWpyQ1doHheAgeqgbBIrl4HSge6BVFaQIaqkcW4IvjRWcl6rI1RcK-Tt1n56o1HV5p0h1ZKlrSPGvtL-GHPvPHYdy1SuIJL0UXQ/s720/Screenshot_20220606-230135_Chrome.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="393" data-original-width="720" height="143" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihT93oJ_FispNevvQ-mPHKNCdmqtgHcR4b9njdLoaO9AgZan3Ci_A6KF__2YpGV_EhxDX45N2tijUER2BNj7jJ8K4tWpyQ1doHheAgeqgbBIrl4HSge6BVFaQIaqkcW4IvjRWcl6rI1RcK-Tt1n56o1HV5p0h1ZKlrSPGvtL-GHPvPHYdy1SuIJL0UXQ/w261-h143/Screenshot_20220606-230135_Chrome.jpg" style="border: none; position: relative;" width="261" /></a></span></div></div></div><div><blockquote style="border: none; font-size: 14.85px; margin: 0px 0px 0px 40px; padding: 0px;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"></blockquote></blockquote></blockquote><p style="font-size: 14.85px;"><span style="font-family: inherit;">"F<b><u>onodil 1. El juego de los fonemas: El juego del sapo "</u></b> (Nardil).</span></p><div><div class="separator" style="clear: both; font-size: 14.85px; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaTcPhCkr3obtsy6eAWoB9k8Xoki_m_2oqYw5DERfzYrD8dbAqCb1N7T8HVMMi-BVV29IM-nMmWnw-4H8j3PjkRKWyx-pLE2gONcuVXpr5c_bj9BHZbIJ6pEzynUi35p_ehzk1CRsGdlH-ylI6ZI_aYVNhADsQSNb_scM_aF5lfsxnhvdrXq8roB72rQ/s512/Fonodil%20Sapo.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="363" data-original-width="512" height="227" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaTcPhCkr3obtsy6eAWoB9k8Xoki_m_2oqYw5DERfzYrD8dbAqCb1N7T8HVMMi-BVV29IM-nMmWnw-4H8j3PjkRKWyx-pLE2gONcuVXpr5c_bj9BHZbIJ6pEzynUi35p_ehzk1CRsGdlH-ylI6ZI_aYVNhADsQSNb_scM_aF5lfsxnhvdrXq8roB72rQ/s320/Fonodil%20Sapo.jpg" style="border: none; position: relative;" width="320" /></a></div><div class="separator" style="clear: both; font-size: 14.85px; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><span style="font-size: 14.85px;">MAS ACTIVIDADES: </span><span style="font-size: 14.85px; text-align: left;"><a href="https://mestreacasa.gva.es/web/gadea_amp/45" target="_blank">https://mestreacasa.gva.es/web/gadea_amp/45 </a></span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-size: 14.85px; text-align: left;"><br /></span></div><div class="separator" style="clear: both; text-align: center;">FUENTE: https://aldeltierno.blogspot.com/2022/06/recopilatorio-de-material-para-la_7.html </div></div></div></div>Comunicatehttp://www.blogger.com/profile/08808127726181509796noreply@blogger.com0tag:blogger.com,1999:blog-6601010038923098503.post-19616241290308471922023-03-27T03:45:00.003-07:002023-03-27T03:45:44.959-07:00SONIDO /K/<p> </p><h3 class="post-title entry-title" itemprop="name" style="background-color: white; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 20px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: normal; line-height: normal; margin: 0px; position: relative;"><a href="https://aldeltierno.blogspot.com/2022/11/recopilatorio-de-material-para-la.html" style="color: #4992ff; text-decoration-line: none;">RECOPILATORIO DE MATERIAL PARA LA ARTICULACION DEL FONEMA /K/</a></h3><div><br /></div><div><div class="separator" style="clear: both; text-align: center;">ACTIVIDADES CE CI<br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhcRvXAkdt380lDOKU91OLRC1yjOl3oaeHa77wQzgjN8BfgoBcKSvVy77vOeIk6oolzTcidwYVCVBzojawKl25iQfajdRA_BTCSsUZ2gcl8KMmH3r1mFLyrfHYMzrPRgjqulVikbsdMNlkqYrn2nr7RVztL2zEp095WSfqFJiVUPcyiWJCbV19PiysEaw" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img alt="" data-original-height="427" data-original-width="411" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEhcRvXAkdt380lDOKU91OLRC1yjOl3oaeHa77wQzgjN8BfgoBcKSvVy77vOeIk6oolzTcidwYVCVBzojawKl25iQfajdRA_BTCSsUZ2gcl8KMmH3r1mFLyrfHYMzrPRgjqulVikbsdMNlkqYrn2nr7RVztL2zEp095WSfqFJiVUPcyiWJCbV19PiysEaw" width="231" /></a></div><br />ACTIVIDADES ZA ZO ZU</div><div class="separator" style="clear: both; text-align: center;"><a href="http://comunicate-comunicame.blogspot.com/2020/06/empieza-porz.html" imageanchor="1" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="240" data-original-width="320" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiI1EnLL8NaP9-MyliShGMl8cAu4RPajlpsLrS66Nd7s-z8kgVABm37IJdk64V0fYdUyxZb1r7YBuYXl3cDqrWuErSTuw-qzzr-yXgbuY5e_rBLFOTuWyhAhLpt3UITNQKd63B5Yg3WzUXdVOUbVTVe79ZRja06KZGXmpPj1mOfuofHZUVQXbqy9nPJow/s1600/Diapositiva2.JPG" width="320" /></a></div><br /><br /><a href="https://arasaac.org/materials/search/fonema%20c-%20qu%20k?offset=0&tab=0" style="background-color: white; color: #3e65b9; font-family: Lemonada; font-size: 14.85px; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000;">MATERIAL DE ARASAAC PARA TRABAJAR EL FONEMA </span></b></a><span style="background-color: white; color: #cc0000; font-family: Lemonada; font-size: 14.85px;"><b><u>/K/</u></b></span></div><div class="post-body entry-content" id="post-body-580021183182964933" itemprop="articleBody" style="background-color: white; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 14.85px; line-height: 1.4; position: relative; width: 588px;"><p><span style="font-family: Lemonada;">Se trata de un conjunto de materiales para trabajar el fonema </span><span style="font-family: Lemonada;">/k/</span><span style="font-family: Lemonada;">, con material de ARASAAC. Publicado en: https: <i>www.soyvisual.org y </i></span><span style="font-family: Lemonada;"><i>https://arasaac.org</i></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8QejrYT0frzq53NveADE3uu6HkNnGGRaMRfhwujdWhnBfxkNlYsPoEzGTfxdGezRSbFU9zUn8TgSi0kz88arCg5mm3f3tN2eygar18yvqhhx-3JIfHD1UygAqBFV8fgOcOwIjLNdq1aJWJue9MXcYsq7jdSuVf8dCxBIyBqFG84xu0cx79MZb0_-fjw/s674/Screenshot_20220602-175528_Chrome.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="514" data-original-width="674" height="244" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8QejrYT0frzq53NveADE3uu6HkNnGGRaMRfhwujdWhnBfxkNlYsPoEzGTfxdGezRSbFU9zUn8TgSi0kz88arCg5mm3f3tN2eygar18yvqhhx-3JIfHD1UygAqBFV8fgOcOwIjLNdq1aJWJue9MXcYsq7jdSuVf8dCxBIyBqFG84xu0cx79MZb0_-fjw/s320/Screenshot_20220602-175528_Chrome.jpg" style="border: none; position: relative;" width="320" /></a></div><p></p><p><a href="https://drive.google.com/file/d/1TKEHRVphhkco2elBeYaj-p6A6vDDX1wM/view" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000; font-family: Lemonada;"><b>LOTO FONÉTICO /K/ posición inicial</b></span></a><br /></p><p><a href="https://drive.google.com/file/d/1bw2iODrtqAxYCPcZfIXD6-yDEv5_Wbcr/view" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000; font-family: Lemonada;"><b>LOTO FONÉTICO /K/ posición media</b></span></a><br /></p><p><span style="font-family: Lemonada;">Loto fonético- fonológicos del fonema /k/ . Elaborado por Belinda Haro y Ángela Salvador, publicado en: </span><i style="font-family: Lemonada;">siembraestrellas.blogspot.com</i></p><p><span style="background-color: #04ff00;"><span style="font-family: Lemonada;"></span></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbbpmbKyEEiPVbomFdspEYC22TMLlldstNzyiq-ExeGo0qbhTck2BEM06o7G_tl238tkwxWMdrZWj4W6HTI9YMnFmncXN-6uLmSlTgXNNETr-Q94MnzRjY9__kZ-IQr6fmbdBcvq3g9kyA6-7rHvs9_PeX_JMQiFsrRdy7rxsvepuEZGnYNFUecuGVnQ/s619/Screenshot_20221101-181718_Drive.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="433" data-original-width="619" height="224" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbbpmbKyEEiPVbomFdspEYC22TMLlldstNzyiq-ExeGo0qbhTck2BEM06o7G_tl238tkwxWMdrZWj4W6HTI9YMnFmncXN-6uLmSlTgXNNETr-Q94MnzRjY9__kZ-IQr6fmbdBcvq3g9kyA6-7rHvs9_PeX_JMQiFsrRdy7rxsvepuEZGnYNFUecuGVnQ/s320/Screenshot_20221101-181718_Drive.jpg" style="border: none; position: relative;" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><p style="text-align: left;"><a href="https://docs.google.com/presentation/d/1eXPHW2fTU8VrIsRqaz2n_l6fGfhnFxKH/edit?usp=share_link&ouid=111728074970972862620&rtpof=true&sd=true" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000; font-family: Lemonada;"><b>DISCRIMINACIÓN DE FONEMAS /K/ y /T/</b></span></a><br /></p><p style="text-align: left;"><a href="https://docs.google.com/presentation/d/1D_KzbjmyMeoYotpOrLvM16AWyywG6yWB/edit?usp=share_link&ouid=111728074970972862620&rtpof=true&sd=true" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000; font-family: Lemonada;"><b>DISCRIMINACIÓN DE FONEMAS /K/ y /G/</b></span></a></p><p style="text-align: left;"><a href="https://docs.google.com/presentation/d/1tS7gpK4rdwMgeSsFDmdL4AJd1bbxo5u_/edit?usp=share_link&ouid=111728074970972862620&rtpof=true&sd=true" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000; font-family: Lemonada;"><b>DISCRIMINACIÓN DE FONEMAS /K/ y J/</b></span></a></p><p style="text-align: left;"><span style="font-family: Lemonada;">Material interactivo para reforzar la discriminación fonológica del fonema /k/ y /t/ - /g/ . Elaborado por el Equipo Comunicarnos, (Belinda Haro) publicado en: </span><i style="font-family: Lemonada;">siembraestrellas.blogspot.com</i></p><p style="text-align: left;"><i style="font-family: Lemonada;">(Aclaración: no hay que meter contraseña, da a descargar)</i></p></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJd9RkR_6yM2u6oWP_uOn5CYWuL91Qa2Wh6Ch6RDfgR90US7_-PSsfeV-WAG25eikqRTC-tyjcFWEmlcy6c1LBx9u_jtfzYez7Jgxw38sJAoyof-Hc4wMX1O3aXJU6noriSoYhk2M-9RKvfxMxxgVj82oSX_P4jUlyVs-R6i9XkDrlU7i16mXJP0IN9w/s1016/Screenshot_20221104-161146_PowerPoint.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="719" data-original-width="1016" height="226" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJd9RkR_6yM2u6oWP_uOn5CYWuL91Qa2Wh6Ch6RDfgR90US7_-PSsfeV-WAG25eikqRTC-tyjcFWEmlcy6c1LBx9u_jtfzYez7Jgxw38sJAoyof-Hc4wMX1O3aXJU6noriSoYhk2M-9RKvfxMxxgVj82oSX_P4jUlyVs-R6i9XkDrlU7i16mXJP0IN9w/s320/Screenshot_20221104-161146_PowerPoint.jpg" style="border: none; position: relative;" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><p></p><p><a href="https://drive.google.com/file/d/1sfP07t6bDFAgy27ThPH_QvY1hnrvKvWS/view" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000; font-family: Lemonada;">RECOPILATORIO: FONEMA /K/</span></b></a><br /></p><p><span style="font-family: Lemonada;">Estupendo recopilatorio de materiales sobre el fonema /k/ en: Power Point, Genially, fichas interactivas, fichas para imprimir y material manipulativo . Elaborado por el Equipo Comunicarnos, (Belinda Haro) publicado en: </span><i style="font-family: Lemonada;">siembraestrellas.blogspot.com</i></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEif7wIGCpyifF4xGej7R_3tm8DBwT0Cxnchpy0ZoY7GG4UvemfuZx18KRIxSz9s3J0gD5m0i8nbrsquDOYx399pB0SZzBlRAB07A9QPigg6qaUtSEXJLumReSm27T7dwHwGuUlVpI3y05eDqqJz9krCf-Gtl_DOaTpc_-5B2zGFNaHus0mE13SOH0c2lQ/s813/Screenshot_20221101-181929_Drive.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="529" data-original-width="813" height="208" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEif7wIGCpyifF4xGej7R_3tm8DBwT0Cxnchpy0ZoY7GG4UvemfuZx18KRIxSz9s3J0gD5m0i8nbrsquDOYx399pB0SZzBlRAB07A9QPigg6qaUtSEXJLumReSm27T7dwHwGuUlVpI3y05eDqqJz9krCf-Gtl_DOaTpc_-5B2zGFNaHus0mE13SOH0c2lQ/s320/Screenshot_20221101-181929_Drive.jpg" style="border: none; position: relative;" width="320" /></a></div><p><a href="https://drive.google.com/file/d/1wtctx_1vPJSVCWJ50vAKlNyuPzeoG3nQ/view" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000; font-family: Lemonada;"><b>CUADERNILLO DE ARTICULACIÓN /K/</b></span></a><br /></p><p><span style="font-family: Lemonada;">Cuadernillo de coordinación para trabajar el sonido /k/ con la familia. Elaborado por</span><i style="font-family: Lemonada;"> Belinda Haro y Rosario Pocel.</i></p><div class="separator" style="clear: both; text-align: center;"><div style="text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJwIPq9XiEZ4RboyP3_hXjbEwYFERekhJhcpcCG_a-yqsliJjjQbcyAIpkGU1Elabvr6NYWQTSLh9V2GgqZ9GI95vugClVMkLvp2f9KXg6UspE-t2mgBJIo7JXxjnTIJbUDcbcYV3MxfLvR6n6lqW5swMtUf9Ek59hch7Utgur-wnSf-0lmYBfi_UA4A/s853/Screenshot_20221101-182004_Drive.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="853" data-original-width="640" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJwIPq9XiEZ4RboyP3_hXjbEwYFERekhJhcpcCG_a-yqsliJjjQbcyAIpkGU1Elabvr6NYWQTSLh9V2GgqZ9GI95vugClVMkLvp2f9KXg6UspE-t2mgBJIo7JXxjnTIJbUDcbcYV3MxfLvR6n6lqW5swMtUf9Ek59hch7Utgur-wnSf-0lmYBfi_UA4A/s320/Screenshot_20221101-182004_Drive.jpg" style="border: none; position: relative;" width="240" /></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvopfPpQ50DSQYXD977zmT4mExMiTDRlnD5lv5i02E0i1bKpibtRVApQ2sdj8ru6C-4MQeGcBBtnxXLMvtJGupGjE5iVC-aePvdBh2ZZ_Pzym4K4qs_eI62dreX2qhH3wudYfmMh2PDBR4Gqqx83DZ1fw2V5hZEnEE8CteewstP3WaJJQo-TBUik9IrQ/s843/Screenshot_20221101-182020_Drive.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-align: center; text-decoration-line: none;"><img border="0" data-original-height="843" data-original-width="646" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvopfPpQ50DSQYXD977zmT4mExMiTDRlnD5lv5i02E0i1bKpibtRVApQ2sdj8ru6C-4MQeGcBBtnxXLMvtJGupGjE5iVC-aePvdBh2ZZ_Pzym4K4qs_eI62dreX2qhH3wudYfmMh2PDBR4Gqqx83DZ1fw2V5hZEnEE8CteewstP3WaJJQo-TBUik9IrQ/s320/Screenshot_20221101-182020_Drive.jpg" style="border: none; position: relative;" width="245" /></a></div></div><p></p><p><a href="https://drive.google.com/file/d/1y8b2W3M5ZnjO1gPiX3jOVb5RW568_yib/view" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000; font-family: Lemonada;"><br />LISTADO CON EL FONEMA /K/</span></b></a><br /></p><p><span style="font-family: Lemonada;">Presentación de Power Point con animaciones, ideales también para imprimir y trabajar en formato cuadernillo el fonema /k/. Elaborado por el grupo de trabajo L.E.A. En </span><i style="font-family: Lemonada;">https://alojaweb.educastur.es/web/lea</i></p><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: left;"><span style="font-family: Lemonada;"><div class="separator" style="clear: both;"><div class="separator" style="clear: both; text-align: center;"> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_V6Lr1dtKDVy1NT6tMqC3oVBaqb0VCmF9lfwuaI1uCdxUrGmnvVWnM__hKqyhbk_t9gHGk0nBsJQxxbsvv9aIuYe7f7PNMRdgRoqdaXbAgIEDSvOcBuiIg2fNhuF3atMoIAQ0463z4f9hcW7JNXp8-IWBxYWMJn8v9YS-2vL31Y4-SWNcfoGZR9kVOA/s930/Screenshot_20221104-161519_PowerPoint.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="698" data-original-width="930" height="206" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_V6Lr1dtKDVy1NT6tMqC3oVBaqb0VCmF9lfwuaI1uCdxUrGmnvVWnM__hKqyhbk_t9gHGk0nBsJQxxbsvv9aIuYe7f7PNMRdgRoqdaXbAgIEDSvOcBuiIg2fNhuF3atMoIAQ0463z4f9hcW7JNXp8-IWBxYWMJn8v9YS-2vL31Y4-SWNcfoGZR9kVOA/w275-h206/Screenshot_20221104-161519_PowerPoint.jpg" style="border: none; position: relative;" width="275" /></a></div></div></span></div></div><p><a href="https://drive.google.com/file/d/1CIVRe8cfuteO15xo3Eyxf5LQVffk4nhR/view" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000; font-family: Lemonada;"><b>UDICOM: grafema "c"</b></span></a></p><p><a href="https://drive.google.com/file/d/1wN-7a5S1xWa1O1HSh4KBoNKZu5B0Gm0O/view" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000; font-family: Lemonada;">UDICOM: grafema "k"</span></b></a><br /></p><p><a href="https://drive.google.com/file/d/1IqcIPImgvEX8FTZoAj3aiV4NH0NAGDef/view" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000; font-family: Lemonada;"><b>UDICOM: grafema "qu"</b></span></a><br /></p><p><span style="font-family: Lemonada;">Conjunto de fichas sobre: discriminación auditiva, visual, lectura, escritura, construcción de frases... </span><span style="font-family: Lemonada;"> Elaborado por el </span><i style="font-family: Lemonada;">CEIP "Joaquín Carrión Valverde"</i><span style="font-family: Lemonada;"> de San Javier (Murcia), publicado en: <i>https://creena.educacion.navarra.es</i></span></p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><div class="separator" style="clear: both;"><div class="separator" style="clear: both;"><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-1tUg5RxzRuQ-dlM6yFRdI79FJjAlH_uJRnHknPzG1aht2iwc1j16WgdW5DYVQPJx_Twx9E3FEo9wyEybzy24xJeuxCDiZVA839DQOiJX-uzS5_2s_k3hexW81kh4TXz7UuT_0EuLYyq-BtjUJwfKl1fPJedwRP2CemArc4v8g-8SbSX4hpy2pAIYeA/s998/Screenshot_20221101-182234_Drive.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="998" data-original-width="653" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-1tUg5RxzRuQ-dlM6yFRdI79FJjAlH_uJRnHknPzG1aht2iwc1j16WgdW5DYVQPJx_Twx9E3FEo9wyEybzy24xJeuxCDiZVA839DQOiJX-uzS5_2s_k3hexW81kh4TXz7UuT_0EuLYyq-BtjUJwfKl1fPJedwRP2CemArc4v8g-8SbSX4hpy2pAIYeA/s320/Screenshot_20221101-182234_Drive.jpg" style="border: none; position: relative;" width="209" /></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgypkANWGUTvsyMmIbnfXhG_0YHwECVbncggm2xzC2GKKEXZWFO_Km7BuQRXnFVfTX-jRF_qiUDnXh0j_fGcctYHo2JA_E9c1cjraOtaqMZ-2iKBaIc2sJ8YzbqsIKvXMqUrvw4yN5qMr6NA5JdWiJ-9Oho8tJKFdEsNCVDgg6wMgZGy8ufrlRx8uR1Ug/s934/Screenshot_20221101-182157_Drive.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-align: center; text-decoration-line: none;"><img border="0" data-original-height="934" data-original-width="664" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgypkANWGUTvsyMmIbnfXhG_0YHwECVbncggm2xzC2GKKEXZWFO_Km7BuQRXnFVfTX-jRF_qiUDnXh0j_fGcctYHo2JA_E9c1cjraOtaqMZ-2iKBaIc2sJ8YzbqsIKvXMqUrvw4yN5qMr6NA5JdWiJ-9Oho8tJKFdEsNCVDgg6wMgZGy8ufrlRx8uR1Ug/s320/Screenshot_20221101-182157_Drive.jpg" style="border: none; position: relative;" width="227" /></a></div></div></div></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"></blockquote></blockquote><p><a href="https://drive.google.com/file/d/1_M_pz4nK3r4E8PQUmjWiphqaS_MGVmgM/view" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000; font-family: Lemonada;"><b>CUENTO CON EL GRAFEMA "K"</b></span></a><br /></p><p><span style="font-family: Lemonada;">Cuento extraído de "<i>Dime cómo hablas y te contaré un cuento</i>", adaptado para la reeducación del habla dirigido al grafema "c-qu"</span><span style="font-family: Lemonada;">. Elaborado por la<i> Junta de Extremadura.</i></span></p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><div class="separator" style="clear: both;"><div class="separator" style="clear: both;"><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicInOAnQn9Q_T8MrNUGu3V0rr-XJdT1ZEhBkKcnBhWpaUE8djecd8C1J__o12WMW6M6dff4-v2ENIyI3TTtnscOJ8vlP41MDYLcufOJGR7RqK7orF6a7eWdY3Sa_LuyFJxziCU1oQupCmcuKvX1vy9f4bZCiBYchSXyTylF6eGjfrHtoWRiyxHxAeopA/s740/Screenshot_20221101-182331_Drive.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="740" data-original-width="530" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicInOAnQn9Q_T8MrNUGu3V0rr-XJdT1ZEhBkKcnBhWpaUE8djecd8C1J__o12WMW6M6dff4-v2ENIyI3TTtnscOJ8vlP41MDYLcufOJGR7RqK7orF6a7eWdY3Sa_LuyFJxziCU1oQupCmcuKvX1vy9f4bZCiBYchSXyTylF6eGjfrHtoWRiyxHxAeopA/s320/Screenshot_20221101-182331_Drive.jpg" style="border: none; position: relative;" width="229" /></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgglR1ZtPalJR6yk7pTjH__4BUbTe-K514hJ2qXAFqTAWVm42oVJf8f57i91f0JThZewWXaMfuTxvQEo9GIhATf-jalhhUko-NAjsFh3sFM_u9jhc9r9--DMoXZdhf-6U4HOjeVlJ20ADo8hTAHBFjNVZLggk3X44aS0AGbU9mnXAQ1WktbQs7fRf0zfA/s889/Screenshot_20221101-182317_Drive.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-align: center; text-decoration-line: none;"><img border="0" data-original-height="889" data-original-width="630" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgglR1ZtPalJR6yk7pTjH__4BUbTe-K514hJ2qXAFqTAWVm42oVJf8f57i91f0JThZewWXaMfuTxvQEo9GIhATf-jalhhUko-NAjsFh3sFM_u9jhc9r9--DMoXZdhf-6U4HOjeVlJ20ADo8hTAHBFjNVZLggk3X44aS0AGbU9mnXAQ1WktbQs7fRf0zfA/s320/Screenshot_20221101-182317_Drive.jpg" style="border: none; position: relative;" width="227" /></a></div></div></div></blockquote><p><a href="https://drive.google.com/file/d/1SA6WUu9MqhX9nCVZP5zbAvbhnKapG36i/view" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000; font-family: Lemonada;">CUADERNO DE ESCRITURA del grafema "c-qu-k"</span></b></a><br /></p><p><span style="font-family: Lemonada;">Fichas de grafomotricidad de la "c-qu-k", e</span><span style="font-family: Lemonada;">laboradas por<i> Igor Flores</i> Fernández, publicadas en su blog:</span><i style="font-family: Lemonada;"> pttxokoa.blogspot.com</i></p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><div class="separator" style="clear: both;"><i style="font-family: Lemonada;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiODml3PLaJo6zkvUMxCGIatHAaflVaP5J1pJz6AaCjNxdmRsoqT2mAee3gyC0U2s_t_KdT0zYQIQanNiZug--6pF2VXfua3JnpVnUsnrbBhuRr5EiN7mk5A4QhsRyBtm6VxN6gjtNlW0D87epdbKcfXmb5IXsTa2AQSEdUXXwnLmsbx3CkAx7-kB3-AQ/s902/Screenshot_20221101-182359_Drive.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="656" data-original-width="902" height="185" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiODml3PLaJo6zkvUMxCGIatHAaflVaP5J1pJz6AaCjNxdmRsoqT2mAee3gyC0U2s_t_KdT0zYQIQanNiZug--6pF2VXfua3JnpVnUsnrbBhuRr5EiN7mk5A4QhsRyBtm6VxN6gjtNlW0D87epdbKcfXmb5IXsTa2AQSEdUXXwnLmsbx3CkAx7-kB3-AQ/w255-h185/Screenshot_20221101-182359_Drive.jpg" style="border: none; position: relative;" width="255" /></a></div></i></div></blockquote><div><br /></div><div><a href="https://drive.google.com/file/d/1eHpJdxer07eVm77gYI8L6ek6wCjC90Xj/view" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000; font-family: Lemonada;"><b>LECTURA EN MAYÚSCULAS: grafema "c-qu-k"</b></span></a><br /></div><div><a href="https://drive.google.com/file/d/1732WZ2rjy1ohluIGcDip2KoWQtE_ZXm7/view" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000; font-family: Lemonada;">LECTURA EN MINÚSCULAS: grafema "c-qu-k"</span></b></a><br /></div><div><span style="font-family: Lemonada;">Fichas de lectura en mayúscula y minúscula del /c-qu-k/</span><span style="font-family: Lemonada;">. </span><span style="font-family: Lemonada;">Publicado en: </span><i style="font-family: Lemonada;">aulapt.org,</i><span style="font-family: Lemonada;"> elaborado por Raquel Girau.</span></div><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><div class="separator" style="clear: both;"><span style="font-family: Lemonada;"><div class="separator" style="clear: both;"><div class="separator" style="clear: both;"><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikiI5SzoR8Ex2V4Lnk7457SVqRPcykyGRDktToyICJXOlKTjLVamOmndxp86wkRAh-h_aCcdDpd1Og-ba1-yR0OkIjTZHaIZRCaVkvDqr3Lsj-3dEP-g8tXH7DxrSMf3j667tM73AT3BiBb3bkg5O94AuMnRu6wR0dg_LJM0dsNK7hcmpM-h3dkshUaw/s914/Screenshot_20221101-182528_Drive.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="914" data-original-width="654" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikiI5SzoR8Ex2V4Lnk7457SVqRPcykyGRDktToyICJXOlKTjLVamOmndxp86wkRAh-h_aCcdDpd1Og-ba1-yR0OkIjTZHaIZRCaVkvDqr3Lsj-3dEP-g8tXH7DxrSMf3j667tM73AT3BiBb3bkg5O94AuMnRu6wR0dg_LJM0dsNK7hcmpM-h3dkshUaw/s320/Screenshot_20221101-182528_Drive.jpg" style="border: none; position: relative;" width="229" /></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvePgukHA5szc1L2G4VQltZX3XriIAkABgvAsOk-CQGxT4DZ5oG61pv5eYWQA3XJ6fhsHsf1l0vIJpIV3cTzYXV0JrQHHmyZB8SRDGlnEQrZy-t082_WarG4rwzXwgpXxiRMn3wiBUeXmF9O34JmDMPzyHkiOu0aHrxW3fPHjv97hLEjNUfUm_n2N5rQ/s911/Screenshot_20221101-182522_Drive.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-align: center; text-decoration-line: none;"><img border="0" data-original-height="911" data-original-width="644" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvePgukHA5szc1L2G4VQltZX3XriIAkABgvAsOk-CQGxT4DZ5oG61pv5eYWQA3XJ6fhsHsf1l0vIJpIV3cTzYXV0JrQHHmyZB8SRDGlnEQrZy-t082_WarG4rwzXwgpXxiRMn3wiBUeXmF9O34JmDMPzyHkiOu0aHrxW3fPHjv97hLEjNUfUm_n2N5rQ/s320/Screenshot_20221101-182522_Drive.jpg" style="border: none; position: relative;" width="226" /></a></div></div></div></span></div></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><div class="separator" style="clear: both;"><span style="font-family: Lemonada;"></span><span style="font-family: Lemonada;"><div class="separator" style="clear: both;"><div class="separator" style="clear: both;"><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwZ0etWpnt4WXv8lLtDS_YfI7NticpbH920_Nv5sfPo0ENXhAU7ceIND8MdbUHSsdTzeBvDWfYcQsH4qtiZtEv0skLB3yAKf4XX9cVCt8Uh9qwHtb24rlWjCS01uDQrBFbVJqSmfaExxMPHVQTW8ncS5f_CSyAKD-yTENvGzV8I-qD5HspV60pF4cCnA/s896/Screenshot_20221101-182450_Drive.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="642" data-original-width="896" height="229" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwZ0etWpnt4WXv8lLtDS_YfI7NticpbH920_Nv5sfPo0ENXhAU7ceIND8MdbUHSsdTzeBvDWfYcQsH4qtiZtEv0skLB3yAKf4XX9cVCt8Uh9qwHtb24rlWjCS01uDQrBFbVJqSmfaExxMPHVQTW8ncS5f_CSyAKD-yTENvGzV8I-qD5HspV60pF4cCnA/s320/Screenshot_20221101-182450_Drive.jpg" style="border: none; position: relative;" width="320" /></a></div></div></div></span></div></blockquote><div><p><a href="https://drive.google.com/file/d/1l9HiKB2zLh4pdXPwbmQDzOr3Lh9gBvbB/view" style="color: #3e65b9; font-family: Lemonada; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;"><b>IMÁGENES PARA COLOREAR con el fonema /k/</b></span></a></p><p><span style="font-family: Lemonada;">Hojas con dibujos para colorear que contienen el fonema /k/ en todas las posiciones. </span></p></div><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><div class="separator" style="clear: both;"><span style="font-family: Lemonada;"><div class="separator" style="clear: both;"><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKkvp9F-kC3JpcWDb2zrEyTPS6VQb0JWqv-SQcpM1JFoQCZw3ELtPjq1yPGiN5bOIdNzLcleybrGPpdFGsqh_RUeqwszcX7Ehni-uZY1i1Wvmsw4OnB5EszOI65118e_YcJ-1pbn8fbogtwotrD-iDqsMZcFvuGABgA0DmYZ0OrtmXAf9C65nMTY4PhQ/s903/Screenshot_20221101-182608_Drive.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="903" data-original-width="654" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKkvp9F-kC3JpcWDb2zrEyTPS6VQb0JWqv-SQcpM1JFoQCZw3ELtPjq1yPGiN5bOIdNzLcleybrGPpdFGsqh_RUeqwszcX7Ehni-uZY1i1Wvmsw4OnB5EszOI65118e_YcJ-1pbn8fbogtwotrD-iDqsMZcFvuGABgA0DmYZ0OrtmXAf9C65nMTY4PhQ/s320/Screenshot_20221101-182608_Drive.jpg" style="border: none; position: relative;" width="232" /></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAzcIUdreqHllpTeyUYHJueGhhBswO2d3QkyoxmtBS2Pb0d6IYJz2Ce5lJ4QrgfOZNJokReTqK8ikCIpHNmy6NwfaWV4DUEqssYXUlhpAjt_WNTR3J3f6M1wErzEK_xIIAX4z05eW8CY2vdbb6dzsuon7b6MU7jYphblL16Z3iLzZyJcYC0q5V5QSqhw/s911/Screenshot_20221101-182550_Drive.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-align: center; text-decoration-line: none;"><img border="0" data-original-height="911" data-original-width="642" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAzcIUdreqHllpTeyUYHJueGhhBswO2d3QkyoxmtBS2Pb0d6IYJz2Ce5lJ4QrgfOZNJokReTqK8ikCIpHNmy6NwfaWV4DUEqssYXUlhpAjt_WNTR3J3f6M1wErzEK_xIIAX4z05eW8CY2vdbb6dzsuon7b6MU7jYphblL16Z3iLzZyJcYC0q5V5QSqhw/s320/Screenshot_20221101-182550_Drive.jpg" style="border: none; position: relative;" width="226" /></a></div></div></span></div></blockquote><div><p><span style="font-family: Lemonada;"><a href="https://www.youtube.com/watch?v=TyOWmMUsJYU" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000;">MONOSILABO. ca-co-cu</span></b></a><br /></span></p><p><a href="https://www.youtube.com/watch?v=lUiy958qqrU" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000; font-family: Lemonada;">MONOSILABO: que- qui</span></b></a><br /></p><p><span style="font-family: Lemonada;">Uno entretenido vídeo para aprender a leer los grafemas "ca-co-cu - que-qui" con la ayuda del Mono Silabo y Nícola Cavernícola. Publicado por</span><i style="font-family: Lemonada; font-size: 14.85px;"> Lunacreciente.</i></p><p><span style="font-family: Lemonada;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi95aYxa5-IrUC_RAy8kbyppXTsN_P1ZxXex9xG7VdbikmFV7A82K5K7Zye3PsLGOx-8qMtQTICXASoRpOz_5Y27KiNgeMhp4SKjg9qt4EVPU5LDZQE9_wpwxfgM4LeECY9qAn2MuRX6a7ZbSDOBR-cgOHV2b7Zkbw-ZJJdVobzRNSwc4QjThyXwRv5aw/s1265/Screenshot_20221101-182853_YouTube.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="720" data-original-width="1265" height="182" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi95aYxa5-IrUC_RAy8kbyppXTsN_P1ZxXex9xG7VdbikmFV7A82K5K7Zye3PsLGOx-8qMtQTICXASoRpOz_5Y27KiNgeMhp4SKjg9qt4EVPU5LDZQE9_wpwxfgM4LeECY9qAn2MuRX6a7ZbSDOBR-cgOHV2b7Zkbw-ZJJdVobzRNSwc4QjThyXwRv5aw/s320/Screenshot_20221101-182853_YouTube.jpg" style="border: none; position: relative;" width="320" /></a></div><p></p><p><span style="font-family: Lemonada;"><a href="https://es.liveworksheets.com/search.asp?content=ca+co+cu+que+qui" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000;">FICHAS INTERACTIVAS</span></b></a><br /></span></p><p><span style="font-family: Lemonada;">Se trata de numerosas fichas con ejercicios interactivos autocorregibles para reforzar <span style="font-size: 14.85px;">la "ca-co-cu-que-qui"</span> . Se pueden imprimir, realizar on-line o enviar la respuesta al profesor/a. Publicadas en <i>https://es.liveworksheets.com</i></span></p></div><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><div class="separator" style="clear: both; text-align: center;"><div style="text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHsO8RBFZXY2duiP0YlIMgnNXXKdmD38gF9-RHP1xdLOleuwpG69bGOIW4fZrNFg4w3jNyGbLbe7mI58PBVQAXggPUHJ5D5GquV6XyPgg0lws2Nt_KvW0Pdm8XXAeVP_oVsa_CreQz-UKEGcg_qg1LSKGVpiZibQod0fzjtXcsyMe0gQnawkvkBz1qHg/s1079/Screenshot_20221101-182925_Chrome.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="1079" data-original-width="720" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHsO8RBFZXY2duiP0YlIMgnNXXKdmD38gF9-RHP1xdLOleuwpG69bGOIW4fZrNFg4w3jNyGbLbe7mI58PBVQAXggPUHJ5D5GquV6XyPgg0lws2Nt_KvW0Pdm8XXAeVP_oVsa_CreQz-UKEGcg_qg1LSKGVpiZibQod0fzjtXcsyMe0gQnawkvkBz1qHg/s320/Screenshot_20221101-182925_Chrome.jpg" style="border: none; position: relative;" width="214" /></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOrPB-6CXswnaZ8lasypB24zR8evN5oGIRFmd4DcnU5JQjwNm9BqFzbwFzt2kQC2Hk_Jv_JlDMw9eGIsbO8JaAsh3p9FB5NGatFqqApsP2gYqeq7Kp9tBWSGRySXNrX8kY6BUbkrZPsJZ1MhaXae_Y3BrMMa93ScPrEcWXjLPjbtxUdr0giUbY2ZfWWQ/s988/Screenshot_20221104-162752_Chrome.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-align: center; text-decoration-line: none;"><img border="0" data-original-height="988" data-original-width="683" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOrPB-6CXswnaZ8lasypB24zR8evN5oGIRFmd4DcnU5JQjwNm9BqFzbwFzt2kQC2Hk_Jv_JlDMw9eGIsbO8JaAsh3p9FB5NGatFqqApsP2gYqeq7Kp9tBWSGRySXNrX8kY6BUbkrZPsJZ1MhaXae_Y3BrMMa93ScPrEcWXjLPjbtxUdr0giUbY2ZfWWQ/s320/Screenshot_20221104-162752_Chrome.jpg" style="border: none; position: relative;" width="221" /></a></div></div></blockquote><div><div class="separator" style="clear: both; text-align: center;"><br /></div></div><div><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p></p></blockquote><p><b><span style="color: #cc0000; font-family: Lemonada;"><a href="https://drive.google.com/file/d/1GSi4h3vqdcg2XB_4rNjb2kL_8M4lqaxq/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;">ACTIVIDADES DE GENERALIZACIÓN</span></a><br /></span></b></p><p><span style="font-family: Lemonada;">Lista de actividades a realizar para lograr la generalización del fonema trabajado, en este caso la <span style="font-size: medium;"> /k/ </span></span></p><p><span style="font-family: Lemonada;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhi4-OlndmDbGV-duhOw4V4Woxniw7_MXjpz_W1UAxeJ69XQpvfmjaPvt8WhfKFRwq7P2QrxWHNQwHePEf3bc2fUEapHn9qTIeL48b_8JOiOmuTQIYFBGCMEs8CUKBBvYYGmgZt3x_hMQhl-t-Zm8F_Ejwi7z-rnFpNjyjKTc17DaGpSphZElNUCIzUPg/s895/Generalizaci%C3%B3n%201.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="895" data-original-width="611" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhi4-OlndmDbGV-duhOw4V4Woxniw7_MXjpz_W1UAxeJ69XQpvfmjaPvt8WhfKFRwq7P2QrxWHNQwHePEf3bc2fUEapHn9qTIeL48b_8JOiOmuTQIYFBGCMEs8CUKBBvYYGmgZt3x_hMQhl-t-Zm8F_Ejwi7z-rnFpNjyjKTc17DaGpSphZElNUCIzUPg/s320/Generalizaci%C3%B3n%201.jpg" style="border: none; position: relative;" width="218" /></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbfsFih7bN0g-9wiMqL_QtOVwrzapxvasPCJOttjXMixJpJkEBiGyvVDHXw7nrNg6PRRpBoy-N5VNETKwhbyEEWKj50tZgimVnYy3Gltg2uJwyxpWc7nFoN9FPcjWtVJUnNDP2Bp_EBrYGrJWH1KHWVpGS4LfBtZnSNamYwiJn5eav1kSygFZuAemyDw/s901/Generalizaci%C3%B3n%202.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="901" data-original-width="621" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbfsFih7bN0g-9wiMqL_QtOVwrzapxvasPCJOttjXMixJpJkEBiGyvVDHXw7nrNg6PRRpBoy-N5VNETKwhbyEEWKj50tZgimVnYy3Gltg2uJwyxpWc7nFoN9FPcjWtVJUnNDP2Bp_EBrYGrJWH1KHWVpGS4LfBtZnSNamYwiJn5eav1kSygFZuAemyDw/s320/Generalizaci%C3%B3n%202.jpg" style="border: none; position: relative;" width="221" /></a><span style="text-align: left;"> </span></div><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p></p></blockquote><p><span style="font-family: Lemonada;"><b><a href="https://view.genial.ly/5f53e6b05e25b60cff1bdaf2/presentation-ca-co-cu-que-qui" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;">GENIALLY: ca-co-cu-que-qui</span></a> </b></span><span style="font-family: Lemonada;">(</span><span style="font-family: Lemonada; letter-spacing: 0.2px;">mangelesrh</span><span style="font-family: Lemonada;">)</span></p><p><a href="https://view.genial.ly/6061a557ba5d1b0d6c14563c/interactive-content-letra-k" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000; font-family: Lemonada;">GENIALLY: todo sobre la /k/</span></b></a> <span style="font-family: Lemonada;">(Elena Nubes)</span></p><p><span style="font-family: Lemonada;"><span style="color: #cc0000;"><b><a href="https://view.genial.ly/5ebc4d3499c3dc0d2ad9270a/interactive-image-fonema-k-imagen-interactiva" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;">GENIALLY: actividades interactivas con "k-c-qu"</span></a></b> </span>(Mónica Pereira)</span></p><p><span style="font-family: Lemonada;"><b><span style="color: #cc0000;"><a href="https://view.genial.ly/5ebd42ff4a81770d9df4b856/game-fonema-k" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;">GENIALLY: descubrimos perso</span></a></span></b></span><b style="font-family: Lemonada;"><span style="color: #cc0000;"><a href="https://view.genial.ly/5ebd42ff4a81770d9df4b856/game-fonema-k" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;">najes ocultos /K/</span></a> </span></b><span style="font-family: Lemonada;">(Teacher Helen)</span></p><p></p><div class="separator" style="clear: both;"><span style="font-family: Lemonada;"> </span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWoeUwXPtIKhGzRoVazzSdrywe9Kh0zU4wTm8Gqyu1WlreQPo3d-qPsdzLAe9HlyvUrDOcDI5bMehc8iNC6oZF2a-F_LWv8sBjvNt9aNeRqfLzu6sWcBFHd4CUY-bQIRlds95aAMkS7FBrhLIadOCh1swPlbLTeMHQsz3Ga9GE9KoLL_jd6xo1aNLGeA/s720/Screenshot_20221101-184540_Chrome.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-align: center; text-decoration-line: none;"><img border="0" data-original-height="438" data-original-width="720" height="137" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWoeUwXPtIKhGzRoVazzSdrywe9Kh0zU4wTm8Gqyu1WlreQPo3d-qPsdzLAe9HlyvUrDOcDI5bMehc8iNC6oZF2a-F_LWv8sBjvNt9aNeRqfLzu6sWcBFHd4CUY-bQIRlds95aAMkS7FBrhLIadOCh1swPlbLTeMHQsz3Ga9GE9KoLL_jd6xo1aNLGeA/w227-h137/Screenshot_20221101-184540_Chrome.jpg" style="border: none; position: relative;" width="227" /></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-9g8BCr9OPovfi27iddCjCaJrEiyBB5qGV9Q6jpGnZ7Kqb8hb3RqGzR8YWjSJ8JuVqgOh-uZQPQy5W0p8yGmfo6qfWpUL67aJpYqQeyfFvE_-lwXCt9lvCixXcUpK06Ex6SykqkJv3NxrQHyk71J4zjZQAB37yNJUKTxajJXiYc1BVHY5WyZF5WAWIg/s957/Screenshot_20221104-162236_Chrome.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-align: center; text-decoration-line: none;"><img border="0" data-original-height="518" data-original-width="957" height="139" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-9g8BCr9OPovfi27iddCjCaJrEiyBB5qGV9Q6jpGnZ7Kqb8hb3RqGzR8YWjSJ8JuVqgOh-uZQPQy5W0p8yGmfo6qfWpUL67aJpYqQeyfFvE_-lwXCt9lvCixXcUpK06Ex6SykqkJv3NxrQHyk71J4zjZQAB37yNJUKTxajJXiYc1BVHY5WyZF5WAWIg/w258-h139/Screenshot_20221104-162236_Chrome.jpg" style="border: none; position: relative;" width="258" /></a></div><div class="separator" style="clear: both;"><br /></div><span style="font-family: Lemonada;"><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2jcKSbL99-4WujonSdu2MBqUAI1blpjnph4D0NlT1WZ2oeJZo0KwHqTiOAoENFjjI1NCgYh7C3GYlO-x9bna5upzharKA5oEwHi14G8hgOkQwp0h_8YRjDDM3j_ES-CV-fl69X0h20aI_Dn6aRx-UIqrZhKf96XEFFbDtwtEEzCAwgpoytGS1x1jdng/s974/Screenshot_20221104-162049_Chrome.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="527" data-original-width="974" height="127" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2jcKSbL99-4WujonSdu2MBqUAI1blpjnph4D0NlT1WZ2oeJZo0KwHqTiOAoENFjjI1NCgYh7C3GYlO-x9bna5upzharKA5oEwHi14G8hgOkQwp0h_8YRjDDM3j_ES-CV-fl69X0h20aI_Dn6aRx-UIqrZhKf96XEFFbDtwtEEzCAwgpoytGS1x1jdng/w235-h127/Screenshot_20221104-162049_Chrome.jpg" style="border: none; position: relative;" width="235" /></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1PQriMPh_VEuzyZLzbqriademn7nzbihZlmyyoaU7SUtNAmp0cTmgmAbZt4Jzq6Yq5_EgtDodz5yVhXNOaT5v6YbYTqOzqNx5DkufW0RoyWpJu4epNyKOLWZtiHeIEWgdio8boFYQGXWNaNyhR8mgYueM33uxsIIB9tilYa6MQLdwOxTtEvzZuqNfOw/s1016/Screenshot_20221104-164130_Chrome.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="545" data-original-width="1016" height="140" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1PQriMPh_VEuzyZLzbqriademn7nzbihZlmyyoaU7SUtNAmp0cTmgmAbZt4Jzq6Yq5_EgtDodz5yVhXNOaT5v6YbYTqOzqNx5DkufW0RoyWpJu4epNyKOLWZtiHeIEWgdio8boFYQGXWNaNyhR8mgYueM33uxsIIB9tilYa6MQLdwOxTtEvzZuqNfOw/w260-h140/Screenshot_20221104-164130_Chrome.jpg" style="border: none; position: relative;" width="260" /></a></div></span></div><div><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"></blockquote></blockquote></blockquote><p><span style="font-family: Lemonada;"><span style="color: #cc0000;"><b>"F</b></span><b><u><span style="color: #cc0000;">onodil 1. El juego de los fonemas: El juego del caracol "</span></u></b> (Nardil).</span></p><div><span style="font-family: Lemonada;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigCU68lhUBnBRJEFYyZezCbAMROgA0lxPyQpHWajQiVCgRZJ2Qtb0YbWDVLG_KGFfMvmApen9pqzae_Bm2T1DScksNUeHncdoeZW4ue9qsj-b0tOr-f8Q_Zcgpi11-EiLqRqw2tTDofxCrGId1Rkfg3dB8NICkFDDxGCrUF8by2LPDrgZAKS5GbH-GjQ/s320/Juego%20caracol.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="232" data-original-width="320" height="232" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigCU68lhUBnBRJEFYyZezCbAMROgA0lxPyQpHWajQiVCgRZJ2Qtb0YbWDVLG_KGFfMvmApen9pqzae_Bm2T1DScksNUeHncdoeZW4ue9qsj-b0tOr-f8Q_Zcgpi11-EiLqRqw2tTDofxCrGId1Rkfg3dB8NICkFDDxGCrUF8by2LPDrgZAKS5GbH-GjQ/s1600/Juego%20caracol.jpg" style="border: none; position: relative;" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">FUENTE: https://aldeltierno.blogspot.com/ </div></span></div></div><div style="clear: both;"></div></div><div class="post-footer" style="background-color: white; color: #a4a4a4; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.5px; line-height: 1.6; margin: 0.5em 0px 0px;"><div class="post-footer-line post-footer-line-1"><span class="post-author vcard" style="margin-left: 0px; margin-right: 1em;"></span><span class="post-timestamp" style="margin-left: -1em; margin-right: 1em;"></span><span class="post-comment-link" style="margin-right: 1em;"><a class="comment-link" href="https://aldeltierno.blogspot.com/2022/11/recopilatorio-de-material-para-la.html#comment-form" style="color: #3e65b9; text-decoration-line: none; white-space: nowrap;">No hay comentarios: </a></span><span class="post-icons" style="margin-right: 1em;"></span><div class="post-share-buttons goog-inline-block" style="display: inline-block; margin-right: 0px; margin-top: 0.5em; position: relative; vertical-align: middle;"><a class="goog-inline-block share-button sb-email" href="https://www.blogger.com/share-post.g?blogID=3675321534845530141&postID=580021183182964933&target=email" style="background: url("/img/share_buttons_20_3.png") 0px 0px no-repeat !important; color: #3e65b9; display: inline-block; height: 20px; margin-left: -1px; overflow: hidden; position: relative; text-decoration-line: none; width: 20px;" target="_blank" title="Enviar por correo electrónico"><span class="share-button-link-text" style="display: block; text-indent: -9999px;">Enviar por correo electrónico</span></a><a class="goog-inline-block share-button sb-blog" href="https://www.blogger.com/share-post.g?blogID=3675321534845530141&postID=580021183182964933&target=blog" style="background: url("/img/share_buttons_20_3.png") -20px 0px no-repeat !important; color: #3e65b9; display: inline-block; height: 20px; margin-left: -1px; overflow: hidden; position: relative; text-decoration-line: none; width: 20px;" target="_blank" title="Escribe un blog"><span class="share-button-link-text" style="display: block; text-indent: -9999px;">Escribe un blog</span></a><a class="goog-inline-block share-button sb-twitter" href="https://www.blogger.com/share-post.g?blogID=3675321534845530141&postID=580021183182964933&target=twitter" style="background: url("/img/share_buttons_20_3.png") -40px 0px no-repeat !important; color: #3e65b9; display: inline-block; height: 20px; margin-left: -1px; overflow: hidden; position: relative; text-decoration-line: none; width: 20px;" target="_blank" title="Compartir con Twitter"><span class="share-button-link-text" style="display: block; text-indent: -9999px;">Compartir con Twitter</span></a><a class="goog-inline-block share-button sb-facebook" href="https://www.blogger.com/share-post.g?blogID=3675321534845530141&postID=580021183182964933&target=facebook" style="background: url("/img/share_buttons_20_3.png") -60px 0px no-repeat !important; color: #3e65b9; display: inline-block; height: 20px; margin-left: -1px; overflow: hidden; position: relative; text-decoration-line: none; width: 20px;" target="_blank" title="Compartir con Facebook"><span class="share-button-link-text" style="display: block; text-indent: -9999px;">Compartir con Facebook</span></a><a class="goog-inline-block share-button sb-pinterest" href="https://www.blogger.com/share-post.g?blogID=3675321534845530141&postID=580021183182964933&target=pinterest" style="background: url("/img/share_buttons_20_3.png") -100px 0px no-repeat !important; color: #3e65b9; display: inline-block; height: 20px; margin-left: -1px; overflow: hidden; position: relative; text-decoration-line: none; width: 20px;" target="_blank" title="Compartir en Pinterest"><span class="share-button-link-text" style="display: block; text-indent: -9999px;">Compartir en Pinterest</span></a></div></div></div>Comunicatehttp://www.blogger.com/profile/08808127726181509796noreply@blogger.com0tag:blogger.com,1999:blog-6601010038923098503.post-5170072521418427092023-01-18T05:06:00.001-08:002023-01-18T05:06:34.722-08:00RECOPILATORIO SONIDO /RR/<p> </p><h3 class="post-title entry-title" itemprop="name" style="background-color: white; font-size: 20px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: normal; line-height: normal; margin: 0px; position: relative;"><span style="font-family: inherit;">RECOPILATORIO DE MATERIAL PARA LA ARTICULACIÓN DEL FONEMA /R/ FUERTE</span></h3><div><span style="font-family: inherit;"><br /></span></div><div><a href="http://comunicate-comunicame.blogspot.com/2020/05/comunicate-empieza-por-r.html" target="_blank">Colección Comunicate</a> sonido /rr/</div><div><div class="separator" style="clear: both;"><br /></div><div class="separator" style="clear: both; text-align: center;"><b>Materiales para imprimir</b></div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both;"><a href="https://drive.google.com/file/d/1C19noDnP2nl-CtjyYEDOdaORzkV4nOVs/view?usp=sharing" style="color: #663399; margin-left: 1em; margin-right: 1em; text-decoration-line: none;" target="_blank"><img border="0" data-original-height="720" data-original-width="960" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi78myRf6zDNhPGu2IO-vNHLB6oQ4zw_ofH_BZP4GBVQDH8uCGvg0CcWwWsrZZDhZFRlBkjWUzXGUM117IZV8q6VBlNiuXADPv-a7KLwOw2AZpjFvDDVuMbVWLWgWDpvqM7O3pkfq_sJfM/s320/Diapositiva1.JPG" style="border: none; position: relative;" width="320" /></a></div><br /><b><br /></b></div><div class="separator" style="clear: both; text-align: center;"><b>Materiales interactivos</b><div class="separator" style="clear: both;"><a href="https://es.liveworksheets.com/mv489497nl" style="color: #663399; margin-left: 1em; margin-right: 1em; text-decoration-line: none;" target="_blank"><img border="0" data-original-height="720" data-original-width="960" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhaF3AL9-1mPokf-bCHCH-kLDqbAchTKuJ0q3zwZS0GFKFUapR1EyQQmTHT_tFCP7mJ08pFS7UfxJQLiWKd3zeHTYdLBN3hGb6W1dxvsfTYVyM-ibV_kBFQXHJD0l8coFuMQC9dFRNRTug/s320/Diapositiva2.JPG" style="border: none; position: relative;" width="320" /></a></div></div><div class="separator" style="clear: both; text-align: center;"><b>Video youtube</b></div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/3-JAVoEn3Mw" style="display: inline;" width="320" youtube-src-id="3-JAVoEn3Mw"></iframe></div><b><br style="background-color: white; color: #333333; font-family: "Indie Flower"; font-size: 11.88px;" /></b></div></div><div class="post-header" style="background-color: white; color: #a4a4a4; font-size: 13.5px; line-height: 1.6; margin: 0px 0px 1.5em;"><div class="post-header-line-1"></div></div><div class="post-body entry-content" id="post-body-2408176237142857109" itemprop="description articleBody" style="background-color: white; font-size: 14.85px; line-height: 1.4; position: relative; width: 588px;"><p><a href="https://arasaac.org/materials/search/articulaci%C3%B3n%20fonema%20rr%20fuerte?offset=0&tab=0" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000; font-family: inherit;">MATERIAL DE ARASAAC PARA TRABAJAR LA /R/ FUERTE</span></b></a></p><p><span style="font-family: inherit;"><span>Se trata de un conjunto de materiales para trabajar el fonema /r/ </span><span>fuerte</span><span>: </span><span>discriminación fonológica, lecto-escritura, conciencia fonológica, generalización, bingos, memory, juegos...</span><span> , con material de ARASAAC. Publicado en: https: <i>www.soyvisual.org y </i></span><span><i>https://arasaac.org</i></span></span></p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p><i><a href="https://arasaac.org/materials/search/articulaci%C3%B3n%20fonema%20rr%20fuerte?offset=0&tab=0" style="color: #3e65b9; font-style: normal; margin-left: 1em; margin-right: 1em; text-align: center; text-decoration-line: none;" target="_blank"><span style="font-family: inherit;"><img border="0" data-original-height="653" data-original-width="716" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgI_xxaqHulxwelMdPCEGqkjyjU5A9xA-m3TZBz59bMUFIFSQCONWBFypiYb-w9bd6ETHP4O246xtIbzPKAEC0L33eam97GUoC4r4SAn-9z9dB9k59QMo7m0eoG1qr5ROv_Y70Yg8q2-kKh-71GjMOqRfKriDW_EjdWo2vKO-Uhyt5DHCRyWPmmaiDdvA/w292-h266/ARASAAC.jpg" style="border: none; position: relative;" width="292" /></span></a></i></p></blockquote></blockquote></blockquote><p><span style="font-family: inherit;"><a href="https://drive.google.com/file/d/19V_N6ZyiE8qOtC-puzHkihhOL6N1vqR6/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;"><b>CUADERNO DE ARTICULACIÓN: /R/ FUERTE</b></span></a><br /></span></p><p><span style="font-family: inherit; font-size: 14.85px;">Un cuadernillo con distintos tipos de ejercicios para trabajar la articulación de la /r/ fuerte: ritmo, discriminación, repetición, generalización, lectura, escritura...</span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://drive.google.com/file/d/19V_N6ZyiE8qOtC-puzHkihhOL6N1vqR6/view?usp=sharing" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;" target="_blank"><span style="font-family: inherit;"><img border="0" data-original-height="467" data-original-width="664" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUgp-o6XKwq1x-aB6Nn3cOtXkF_riHyrj-I8bBsDnCcKJNzQUDO_AE8ItWA6Ns3xUl0iAqc9mHuTzx9rRRw-AIA5OebgdiXC7mKLAte0hcdtG73Ke7rC1nvrWVEHFNCgEfU4KVgh6N63E0_bSaa-xk_wi0Vvls_l8VIMepqZBFPvU-rCrqtXXziWTJ3Q/s320/Cuaderno%20R.jpg" style="border: none; position: relative;" width="320" /></span></a></div><p><span style="font-family: inherit;"><a href="https://drive.google.com/file/d/1e8K-YMcGCh2k09KQ-uhMiymR2-5yrRz2/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000;">LOTO FONÉTICO /R/ FUERTE</span></b></a><br /></span></p><p><span style="font-family: inherit;">Loto fonético- fonológicos del fonema /r/ fuerte. Elaborado por Belinda Haro y Virginia Mansilla, publicado en <i>http://siembraestrellas.blogspot.com</i></span></p><p><span style="font-family: inherit;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: inherit;"><a href="https://drive.google.com/file/d/1e8K-YMcGCh2k09KQ-uhMiymR2-5yrRz2/view" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;" target="_blank"><img border="0" data-original-height="491" data-original-width="644" height="244" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9QuzZfOt4qIG31P_rRa7FsAUCrrnmoF1mApIJeE63xaJK5Pz4zwPfSQbazIjP68KLZ22EcIQbUAS7dWoX16D3EzaN-M2uKxlrPPGdHPK-efrSRVBz_G_voStemJrvbSADIQnENeS2jET4OApy35-sHz5tRkTdLOJvz4dCUA0akFnMFrWg8JmULimUzQ/s320/Screenshot_20220518-142559_Samsung%20Internet.jpg" style="border: none; position: relative;" width="320" /></a></span></div><p></p><p><span style="font-family: inherit;"><a href="https://drive.google.com/file/d/17YbLZ7wlNnFfzeP7jI39XhXNECtVfXd5/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;"><b>CUADERNILLO DE ARTICULACIÓN /R/ FUERTE</b></span></a><br /></span></p><p><span style="font-family: inherit;"></span></p><p><span style="font-family: inherit;">Cuadernillo de coordinación para trabajar los sonidos del habla con la familia. Elaborado por Belinda Haro y Rosario Porcel, publicado en <i> https://www.soyvisual.org</i></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://drive.google.com/file/d/17YbLZ7wlNnFfzeP7jI39XhXNECtVfXd5/view" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;" target="_blank"><span style="font-family: inherit;"><img border="0" data-original-height="889" data-original-width="662" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIOYSdhb6gcwKtWJS7A2pDgSJQpYODBrypPhbNWHV41LyeudxTPfhi_N8c-TJbyTzV-gct53NO-ztVVlc8fqA357QYDYP9fUYybcOL_9fTRPpTHtxXgvJz6waoG231BKvBT312uaeiOuH1o-eNUBQ4GydVESRX4o5WAcXoIaCwQL8m6q3lezqEDLUKtA/s320/Cuadernillo%20RR.jpg" style="border: none; position: relative;" width="238" /></span></a></div><p><span style="color: #cc0000; font-family: inherit;"><b><a href="https://drive.google.com/file/d/1dGXYCzif3THf82Lie9sC9fYFzXpTYO2O/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;">CONCIENCIA SILÁBICA CON EL FONEMA /R/ FUERTE</span></a><br /></b></span></p><p><span style="color: #cc0000; font-family: inherit;"><b><a href="https://drive.google.com/file/d/1R98L0olFs6fOekgWDTBPjKY6TLJqR9v6/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;">DISCRIMINACIÓN FONOLÓGICA DEL FONEMA /R/ FUERTE</span></a><br /></b></span></p><p><span style="font-family: inherit;"><a href="https://drive.google.com/file/d/16evLjnUNntsgeUNAmCVDvuaPHoMF2Exn/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000;">CONVERSIÓN GRAFEMA- FONEMA /R/ FUERTE</span></b></a><br /></span></p><p><span style="font-family: inherit;">Estupendo material elaborado por el equipo <i>COMUNICAR_NOS,</i> publicado en: <i>http://siembraestrellas.blogspot.com</i></span></p><div class="separator" style="clear: both;"><span style="font-family: inherit;"><a href="https://drive.google.com/file/d/16evLjnUNntsgeUNAmCVDvuaPHoMF2Exn/view" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;" target="_blank"><img border="0" data-original-height="457" data-original-width="658" height="188" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSIjZE-nYlr3noJLIgr8gnf8oSeIBN1dkectQQ-DquIzZyGs2FFrW0oOJ-yczqChvWPWcueenyNhyvQvWtcEJ0SxWauRfNo1NNu0HljlGUBFvo4Pten7tB4gFNf11TWtDdlR89w8oYfy-oJr08bfBt6t5d027sRIeIBByhRgK7syHtC-PhVv06_zKOFw/w270-h188/Conciencia%20silabica%20R.jpg" style="border: none; position: relative;" width="270" /></a> <a href="https://blogger.googleusercontent.com/img/a/AVvXsEgAsT9q3r3KcJoNQu7pvsiu0ZLwX3hFMo900SWRCK5CMDJj9oI9AcjBz5AZSx_Mi0mM-rA5cMpb9JrjpbW6kpoD5PDiGlDm5ICkXJQ5X64lzRLtIL53yrF9sqSsItk--DaHwEXaTZoZ8o8c9J4LTK2XfxYPUUKESAhtw2W9IDg5pYjVabvHjmVZi7W_lg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img alt="" data-original-height="457" data-original-width="642" height="181" src="https://blogger.googleusercontent.com/img/a/AVvXsEgAsT9q3r3KcJoNQu7pvsiu0ZLwX3hFMo900SWRCK5CMDJj9oI9AcjBz5AZSx_Mi0mM-rA5cMpb9JrjpbW6kpoD5PDiGlDm5ICkXJQ5X64lzRLtIL53yrF9sqSsItk--DaHwEXaTZoZ8o8c9J4LTK2XfxYPUUKESAhtw2W9IDg5pYjVabvHjmVZi7W_lg=w254-h181" style="border: none; position: relative;" width="254" /></a></span></div><p><span style="font-family: inherit;"><a href="https://drive.google.com/file/d/1DKsdLtkOfSkzybXsi8Fh9K69JytwcbKC/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000;">LISTADO CON EL FONEMA /R/ FUERTE</span></b></a><br /></span></p><p><span style="font-family: inherit;">Lista de palabras, frases, poesías, adivinanzas, canciones, lecturas y trabalenguas con el fonema /r/ fuerte. Elaborado por el grupo de trabajo L.E.A. En <i>https://alojaweb.educastur.es/web/lea</i></span></p><p><span style="font-family: inherit;"></span></p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: left;"><span style="font-family: inherit;"><span><a href="https://drive.google.com/file/d/1DKsdLtkOfSkzybXsi8Fh9K69JytwcbKC/view" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;" target="_blank"><img border="0" data-original-height="938" data-original-width="651" height="326" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkT2zAEgUJc5pJmbj8ZiJGv5nPFSOBFMByp8xE2rsry8qJ2vxTZ1efqKQ2-pHvAoJoPNI7gnJrNMllG1rOZ777aZjMuZXZlJKakpXJ5AGRDmleK0xDaTvrAFHKj0Ob4QJe89qzcRfgGMEK8_d6zJX5EJvwERxY-SEn_C96wrnChrHggjKLNJYO9wgmcw/w226-h326/Screenshot_20220518-142754_Samsung%20Internet.jpg" style="border: none; position: relative;" width="226" /></a> </span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuHs5kAlNhblshA8-v9G3HTP9XRF8UTg7NxTBTt6GAHC2GdUrNUpgml96i6KCuSBfQzUJ3Sfreg2HW61IwdIBAdKkYVUk27MEIKE-8PbyW6-fwnI6wYiEIS09pk6f5L9Twnp03toLduGHz4ZdqeTj89G-G0wA9JVrBZGxRVGz2zTYYQ5CoUqjjU26kwg/s919/Screenshot_20220518-142727_Samsung%20Internet.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-align: center; text-decoration-line: none;"><img border="0" data-original-height="919" data-original-width="646" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuHs5kAlNhblshA8-v9G3HTP9XRF8UTg7NxTBTt6GAHC2GdUrNUpgml96i6KCuSBfQzUJ3Sfreg2HW61IwdIBAdKkYVUk27MEIKE-8PbyW6-fwnI6wYiEIS09pk6f5L9Twnp03toLduGHz4ZdqeTj89G-G0wA9JVrBZGxRVGz2zTYYQ5CoUqjjU26kwg/s320/Screenshot_20220518-142727_Samsung%20Internet.jpg" style="border: none; position: relative;" width="225" /></a></span></div></div></blockquote><p></p><p><span style="font-family: inherit;"><a href="https://drive.google.com/file/d/1YgW9_rMK77Ju_ILn0P3D4ZXo_mQG78Pg/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000;">UDICOM: "R" FUERTE</span></b></a><br /></span></p><p><span style="font-family: inherit;"><span>Conjunto de fichas sobre el fonema /r/ fuerte: discriminación auditiva, visual, lectura, escritura, construcción de frases... </span><span> Elaborado por el </span><i>CEIP "Joaquín Carrión Valverde"</i><span> de San Javier (Murcia), publicado en: <i>https://creena.educacion.navarra.es</i></span></span></p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p></p><div class="separator" style="clear: both;"><span style="font-family: inherit;"> <a href="https://drive.google.com/file/d/1YgW9_rMK77Ju_ILn0P3D4ZXo_mQG78Pg/view" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-align: center; text-decoration-line: none;" target="_blank"><img border="0" data-original-height="925" data-original-width="651" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhALymmVB28KQSqthRtz9wF6m2vAO-vXI0FS0YDk2jmIYKAgDvq23Ovhbib_Dv5h7VuxB2a_wT-YlRwWhh1dOA0XJq6lgeSbJ9HdKqs44XGh9a6wWn2XwFEpjcdtFJmpsb4_WMMvzR5xo-KR3vbuqlk3mL-AS7xKSwi30_xqo86rrzVLqlyZKx2Rp_4mg/s320/Udicom%202.jpg" style="border: none; position: relative;" width="225" /></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEit6NdoLryR-AUCkBqcA_3VF7HYIhiE_ryjljTo10ItI2SlyeFJq3Owa7NwmVv7hxBOjStzQlWej-o2gHz8tol43EtofHE6p807u4vUkFCw4GSyY8WtvVKMCJ6KawN6F_glecQxbBVqNlqDOuAklWIC5LrJycJoeKtKZN8G3o4O1wx1iC6eEvoz9T1V8w/s930/Udicom.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-align: center; text-decoration-line: none;"><img border="0" data-original-height="930" data-original-width="651" height="330" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEit6NdoLryR-AUCkBqcA_3VF7HYIhiE_ryjljTo10ItI2SlyeFJq3Owa7NwmVv7hxBOjStzQlWej-o2gHz8tol43EtofHE6p807u4vUkFCw4GSyY8WtvVKMCJ6KawN6F_glecQxbBVqNlqDOuAklWIC5LrJycJoeKtKZN8G3o4O1wx1iC6eEvoz9T1V8w/w231-h330/Udicom.jpg" style="border: none; position: relative;" width="231" /></a></span></div></blockquote><p></p><p><span style="font-family: inherit;"><a href="https://drive.google.com/file/d/192b5i-hhHEbY5CGToNKARxrCZ9x5CABV/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000;">FRASES CON PICTOGRAMAS</span></b></a><br /></span></p><p><span style="font-family: inherit;">Fichas para practicar la lectura de pictogramas que contienen la /r/ fuerte. Elaborado por Juana Mª Bayo, en <i>maestradeal.blogspot.com</i></span></p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><div class="separator" style="clear: both;"><span style="font-family: inherit;"><a href="https://drive.google.com/file/d/192b5i-hhHEbY5CGToNKARxrCZ9x5CABV/view" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;" target="_blank"><img border="0" data-original-height="930" data-original-width="644" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGbI1LaBkCR3RaZpNBnbxTGKOzPxqVNHvLB_HfJwtWbN_ryv0N7vDKY-t0atmzRuWK4imkSUDf11LnByzuuHSNzOOSqlzVmbSWvOd-M7qGhxdzfNWhwByp2BGL3GSgzfPZm_Dhm8FNpE5JO3YBAZqUwzRj4eLepc-62deoAngH_K1hRo2OJU5rNjXm4w/s320/PIctos%20R.jpg" style="border: none; position: relative;" width="222" /></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYj1XwSRz7ELlvHa5IiKQTxRyrZtONcJ79oSncHghDk4vpMDwDBrfgIpB5bZN44VbIZ7CWU2zfRiotO5Va9JtBnwOZ8poO8T3qXPWp75ui61r8fPVDP6JraybtqbJluchK-TF7GfmnzfduhBXwkCEAhb-VNCNS4UAodca50p3PSDxG_wywXMA8K1F96w/s924/Pictos%20RR.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-align: center; text-decoration-line: none;"><img border="0" data-original-height="924" data-original-width="640" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYj1XwSRz7ELlvHa5IiKQTxRyrZtONcJ79oSncHghDk4vpMDwDBrfgIpB5bZN44VbIZ7CWU2zfRiotO5Va9JtBnwOZ8poO8T3qXPWp75ui61r8fPVDP6JraybtqbJluchK-TF7GfmnzfduhBXwkCEAhb-VNCNS4UAodca50p3PSDxG_wywXMA8K1F96w/s320/Pictos%20RR.jpg" style="border: none; position: relative;" width="222" /></a></span></div></blockquote></blockquote><p><span style="font-family: inherit;"><a href="https://drive.google.com/file/d/1-wyZyHTushBMXlGXDEkme6qRqcnKZYb6/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000;">CUENTO CON LA /R/ FUERTE</span></b></a><br /></span></p><p><span style="font-family: inherit;"><span>Cuento extraído de "<i>Dime cómo hablas y te contaré un cuento</i>", adaptado para la reeducación del habla dirigido al fonema /r/ fuerte</span><span>. Elaborado por la<i> Junta de Extremadura.</i></span></span></p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p><span style="font-family: inherit;"></span></p><div class="separator" style="clear: both;"><span style="font-family: inherit;"><a href="https://drive.google.com/file/d/1-wyZyHTushBMXlGXDEkme6qRqcnKZYb6/view" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;" target="_blank"><img border="0" data-original-height="872" data-original-width="581" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQ5cbjDmxu8FVhw0AGLXVVIWrv_7N0hPp_ARXgbQS6fgveRtqOhBrSIRy3BcV2cPyGGg03P6lVMkPWOdXv8JP_T_if0cadUIfgpeFtLk1MpUZ5ivas__2HLeEWyDY85Hi3tEo6Fl4Q0Zl-H6ac-rtthxnJ-Fjg0DwxxZtTe1tAi-OR988ELCiCvwR-Og/s320/CUento%201.jpg" style="border: none; position: relative;" width="213" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitorAt0L-nmkgxk4gwumj5XE9ljMjAPldgt4x-Aeg6u3w9wUaIb_9wAYfqZWoOT9hzVgPhuv304blpKuvUKXnHUMsCBEloVchSwxn2JD5uhOSFlsHalq1DnnGqaek4uWgbZp7LPwUwMyKqy9iHCG2VFKxzui7jzZrXOIoZVxxNrR82HU5JXWf_MUr4Cw/s860/Cuento%202.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-align: center; text-decoration-line: none;"><img border="0" data-original-height="860" data-original-width="595" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitorAt0L-nmkgxk4gwumj5XE9ljMjAPldgt4x-Aeg6u3w9wUaIb_9wAYfqZWoOT9hzVgPhuv304blpKuvUKXnHUMsCBEloVchSwxn2JD5uhOSFlsHalq1DnnGqaek4uWgbZp7LPwUwMyKqy9iHCG2VFKxzui7jzZrXOIoZVxxNrR82HU5JXWf_MUr4Cw/s320/Cuento%202.jpg" style="border: none; position: relative;" width="221" /></a></span></div><p></p></blockquote><p><a href="https://drive.google.com/file/d/1M4KlcxRl3_-cQTcsvJTAX0krmvzf7h2Y/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000; font-family: inherit;">CUADERNO DE ESCRITURA /R/ FUERTE</span></b></a></p><p><span style="font-family: inherit;"><span>Fichas de grafomotricidad de la /r/ fuerte, e</span><span>laboradas por Igor Flores Fernández, publicadas en su blog:</span><i> pttxokoa.blogspot.com</i></span></p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p></p><div class="separator" style="clear: both;"><span style="font-family: inherit;"><a href="https://drive.google.com/file/d/1M4KlcxRl3_-cQTcsvJTAX0krmvzf7h2Y/view" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;" target="_blank"><img border="0" data-original-height="968" data-original-width="671" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiamqumAEzWoEAgOAyyG36J2OsnJsOIVACevfUzw6Nl3kDZ-qEWf60dMm6gnPEAffJiWIS9iLdjoFw3PQGNSEtw-8G8cS5P0YgOB81ib7M32DanvrgC-FBJt_8j85nW_evamTq_U9iPFJpqXIJ1Ag1k2hInVSDlxjB7GMF4jMmlPl3-r76_9vcu2JJZ3g/s320/Escritura%20R.jpg" style="border: none; position: relative;" width="222" /></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4pCXcnoCCBtcQBVM-qiZNaMIyDfpN_UP73cYb28hLjiciSk9f1Pou2icLaom7No9whfs8tX4E9cAEpuDqxZaBVqPDcDKPDnAs_vFr8LXhzyy_JGKbZ50M3MmTheIzieO0UDmzN58-BTyjyAj3abc5Nu_pQMvx1RHpE5x8X5yHaakq4OqprNT9o6KBNg/s969/Udicom1.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-align: center; text-decoration-line: none;"><img border="0" data-original-height="969" data-original-width="684" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4pCXcnoCCBtcQBVM-qiZNaMIyDfpN_UP73cYb28hLjiciSk9f1Pou2icLaom7No9whfs8tX4E9cAEpuDqxZaBVqPDcDKPDnAs_vFr8LXhzyy_JGKbZ50M3MmTheIzieO0UDmzN58-BTyjyAj3abc5Nu_pQMvx1RHpE5x8X5yHaakq4OqprNT9o6KBNg/s320/Udicom1.jpg" style="border: none; position: relative;" width="226" /></a></span></div><p></p></blockquote><p><span style="font-family: inherit;"><a href="https://drive.google.com/file/d/1pag3jmfqeovqI6LRfn7QCvQ6JLhwbwUl/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;"><b>DISCRIMINACIÓN FONÉTICA. LECTO-ESCRITURA DE LA /R/ FUERTE</b></span></a><br /></span></p><p><span style="font-family: inherit;">Material para trabajar de forma oral y escrita el sonido del fonema /r/ fuerte elaborado por Luisa Jiménez, publicado en<i> https://arasaac.org/</i></span></p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><div class="separator" style="clear: both;"><span style="font-family: inherit;"><a href="https://drive.google.com/file/d/1pag3jmfqeovqI6LRfn7QCvQ6JLhwbwUl/view" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;" target="_blank"><img border="0" data-original-height="917" data-original-width="637" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrmX62Zk5cPjgEkssKvRtKDdt9cu8Pvca1TUqAOtK_Kar83O5EHdDkjGp5O4HapVixNZOdV0XAHoOiuCpiz-_GwekIjejWJa3VOV9wdG4ANshUQJCxVCfYfbutSGM1FUEdurcbz-QimSfIybvMsmjtSA9060wwIABcvTrqBPc4tLIYGZ5GFjbKNz2bFg/s320/Discrim.jpg" style="border: none; position: relative;" width="222" /></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHlsczREs98xJj_4LFcvX02Bwm6s5FL3kTaZn5TQDBMHCNyaqvYYlhG_q8Wy9xS-nanXuo3CjIKdiPpeNlS0HS5HgjmMrma8-kk5ZLhqvRNWYmT83XhyV082PHptv3b2mi2caZCSiUJWu9a33Fgn2ZgtD02Kt1ET3rVXfzJk1V2EQpr-qm-NXimnAz_g/s912/Fichas%20R.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-align: center; text-decoration-line: none;"><img border="0" data-original-height="912" data-original-width="651" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHlsczREs98xJj_4LFcvX02Bwm6s5FL3kTaZn5TQDBMHCNyaqvYYlhG_q8Wy9xS-nanXuo3CjIKdiPpeNlS0HS5HgjmMrma8-kk5ZLhqvRNWYmT83XhyV082PHptv3b2mi2caZCSiUJWu9a33Fgn2ZgtD02Kt1ET3rVXfzJk1V2EQpr-qm-NXimnAz_g/s320/Fichas%20R.jpg" style="border: none; position: relative;" width="228" /></a></span></div></blockquote><p><span style="font-family: inherit;"><a href="https://drive.google.com/file/d/1O7f-ycX0FPxON3FgLV9Prn6O2e6s2TSS/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;"><b>LECTURA EN MAYÚSCULAS "R" FUERTE</b></span></a><br /></span></p><p><a href="https://drive.google.com/file/d/1umOfT80-pvil_IvuN5bgCinzGH-9eOK0/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000; font-family: inherit;">LECTURA EN MINÚSCULAS "R" FUERTE</span></b></a></p><p><span style="font-family: inherit;">Fichas de lectura en mayúscula y minúscula de la /r/ fuerte. Publicado en: <i>aulapt.org,</i> elaborado por Raquel Girau.</span></p><p><span style="font-family: inherit;"></span></p><div class="separator" style="clear: both;"><span style="font-family: inherit;"><a href="https://drive.google.com/file/d/1O7f-ycX0FPxON3FgLV9Prn6O2e6s2TSS/view" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;" target="_blank"><img border="0" data-original-height="651" data-original-width="923" height="206" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWzCjivM7BGw6GWEgY-uXB3BzaKRqfUR8ta73fQyyTlQl_LPR4_0GEekhVX3z7qEBYwXEglHyyq6vdTGmrgN98fBSDGikhvygSJgviBm_SBptkQmerAAaWItIjakg3ZC88EjMX160uhXpPkNI-VKT-0X9uY_D7GBAIQV0HG2XgkuDO_4iBpw9CLpthgw/w292-h206/Mayuscula%20R.jpg" style="border: none; position: relative;" width="292" /></a> <a href="https://drive.google.com/file/d/1umOfT80-pvil_IvuN5bgCinzGH-9eOK0/view" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-align: center; text-decoration-line: none;"><img border="0" data-original-height="913" data-original-width="644" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMPxlb0L6075ecvRyqfydyvqWwDb1q6NCGU4O8vvyKaYIyFj11oB0f4wgxK4x04U8GLPtDues-WfHcO9f0hKoQSiJGMus1zKeunrcYHRvADRZ8UUv7y4fGyp0CINu_WuQLZKRSe5rwXI7mbWdFTKee9Ohp8WqujcFvJ5WrnlKphnyxa1JWKjcgZaHqsw/s320/Minuscula%20R.jpg" style="border: none; position: relative;" width="226" /></a></span></div><p></p><p><span style="color: #cc0000; font-family: inherit;"><b><a href="https://drive.google.com/file/d/1Zy3lH4XyrWs27GCAzM2Z73R8DxJ2H_0n/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;">IMÁGENES CON /R/ FUERTE EN POSICIÓN INICIAL</span></a><br /></b></span></p><p><span style="color: #cc0000; font-family: inherit;"><b><a href="https://drive.google.com/file/d/18MMXb5j9wntHKcLfvgcYZ1a5OcknSmYG/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;">IMÁGENES CON /R/ FUERTE EN POSICIÓN MEDIA</span></a><br /></b></span></p><p><span style="color: #cc0000; font-family: inherit;"><b><a href="https://drive.google.com/file/d/1AxKUcjCGuL4eWQ64UloIrxzRJiHYgqbs/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;">IMÁGENES CON /R/ FUERTE EN POSICIÓN FINAL</span></a><br /></b></span></p><p><span style="font-family: inherit;">Hojas con dibujos para colorear que contienen el fonema /r/ fuerte en todas las pociones. Extraídas de <i>Arasaac,</i> publicado en<i>: http://catedu.es/arasaac</i></span></p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p><span style="font-family: inherit;"></span></p></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><div class="separator" style="clear: both;"><span style="font-family: inherit;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVjV-Qvu1IWC9OjuMMbzfH27Z-uZ89fPH4z7JXBy4QM-kOyXSBYZi07MIBDIkFuRj0q4AUTbBZIJUQt2tIufnc6PUwAFodlFZbZcdC249eL6E16Tvi68H9GgID8iq9cicwjlajyORDjndMFCIJuHTckh0Lfbh_ozENafh5rhBnMBM9bzapc9z5CVGOSw/s937/Imagen%202.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="937" data-original-width="633" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVjV-Qvu1IWC9OjuMMbzfH27Z-uZ89fPH4z7JXBy4QM-kOyXSBYZi07MIBDIkFuRj0q4AUTbBZIJUQt2tIufnc6PUwAFodlFZbZcdC249eL6E16Tvi68H9GgID8iq9cicwjlajyORDjndMFCIJuHTckh0Lfbh_ozENafh5rhBnMBM9bzapc9z5CVGOSw/s320/Imagen%202.jpg" style="border: none; position: relative;" width="216" /></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjeMlkxpUT8N5C8tNxRxIaSgdNqzDssZSNMn4xY7QGYZkPgaTwQXwi-g4Yd4hRshbFyuOq22OElI5nG1wDos92sLHoKDKVzqGihQZxaTvIU604hdRAdein5llZKobuNKmk_RSQhoRVryvhmvEWnIphxknYMZZwoL2xsfC5sSwhqnq_lgK_XJF1mmkB0eg/s925/IMagen%203.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-align: center; text-decoration-line: none;"><img border="0" data-original-height="925" data-original-width="630" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjeMlkxpUT8N5C8tNxRxIaSgdNqzDssZSNMn4xY7QGYZkPgaTwQXwi-g4Yd4hRshbFyuOq22OElI5nG1wDos92sLHoKDKVzqGihQZxaTvIU604hdRAdein5llZKobuNKmk_RSQhoRVryvhmvEWnIphxknYMZZwoL2xsfC5sSwhqnq_lgK_XJF1mmkB0eg/s320/IMagen%203.jpg" style="border: none; position: relative;" width="218" /></a></span></div></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p></p></blockquote><p><a href="https://www.youtube.com/watch?v=gzC1NAYHBiY" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000; font-family: inherit;">MONOSÍLABO</span></b></a></p><p><span style="font-family: inherit;">Uno entretenido vídeo para aprender a leer la "rr" fuerte con la ayuda del Mono Silabo y Nícola Cavernícola. Publicado por<i> Lunacreciente.</i></span></p><p><span style="font-family: inherit;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: inherit;"><a href="https://www.youtube.com/watch?v=gzC1NAYHBiY" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;" target="_blank"><img border="0" data-original-height="713" data-original-width="1256" height="182" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiL7YtKBnKRoky0Ilnvz0zWrJq-IWSBxWxFwXqSuqQWfttDwyt1l1rlDDC4mE_e8ffN1DPXKWkc-7TEbDCf3pgnwpbMf-8OvePkzsPxhqbKoqPDkqIo74y-6W_jkx0aNATkRpVVwHudHkPf2PmgQfJFDmZeIKkddcgLjM_d084vDxFi-QykNcNIUp6t8A/s320/Mosilabo.jpg" style="border: none; position: relative;" width="320" /></a></span></div><p></p><p><span style="font-family: inherit;"><a href="https://es.liveworksheets.com/search.asp?content=fonema+rr" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000;">FICHAS INTERACTIVAS</span></b></a><br /></span></p><p><span style="font-family: inherit;">Se trata de numerosas fichas con ejercicios interactivos autocorregibles para reforzar la /r/ fuerte. Se pueden imprimir, realizar on-line o enviar la respuesta al profesor/a. Publicadas en <i>https://es.liveworksheets.com</i></span></p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><div class="separator" style="clear: both;"><span style="font-family: inherit;"><a href="https://es.liveworksheets.com/search.asp?content=fonema+rr" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;" target="_blank"><img border="0" data-original-height="1082" data-original-width="719" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1JDylvBRzxzC1CYdXy1OPmj9M7166c7TFfgjIPZBX1-Pe8CpZBdx0cnIIFApXfkPtE3b6ahPpWBSVF7OZcyLVneeyq8CeNQ-b7Y6xWJlkynII3PK6O7wsPmHSNNqe3N5bd3Wegb7LY6eYiT7guBo8OEVFRepXTykculzBZTh2dVjENIia1ub920kZJg/s320/Interactiva%20R.jpg" style="border: none; position: relative;" width="213" /></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrEW7CT4WUUSbGwr5UueNSEJILFjEqjjpqql0lNnIJxlltUmClVwQUWzSJotD-L5nznhT3zbq8-5Lc88OWWCiRlJYJ66tUIOmBJtR79iLl8JbIbU_hQK5-5RWP9m7oM9PR5VQFYFCATz3B5n4lUN6meCGsW0jOKn0MhvH1SP4czkXw79ZVFrvQFsC3YA/s1078/Interactiva%20RR.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-align: center; text-decoration-line: none;"><img border="0" data-original-height="1078" data-original-width="711" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrEW7CT4WUUSbGwr5UueNSEJILFjEqjjpqql0lNnIJxlltUmClVwQUWzSJotD-L5nznhT3zbq8-5Lc88OWWCiRlJYJ66tUIOmBJtR79iLl8JbIbU_hQK5-5RWP9m7oM9PR5VQFYFCATz3B5n4lUN6meCGsW0jOKn0MhvH1SP4czkXw79ZVFrvQFsC3YA/s320/Interactiva%20RR.jpg" style="border: none; position: relative;" width="211" /></a></span></div></blockquote><p><span style="font-family: inherit;"><a href="https://clic.xtec.cat/projects/fonr_log/jclic.js/index.html" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000;">JCLIC: R - RR</span></b></a><br /></span></p><p><span style="font-family: inherit;">Actividades interactivas para reforzar la identificación, discriminación, pronunciación... de los fonemas r-rr. Elaborado por Virginia Aragón, publicado en<i> https://clic.xtec.cat/legacy/es/jclic. </i></span></p><p><span style="font-family: inherit;"><i></i></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: inherit;"><i><a href="https://clic.xtec.cat/projects/fonr_log/jclic.js/index.html" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;" target="_blank"><img border="0" data-original-height="763" data-original-width="609" height="229" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihglJ2galBccNDu0wZNjqdjey85Vwk0c5V0Zzi9Cn3DVOsr58NPxiB4SCVi9LbI17oCCkSI-gsCvogr41cV_T_7Hdwo0aaZIGzgTbCDxT4C5Kn7Rae6Dp4VLgqxWWmW1emxIdIvevnj2ZREVE48wOkwePuFNsvmJMFCWpDwW5LcYFAxbGNi-pI20ubzQ/w182-h229/JClic%20R.jpg" style="border: none; position: relative;" width="182" /></a></i></span></div><p></p><p><span style="font-family: inherit;"><b><span style="color: #cc0000;"><a href="https://drive.google.com/file/d/1D1fXKHucvFp4N4KN_bmaPztuudEFg2wC/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;">REHABILITACIÓN DEL FONEMA /R/ FUERTE</span></a> (Cicerón)</span></b><br /></span></p><p><span style="font-family: inherit;"><span style="font-size: 14.85px;">Extraído del programa para la adquisición y desarrollo de la capacidad articulatoria "Cicerón", de </span><i style="font-size: 14.85px;">Mª Paz Seivane Cobo.</i></span></p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p></p></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><div class="separator" style="clear: both;"><span style="font-family: inherit;"><a href="https://drive.google.com/file/d/1D1fXKHucvFp4N4KN_bmaPztuudEFg2wC/view" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;" target="_blank"><img border="0" data-original-height="906" data-original-width="655" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpJ9mBqFNQ4bUHt69uyvlsERgDTORLCHkFx1TJw7NrdsXoHbLOCBBHJGUHq4Swk7sa5ZAAoW4QDgTeolTtoIdbPWZETNgUS5SeMjC52ZJ-_gnqNIfsy6iL8DQsa9QKx7cIR3dyd7_9kuNXj-D-l_eeTAhYVi2fvtnQJdFmsBO6ARyQ3UYdm8EVB4Uk6A/s320/Ciceron2.jpg" style="border: none; position: relative;" width="231" /></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgk3gzvH_btIZbjWCEDVXlEpzo07P_A7gqJnMZzJKM8-iXA9shQkIOXfRP4qGnzWh9dW5kBoCZOQclKoyu80UCHtpoY8fEe0p2wkfEuviGG6HPNuBTDyIXkNaVIAOmRCFJJQY1rGXF8IyyHcohBxKPWaQ8-T6ASkqraXp0cjfixLJmHjlSZxt2XdTa2wQ/s936/Cicer%C3%B3n.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-align: center; text-decoration-line: none;"><img border="0" data-original-height="936" data-original-width="645" height="299" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgk3gzvH_btIZbjWCEDVXlEpzo07P_A7gqJnMZzJKM8-iXA9shQkIOXfRP4qGnzWh9dW5kBoCZOQclKoyu80UCHtpoY8fEe0p2wkfEuviGG6HPNuBTDyIXkNaVIAOmRCFJJQY1rGXF8IyyHcohBxKPWaQ8-T6ASkqraXp0cjfixLJmHjlSZxt2XdTa2wQ/w206-h299/Cicer%C3%B3n.jpg" style="border: none; position: relative;" width="206" /></a></span></div></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p></p></blockquote><p><b><span style="color: #cc0000; font-family: inherit;"><a href="https://drive.google.com/file/d/1GSi4h3vqdcg2XB_4rNjb2kL_8M4lqaxq/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;">ACTIVIDADES DE GENERALIZACIÓN</span></a><br /></span></b></p><p><span style="font-family: inherit;">Lista de actividades a realizar para lograr la generalización del fonema trabajado, en este caso la /r/ suave.</span></p><p><span style="background-color: #fcff01; font-family: inherit;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: inherit;"><a href="https://drive.google.com/file/d/1GSi4h3vqdcg2XB_4rNjb2kL_8M4lqaxq/view" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;" target="_blank"><img border="0" data-original-height="895" data-original-width="611" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhi4-OlndmDbGV-duhOw4V4Woxniw7_MXjpz_W1UAxeJ69XQpvfmjaPvt8WhfKFRwq7P2QrxWHNQwHePEf3bc2fUEapHn9qTIeL48b_8JOiOmuTQIYFBGCMEs8CUKBBvYYGmgZt3x_hMQhl-t-Zm8F_Ejwi7z-rnFpNjyjKTc17DaGpSphZElNUCIzUPg/s320/Generalizaci%C3%B3n%201.jpg" style="border: none; position: relative;" width="218" /></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbfsFih7bN0g-9wiMqL_QtOVwrzapxvasPCJOttjXMixJpJkEBiGyvVDHXw7nrNg6PRRpBoy-N5VNETKwhbyEEWKj50tZgimVnYy3Gltg2uJwyxpWc7nFoN9FPcjWtVJUnNDP2Bp_EBrYGrJWH1KHWVpGS4LfBtZnSNamYwiJn5eav1kSygFZuAemyDw/s901/Generalizaci%C3%B3n%202.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="901" data-original-width="621" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbfsFih7bN0g-9wiMqL_QtOVwrzapxvasPCJOttjXMixJpJkEBiGyvVDHXw7nrNg6PRRpBoy-N5VNETKwhbyEEWKj50tZgimVnYy3Gltg2uJwyxpWc7nFoN9FPcjWtVJUnNDP2Bp_EBrYGrJWH1KHWVpGS4LfBtZnSNamYwiJn5eav1kSygFZuAemyDw/s320/Generalizaci%C3%B3n%202.jpg" style="border: none; position: relative;" width="221" /></a></span></div><p><span style="font-family: inherit;"><a href="https://drive.google.com/file/d/1NZIik9ssjAf1ZRQw-twByteRd76qtZFb/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;"><b>BINGO /R/ POSICIÓN INICIAL</b></span></a><br /></span></p><p><span style="font-family: inherit;">Juego del bingo para reforzar el fonema /r/ fuerte en posición inicial. Elaborado por Irene Ocaña, publicado en: http://<i>asomateamimundomasalladelaspalabras.blogspot.com</i></span></p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p></p><div class="separator" style="clear: both;"><span style="font-family: inherit;"><a href="https://drive.google.com/file/d/1NZIik9ssjAf1ZRQw-twByteRd76qtZFb/view" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;" target="_blank"><img border="0" data-original-height="938" data-original-width="652" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhf8tt80FaJwr46LF-qNZ6-6-ez8PX50TipooNtWomOtymOstJDp0GSuxHgRLtd807fQVp_oamy9QMI6gl3im4y5dCeQMDECdpDrVm2xPSl5JQulwuVmOk_b8ycfNodHHiwEqSj4Gyv8Q3ASxBMNVsGmfJsbnOxvyKtToldGZlVzSaqjmgOeYXKER2fQ/s320/Bingo%20R.jpg" style="border: none; position: relative;" width="222" /></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5IBvZpx_1hhQ4qbyeTcpzfElWBaDb16VcxdgnDvaAf2YVgwTgqF9kYwbw5E4FsIAaun4ITAJlOowWbFd6yyCSKAJF1NglFY6XTpaE6JAuVdP_viYwmwnu6MgpXKzjWxoOSKrpmOMcyp3MFMEOmZj8rwK-hgYZm3CoFG47_7ecuXWTzhwVTRNtWwny9Q/s932/BIngo%20RR.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-align: center; text-decoration-line: none;"><img border="0" data-original-height="932" data-original-width="656" height="302" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5IBvZpx_1hhQ4qbyeTcpzfElWBaDb16VcxdgnDvaAf2YVgwTgqF9kYwbw5E4FsIAaun4ITAJlOowWbFd6yyCSKAJF1NglFY6XTpaE6JAuVdP_viYwmwnu6MgpXKzjWxoOSKrpmOMcyp3MFMEOmZj8rwK-hgYZm3CoFG47_7ecuXWTzhwVTRNtWwny9Q/w212-h302/BIngo%20RR.jpg" style="border: none; position: relative;" width="212" /></a></span></div><p></p></blockquote><p><span style="font-family: inherit;"><a href="https://view.genial.ly/624c3d64e69ca8001266eb66/presentation-articulacion-del-fonema-r-fuerte" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000;">GENIALLY: Articulación del fonema /r/ fuerte</span></b></a> <span>(Elena Rodríguez)</span><br /></span></p><p><span style="font-family: inherit;"><b><span style="color: #cc0000;"><a href="https://view.genial.ly/5ec82d4a9330ad0d7cd6c9d0/interactive-content-fonema-rr" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;">GENIALLY. Fonema RR</span></a> </span></b>(Clara Pereira)<br /></span></p><p><span style="font-family: inherit;"><a href="https://view.genial.ly/5ede0f1b94e0670d80a14d88/game-juego-oca-de-la-r" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000;">GENIALLY. Juego de la Oca de la R</span></b></a> (mdefezbautista)<br /></span></p><p><span style="font-family: inherit;"><b><span style="color: #cc0000;">G<a href="https://view.genial.ly/5ec258598e243b0d5a339b13/learning-experience-challenges-discriminacion-r-fuerte" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;">ENIALLY. Encontramos el sonido /R/ fuerte</span></a> </span></b>(Cristina Campos)<br /></span></p><p><span style="font-family: inherit;"><span style="color: #cc0000;"><b><a href="https://view.genial.ly/5ebc15d89d821b0d1e772e97/presentation-erre-fuerte" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;">GENIALLY. Fonema ERRE</span></a> </b>(</span>Antonio Viedma)<br /></span></p><p><span style="font-family: inherit;"><a href="https://view.genial.ly/5fce108234487c74a6da8895/game-boom-de-la-r" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;"><b>GENIALLY. Boom de la R</b></span></a> (crisscom6)<br /></span></p><p><span style="font-family: inherit;"><b><span style="color: #cc0000;"><a href="https://view.genial.ly/5e8b4c5dff6c270e09d092f3/horizontal-infographic-lists-anillos-especiales-de-la-r" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;">GENIALLY. Olimpiadas de la R</span></a> </span></b>(Lourdes Martín)<br /></span></p><p><span style="font-family: inherit;"><b><span style="color: #cc0000;"><a href="https://view.genial.ly/61ae590707e5260de9aeea60/presentation-dobble-fonema-r" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;">GENIALLY. Dobble fonema R</span></a> </span></b>(Maestraymadreconfinada)<br /></span></p><p></p><div class="separator" style="clear: both;"><span style="font-family: inherit;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3xvk-VD7aDVSNm-qP-TEI2Qt8ygUvwuTwbCySpS4EZCQ5I3U2zec-hvmhUBS-BZySUGrqtoXzUIz9PrTA9bZ6mtnuqHscj-1u1yhCHC_2jVV-zVJIyoXfg2uu6y2IjnKASzq1ZeYE3fpozKw5UmxU6BcPnc-0BXxB-qUVvD_SmzFRsMrKAN5r637cnQ/s720/Boom.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="474" data-original-width="720" height="95" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3xvk-VD7aDVSNm-qP-TEI2Qt8ygUvwuTwbCySpS4EZCQ5I3U2zec-hvmhUBS-BZySUGrqtoXzUIz9PrTA9bZ6mtnuqHscj-1u1yhCHC_2jVV-zVJIyoXfg2uu6y2IjnKASzq1ZeYE3fpozKw5UmxU6BcPnc-0BXxB-qUVvD_SmzFRsMrKAN5r637cnQ/w144-h95/Boom.jpg" style="border: none; position: relative;" width="144" /></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9URsWfvCI7WX991_QyV0padDsbxOuiOEjrCEiwwSBsXTIBKHnKvDwd1_Aro_RtgrajFlM_A-duC_itQQ2IKaV87B-H_6jkfutzjY3t5ylFq9aOL-DSNV8EtpthHbbJS6ETFSrmJD4D0OkbfHPkVeJBbhlIygkNblPJWEhIzUDeP7zVTmnWKmNiGzrZQ/s716/Fonema%20r.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="390" data-original-width="716" height="91" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9URsWfvCI7WX991_QyV0padDsbxOuiOEjrCEiwwSBsXTIBKHnKvDwd1_Aro_RtgrajFlM_A-duC_itQQ2IKaV87B-H_6jkfutzjY3t5ylFq9aOL-DSNV8EtpthHbbJS6ETFSrmJD4D0OkbfHPkVeJBbhlIygkNblPJWEhIzUDeP7zVTmnWKmNiGzrZQ/w167-h91/Fonema%20r.jpg" style="border: none; position: relative;" width="167" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWpeqYjpsXnI_Z9TciEPibK8B91a3M_zoJGfEshbEN_xyBJJKmurqxNg6Vcam42mR2AVq8KtTyybOhnuevFaJfti5v8as5Wqq-nukjTsTrS3YXeUH4K0M6P6rAQEZls0HS1FETDQcM47Z_NGsX3_zd9P1IQwbin3TtOFo16rxB3i33diepRNnlT9I8Bw/s720/Dooble.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="396" data-original-width="720" height="91" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWpeqYjpsXnI_Z9TciEPibK8B91a3M_zoJGfEshbEN_xyBJJKmurqxNg6Vcam42mR2AVq8KtTyybOhnuevFaJfti5v8as5Wqq-nukjTsTrS3YXeUH4K0M6P6rAQEZls0HS1FETDQcM47Z_NGsX3_zd9P1IQwbin3TtOFo16rxB3i33diepRNnlT9I8Bw/w165-h91/Dooble.jpg" style="border: none; position: relative;" width="165" /></a></span></div><span style="font-family: inherit;"><br /></span><div class="separator" style="clear: both;"><span style="font-family: inherit;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRWhaWfTzpng_VbEhdShR34Z948Kzvo-Ls12LU2xvgD06DQ4vzHcuEGAKgxS1UmRZvLle6aaujmzv-US8WMH0abrtC1cher2I7uK5FcywWDMOSyPvvMm9aYiXvStjJajSXwYqnn6cqsqvjK3Rbtm62X3opWwFKx9Ohs8KW81BFFAcCLOAC7cFIQLPG2w/s720/Genially%20r.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="396" data-original-width="720" height="87" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRWhaWfTzpng_VbEhdShR34Z948Kzvo-Ls12LU2xvgD06DQ4vzHcuEGAKgxS1UmRZvLle6aaujmzv-US8WMH0abrtC1cher2I7uK5FcywWDMOSyPvvMm9aYiXvStjJajSXwYqnn6cqsqvjK3Rbtm62X3opWwFKx9Ohs8KW81BFFAcCLOAC7cFIQLPG2w/w159-h87/Genially%20r.jpg" style="border: none; position: relative;" width="159" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHKOpM66BzlOiBaM8wSeml19JRyzR-WotsY7L89LonjeXHmULO-V0nWrhkYiGb2WLBrTNlNxu7L3CL0vpl_8Ie6g0u1UjCTkPqKG-q4rlafZyG79Bbv0uAOkT3E_ShvFrZvlyUeqjGlm7Gq60TZqsSLydKkq2LdY-Esu3EttvPthfjf8toxhggYgnJng/s720/Juego%20de%20la%20oca%20R.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="391" data-original-width="720" height="83" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHKOpM66BzlOiBaM8wSeml19JRyzR-WotsY7L89LonjeXHmULO-V0nWrhkYiGb2WLBrTNlNxu7L3CL0vpl_8Ie6g0u1UjCTkPqKG-q4rlafZyG79Bbv0uAOkT3E_ShvFrZvlyUeqjGlm7Gq60TZqsSLydKkq2LdY-Esu3EttvPthfjf8toxhggYgnJng/w153-h83/Juego%20de%20la%20oca%20R.jpg" style="border: none; position: relative;" width="153" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6T21kKKcSvgGgZpmIn9Oaw6ZsSIA0bfQQmHmupkbLlLtsy5hZGDUA-DZeXNEF9TX6H8nXjS1U3EMiBc-QQnkwHYjgZFvDxH3WM09-BDPDoRVExUqp9X-ssNpgGUSYlovju7_EZBlUeZEDrWQu58H-YG5DmZny29ougZHbMco-AG0fQAryvyNa0rgmpA/s720/Olimpiadas%20R.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="298" data-original-width="720" height="74" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6T21kKKcSvgGgZpmIn9Oaw6ZsSIA0bfQQmHmupkbLlLtsy5hZGDUA-DZeXNEF9TX6H8nXjS1U3EMiBc-QQnkwHYjgZFvDxH3WM09-BDPDoRVExUqp9X-ssNpgGUSYlovju7_EZBlUeZEDrWQu58H-YG5DmZny29ougZHbMco-AG0fQAryvyNa0rgmpA/w180-h74/Olimpiadas%20R.jpg" style="border: none; position: relative;" width="180" /></a></span></div><p></p><p><span style="color: #cc0000; font-family: inherit;"><b>MATERIALES PARA TRABAJAR EL FONEMA /R/ FUERTE</b></span></p><p><span style="font-family: inherit;"><b><u>"El maletín de la R" </u></b> De Gaspar González Rus (GEU).</span></p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggWETomMQ7HZXDpk1-FqMnAo4TvFas0oBYKlUfN03BmtrfRFA-NL1FcnGbYTbXu-x-qwstWbFm3SlsoqVmr9jyjXzGYa_Ct8_Ykp1WqJPTD8Af-Bi2aoW7jC-iCFQmgdXbQKJkEfgO6NtJIvy-iTU7bXlEloweQYnjkO546tFVeAmEHG_3EuUKsOt-Ow/s241/El%20malet%C3%ADn%20de%20la%20r.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-align: center; text-decoration-line: none;"><span style="font-family: inherit;"><img border="0" data-original-height="209" data-original-width="241" height="189" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggWETomMQ7HZXDpk1-FqMnAo4TvFas0oBYKlUfN03BmtrfRFA-NL1FcnGbYTbXu-x-qwstWbFm3SlsoqVmr9jyjXzGYa_Ct8_Ykp1WqJPTD8Af-Bi2aoW7jC-iCFQmgdXbQKJkEfgO6NtJIvy-iTU7bXlEloweQYnjkO546tFVeAmEHG_3EuUKsOt-Ow/w218-h189/El%20malet%C3%ADn%20de%20la%20r.jpg" style="border: none; position: relative;" width="218" /></span></a></p></blockquote></blockquote></blockquote><p><span style="font-family: inherit;">"F<b><u>onodil 1. El juego de los fonemas: El juego de la rana"</u></b> (Nardil).</span></p><p><span style="font-family: inherit;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: inherit;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiohaOKEpsc2bUsMJSiAtKRtldsLcUjKc6-LJNX86eTR_T6akFw78brSo6mOWiFhKa2Bv9EBZRnNXW3cR9t-sweXJbnS0EDnZMWAOKfOYkIOeMN8UMAcn5ir-nB3Cvtvuai9MNtblezbSQwMjjLnXbq5zmN3dnhJmoKHOYaBmfZzbLbsm29zZQjaNBX2g/s320/El%20juego%20de%20la%20rana.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="224" data-original-width="320" height="188" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiohaOKEpsc2bUsMJSiAtKRtldsLcUjKc6-LJNX86eTR_T6akFw78brSo6mOWiFhKa2Bv9EBZRnNXW3cR9t-sweXJbnS0EDnZMWAOKfOYkIOeMN8UMAcn5ir-nB3Cvtvuai9MNtblezbSQwMjjLnXbq5zmN3dnhJmoKHOYaBmfZzbLbsm29zZQjaNBX2g/w269-h188/El%20juego%20de%20la%20rana.jpg" style="border: none; position: relative;" width="269" /></a></span></div><p></p><p><span style="font-family: inherit;"><u><b>"Erre que erre" </b></u>De Francisca Bach y Mª José Berdejo (Lebón).</span></p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLPz2fwnDCulPaDgzHt_jShoN0t8jQtoe2aQLom5v0W3jUZc9x1zyAhMBizFTUEaG6_GN00z3NWrmkVQhLlvu6PdjzSfkIZwcisbIn8N0IyQvfn-7Waf-uvNs-citCbpmz1Tt7gTacnycL9IRVnfNonbrJNE52DPN9KXPKWlkUhK2REqZ-qBjhzu3lEw/s200/Erre%20que%20erre.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-align: center; text-decoration-line: none;"><span style="font-family: inherit;"><img border="0" data-original-height="141" data-original-width="200" height="148" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLPz2fwnDCulPaDgzHt_jShoN0t8jQtoe2aQLom5v0W3jUZc9x1zyAhMBizFTUEaG6_GN00z3NWrmkVQhLlvu6PdjzSfkIZwcisbIn8N0IyQvfn-7Waf-uvNs-citCbpmz1Tt7gTacnycL9IRVnfNonbrJNE52DPN9KXPKWlkUhK2REqZ-qBjhzu3lEw/w211-h148/Erre%20que%20erre.jpg" style="border: none; position: relative;" width="211" /></span></a></p></blockquote></blockquote></blockquote><p><span style="font-family: inherit;"><b><u>"Narraciones breves para hablar, leer: cuentos para hablar con la erre "</u></b></span></p><p><span style="font-family: inherit;">De Juan Carlos Arriaza (CEPE).</span></p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglG6NeT8jlv_uzC1UehUgJBuGMfCCQC5fD4uyc7kWMPkbU5J1KNzlHV2u5QfMHqsmltRUEqGv1EgZwD1_4DrTJq9cxAfhxCzVmA53T7q-pzDoi4BCwVE4cOgp0EhpkEfShuq8Ew1DrEDCpWDd2yxuCIMdbs6AjIZRQbvV2zKE3AE4co7OblWGSAEiMaw/s500/Cuentos%20r.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-align: center; text-decoration-line: none;"><span style="font-family: inherit;"><img border="0" data-original-height="500" data-original-width="333" height="205" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglG6NeT8jlv_uzC1UehUgJBuGMfCCQC5fD4uyc7kWMPkbU5J1KNzlHV2u5QfMHqsmltRUEqGv1EgZwD1_4DrTJq9cxAfhxCzVmA53T7q-pzDoi4BCwVE4cOgp0EhpkEfShuq8Ew1DrEDCpWDd2yxuCIMdbs6AjIZRQbvV2zKE3AE4co7OblWGSAEiMaw/w136-h205/Cuentos%20r.jpg" style="border: none; position: relative;" width="136" /></span></a></p></blockquote></blockquote></blockquote></blockquote><p><span style="font-family: inherit;">FUENTE: https://aldeltierno.blogspot.com/2022/05/material-para-articulacion-r.html </span></p></div>Comunicatehttp://www.blogger.com/profile/08808127726181509796noreply@blogger.com0tag:blogger.com,1999:blog-6601010038923098503.post-2898184466366732142023-01-17T04:29:00.002-08:002024-01-11T02:41:43.355-08:00RECOPILATORIO DE MATERIAL PARA LA ARTICULACION DEL FONEMA /ϑ/<p> </p><h3 class="post-title entry-title" itemprop="name" style="background-color: white; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px; position: relative;"><span style="font-family: inherit; font-size: large;">RECOPILATORIO DE MATERIAL PARA LA ARTICULACION DEL FONEMA /ϑ/</span></h3><div class="post-header" style="background-color: white; color: #a4a4a4; line-height: 1.6; margin: 0px 0px 1.5em;"><div class="post-header-line-1"></div></div><div class="post-body entry-content" id="post-body-6764981951434809894" itemprop="description articleBody" style="background-color: white; line-height: 1.4; position: relative; width: 588px;"><p><span style="font-family: inherit;"><a href="https://arasaac.org/materials/search/fonema%20z%20c?offset=0&tab=0" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000;">MATERIAL DE ARASAAC PARA TRABAJAR EL FONEMA </span></b></a><span style="color: #cc0000;"><b><u>/ϑ/</u></b></span></span></p><p><span style="font-family: inherit;">Se trata de un conjunto de materiales para trabajar el fonema /ϑ/ : discriminación fonológica, lecto-escritura, conciencia fonológica, generalización, bingos, memory, juegos... , con material de ARASAAC. Publicado en: https: <i>www.soyvisual.org y </i><i>https://arasaac.org</i></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://arasaac.org/materials/search/fonema%20z%20c?offset=0&tab=0" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;" target="_blank"><span style="font-family: inherit;"><img border="0" data-original-height="514" data-original-width="674" height="244" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8QejrYT0frzq53NveADE3uu6HkNnGGRaMRfhwujdWhnBfxkNlYsPoEzGTfxdGezRSbFU9zUn8TgSi0kz88arCg5mm3f3tN2eygar18yvqhhx-3JIfHD1UygAqBFV8fgOcOwIjLNdq1aJWJue9MXcYsq7jdSuVf8dCxBIyBqFG84xu0cx79MZb0_-fjw/s320/Screenshot_20220602-175528_Chrome.jpg" style="border: none; position: relative;" width="320" /></span></a></div><p><span style="font-family: inherit;"><a href="https://drive.google.com/file/d/1depfIveyNyfki-vd1CG8yFhhsm3O3Gs9/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000;">CUADERNO FONEMA /Z/</span></b></a><span style="background-color: #04ff00;"><br /></span></span></p><p><span style="font-family: inherit;">Cuaderno destinado a trabajar de forma lúdica la adquisición del fonema: dominós, memory, tabú, lince, laberintos, etc. Elaborado por <i>Susana Casas y Cristina Otto,</i> publicado en <i>https://albances.wordpress.com</i></span></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://drive.google.com/file/d/1depfIveyNyfki-vd1CG8yFhhsm3O3Gs9/view" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;" target="_blank"><span style="font-family: inherit;"><img border="0" data-original-height="462" data-original-width="657" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisHbLJcJau79kOPgx8Wi-3SlaSy-_7nJyZ3xj4KTJLog4m0GO4HgKJkO052xcszV_6n9RD5EoBZsaxVdTbxDMzxAC0ItGDta2P5I2Lrbl0qRpyX-6P399tqO8XgLjA0tpvr3WbllZtbFYuY1iXzOHigCzSuqG5g7YkktSjEqe4sZ7ehVGjKDXkgytAJg/s320/Screenshot_20220601-223636_Chrome.jpg" style="border: none; position: relative;" width="320" /></span></a></div><p></p><p><span style="font-family: inherit;"><a href="https://drive.google.com/file/d/1BEEpLZHIp7RywVpS5XUIkpZJPYg8Uj7V/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;"><b>CUADERNO DE ARTICULACIÓN: </b></span></a><span style="color: #cc0000;"><b><u>/</u></b></span><b><span style="color: #cc0000;"><u>ϑ/</u></span></b></span></p><p><span style="font-family: inherit;">Un cuadernillo con distintos tipos de ejercicios para trabajar la articulación de la /r/ fuerte: ritmo, discriminación, repetición, generalización, lectura, escritura...</span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://drive.google.com/file/d/1BEEpLZHIp7RywVpS5XUIkpZJPYg8Uj7V/view" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;" target="_blank"><span style="font-family: inherit;"><img border="0" data-original-height="459" data-original-width="662" height="222" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUafzhouka4rf3ZGbE33z0V5VZm56KN6m5vqV_v8dHcKIHr_a33mgXHciiw67rqF1dWbUWWIfnlQFE14YApaS8ePzKcQzBeekFga0NtiY0mJ-49WQceVsh-BuSc9FkGdCqFGDZnkZJlfFavaYHnon3TqEPDBDd6auOkCRMi_WVacLAQovsiMm44ThX9A/s320/Screenshot_20220602-174711_Chrome.jpg" style="border: none; position: relative;" width="320" /></span></a></div><p><span style="font-family: inherit;"><a href="https://drive.google.com/file/d/1429MdrzH0GfHjFSkZX27i8-85vlyQTr3/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000;">LOTO FONÉTICO </span></b></a><span style="color: #cc0000;"><b><u>/</u></b></span><b><span style="color: #cc0000;"><u>ϑ/ </u></span></b></span></p><p><span style="font-family: inherit;">Loto fonético- fonológicos del fonema /ϑ/ . Elaborado por Belinda Haro y Mª Jesús Fernández, publicado en: <i>siembraestrellas.blogspot.com</i></span></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://drive.google.com/file/d/1429MdrzH0GfHjFSkZX27i8-85vlyQTr3/view" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;" target="_blank"><span style="font-family: inherit;"><img border="0" data-original-height="499" data-original-width="659" height="242" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTqS6sx6s94zBKa9OrqoByqutMUXS_NQfWEeX2Z_-ksyGRYsZTw_pWDNqVF8q-68aQZYQoAKr7cFYq3C_2AFIJJHxXHRjuxU0HBrB4DBBJI4Wb9gjnbWEU4pnyOv-Xz5qUCqbAKC-caZD3THBY-cF-Cy7BywoYDRD0Xhrd2hZUV11A02xLkLyGzAC5lQ/s320/Screenshot_20220601-223703_Chrome.jpg" style="border: none; position: relative;" width="320" /></span></a></div><p></p><p><span style="font-family: inherit;"><a href="https://drive.google.com/file/d/1rTcZCjGrqVVvAxTRbX1n_zIwlYhm2BlB/view" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;"><b>CUADERNILLO DE ARTICULACIÓN: </b></span></a><span style="color: #cc0000;"><b><u>/</u></b></span><b><span style="color: #cc0000;"><u>ϑ/</u></span></b><a href="https://drive.google.com/file/d/17YbLZ7wlNnFfzeP7jI39XhXNECtVfXd5/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;"><b> </b></span></a></span></p><p></p><p><span style="font-family: inherit;">Cuadernillo de coordinación para trabajar los sonidos del habla con la familia. Elaborado por Belinda Haro y Rosario Porcel, publicado en <i> https://www.soyvisual.org</i></span></p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><div class="separator" style="clear: both;"><span style="font-family: inherit;"><a href="https://drive.google.com/file/d/1rTcZCjGrqVVvAxTRbX1n_zIwlYhm2BlB/view" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;" target="_blank"><img border="0" data-original-height="862" data-original-width="647" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiR8jHvg2RUISqqXOk20pj2sRzknZhfbaWYjIDs6fOlWHQBmo700yitc6tNnjfEJ2UjJqYsMZ3ggIWdgaxIXFnevAmvY65aPQF1LSi2ZxJNa3juKIMKWPx6Zx9yedXJDB-9CP7kLwmIRaJikY8XBjsSi2NUO92e0XDWosqHec2_FDxNL1DBDr5rrny3mA/s320/Screenshot_20220601-223829_Chrome%20(1).jpg" style="border: none; position: relative;" width="240" /></a> <a href="https://drive.google.com/file/d/1rTcZCjGrqVVvAxTRbX1n_zIwlYhm2BlB/view" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-align: center; text-decoration-line: none;" target="_blank"><img border="0" data-original-height="866" data-original-width="646" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgn4yXmwUTo84Zv2ogYRZvA1cFAO_fuyJM1RCRADdPXPkHLWEdnhqzPqxlNGW03MaVLmPolQT4IPhYXv_hQuK75HA3moSrgyi9YVdnfayVmEnsuA9QaEe9pA3eQSFA3jVfh50lxdZPsPdKIbSGbD2HSnesyLFdPcfJQgX805InNDJ4VsyGZ0bPTs9D6w/s320/Screenshot_20220601-223837_Chrome.jpg" style="border: none; position: relative;" width="239" /></a></span></div></blockquote><p><span style="font-family: inherit;"><span style="color: #cc0000;"><b><a href="https://drive.google.com/file/d/1FlMFzT9y-hO2hdvvE7BAVZIfFkqXnFsf/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;">CONCIENCIA SILÁBICA CON EL FONEMA </span></a><u>/</u></b></span><b><span style="color: #cc0000;"><u>ϑ/</u></span><span style="color: #cc0000;"> </span></b><b style="color: #cc0000;"> </b></span></p><p><span style="font-family: inherit;"><b style="color: #cc0000;"><a href="https://drive.google.com/file/d/1tmH0ZhVCJqaBR923jRoNKRZ4j8VgdL8o/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;">DISCRIMINACIÓN FONOLÓGICA 1 DEL </span></a></b><span style="color: #cc0000;"><b><a href="https://drive.google.com/file/d/1dGXYCzif3THf82Lie9sC9fYFzXpTYO2O/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;">FONEMA </span></a><u>/</u></b></span><span style="color: #cc0000;"><b><u>ϑ/</u> </b></span><b style="color: #cc0000;"> </b></span></p><p><span style="font-family: inherit;"><b style="color: #cc0000;"><a href="https://drive.google.com/file/d/1WskHW2ixZM0U3gdJMhm8rYMglF59cHRi/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;">DISCRIMINACIÓN FONOLÓGICA 2 DEL </span></a></b><span style="color: #cc0000;"><b><a href="https://drive.google.com/file/d/1dGXYCzif3THf82Lie9sC9fYFzXpTYO2O/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;">FONEMA </span></a><u>/</u></b></span><span style="color: #cc0000;"><b><u>ϑ/</u> </b></span><b style="color: #cc0000;"> </b></span></p><p><span style="font-family: inherit;"><a href="https://drive.google.com/file/d/15CFO0IZtw6kAMUzBAJ_brtDm4WhENMDz/view" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000;">CONVERSIÓN GRAFEMA- </span></b></a><span style="color: #cc0000;"><b><a href="https://drive.google.com/file/d/1dGXYCzif3THf82Lie9sC9fYFzXpTYO2O/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;">EL FONEMA </span></a><u>/</u></b></span><b><span style="color: #cc0000;"><u>ϑ/</u></span><span style="color: #cc0000;"> </span></b><b style="color: #cc0000;"> </b></span></p><p><span style="font-family: inherit;">Estupendo material elaborado por el equipo <i>COMUNICAR_NOS,</i> publicado en: <i>http://siembraestrellas.blogspot.com</i></span></p><div class="separator" style="clear: both;"><span style="font-family: inherit;"> </span><div class="separator" style="clear: both;"><span style="font-family: inherit;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNTGA64B0JOQrTYGQEUbZ-ES6AxQuHLwgY5AVqAv0AXITGrHtv00EfpBB05q7tF8KRLzXfd2EZo4XiHcedcEALK9WTXt0lHKbTdM2lcxnc4c-qGNf8Fm3_xiM2kyy_R-FA5sx5mVTaTa1Bj-njB9wfb7wiK5-sMCFH9prf5Hl8gKOsozCcPO59YJvKmQ/s657/Screenshot_20220602-175220_Chrome.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="458" data-original-width="657" height="169" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNTGA64B0JOQrTYGQEUbZ-ES6AxQuHLwgY5AVqAv0AXITGrHtv00EfpBB05q7tF8KRLzXfd2EZo4XiHcedcEALK9WTXt0lHKbTdM2lcxnc4c-qGNf8Fm3_xiM2kyy_R-FA5sx5mVTaTa1Bj-njB9wfb7wiK5-sMCFH9prf5Hl8gKOsozCcPO59YJvKmQ/w242-h169/Screenshot_20220602-175220_Chrome.jpg" style="border: none; position: relative;" width="242" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqJVGrkyXqASMiCXgYlv2ZSSwQjInjy4YFsPa3CHTGCviDvyxQaX6al64jU71vSlPX_K_Yw-nHLYRXIH8oyDHWGtEZhPYI7xNu3iAWD187xzdZTvA7YPfEeDhYMXbmoaMiOYywPTT0PmnVuOU4hCBFRNiY3p7-o4xh1bzlUv1Rzql5EcdqIRp9RJO6UA/s658/Screenshot_20220602-174826_Chrome.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="454" data-original-width="658" height="170" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqJVGrkyXqASMiCXgYlv2ZSSwQjInjy4YFsPa3CHTGCviDvyxQaX6al64jU71vSlPX_K_Yw-nHLYRXIH8oyDHWGtEZhPYI7xNu3iAWD187xzdZTvA7YPfEeDhYMXbmoaMiOYywPTT0PmnVuOU4hCBFRNiY3p7-o4xh1bzlUv1Rzql5EcdqIRp9RJO6UA/w245-h170/Screenshot_20220602-174826_Chrome.jpg" style="border: none; position: relative;" width="245" /></a></span></div><span style="font-family: inherit;"><br /></span><div class="separator" style="clear: both;"><span style="font-family: inherit;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdWaVYmHUqGsIFreLTyNi0KgrGeghz-L8ku9dgEtJIJPHwK_xkqWjN_Rp7e0x6I4Hmqqzy5FNBbHNb8aAVZ4UijgVwoDEHW-DWXC3Ep1uSrgeSJ-QP3AibNQSLPP-88RSR2kGBni5D4TLKyY1mZ2vPRlEHmSCu7AcfOpqz-_vehsH3wAgS3obvv4GzPg/s645/Screenshot_20220602-174817_Chrome.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="448" data-original-width="645" height="170" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdWaVYmHUqGsIFreLTyNi0KgrGeghz-L8ku9dgEtJIJPHwK_xkqWjN_Rp7e0x6I4Hmqqzy5FNBbHNb8aAVZ4UijgVwoDEHW-DWXC3Ep1uSrgeSJ-QP3AibNQSLPP-88RSR2kGBni5D4TLKyY1mZ2vPRlEHmSCu7AcfOpqz-_vehsH3wAgS3obvv4GzPg/w245-h170/Screenshot_20220602-174817_Chrome.jpg" style="border: none; position: relative;" width="245" /></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEwx9r75G2Dh4IjDwI8TF9sqhI_4ygR069ZWPEYB7_a93tDbLhmNl48ZqjBlYxuxbPj-yi-OOJ67rCF5Ehez4aEEeZrqiKBaAFIR6BDTiQ0IbRp5NpHhBXcofRfOtMavAeOROoiPp6bal4GAw3ayyc53FjlgnXe36RxQIR9LFunoih1MPn2ybX28XhIA/s654/Screenshot_20220602-174735_Chrome.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="462" data-original-width="654" height="166" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEwx9r75G2Dh4IjDwI8TF9sqhI_4ygR069ZWPEYB7_a93tDbLhmNl48ZqjBlYxuxbPj-yi-OOJ67rCF5Ehez4aEEeZrqiKBaAFIR6BDTiQ0IbRp5NpHhBXcofRfOtMavAeOROoiPp6bal4GAw3ayyc53FjlgnXe36RxQIR9LFunoih1MPn2ybX28XhIA/w235-h166/Screenshot_20220602-174735_Chrome.jpg" style="border: none; position: relative;" width="235" /></a></span></div></div><p><span style="font-family: inherit;"><a href="https://drive.google.com/file/d/1DKsdLtkOfSkzybXsi8Fh9K69JytwcbKC/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000;">LISTADO CON</span></b></a> <span style="color: #cc0000;"><b><a href="https://drive.google.com/file/d/1A7DInbnUrTLDLqn37vzsXuBV4rQwvhhq/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;">EL FONEMA </span></a><u>/</u></b></span><b><span style="color: #cc0000;"><u>ϑ/</u></span><span style="color: #cc0000;"> </span></b><b style="color: #cc0000;"> </b></span></p><p><span style="font-family: inherit;">Listas de palabras, frases, poesías, adivinanzas, canciones, lecturas y trabalenguas con el fonema /ϑ/. Elaborado por el grupo de trabajo L.E.A. En <i>https://alojaweb.educastur.es/web/lea</i></span></p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: left;"><div class="separator" style="clear: both;"><span style="font-family: inherit;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmdlADC356zudY_cvdd8wRlkKr7mWs5JbjHXZ_LDcfLQCFzohJuWcM20dn9K0S2GeyMLqigyV4ImabVYY22nMkmzPgXRrUeVD6N3Cna0ysZpIAsyoRlklSLlw_ZW2It2Z6JmQ9iR2NUwbJs-aUZCz3mhSzULLsuREqYzCQzbRnuJMfGxZCE9XarZyCsg/s942/Screenshot_20220601-224135_Chrome.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="942" data-original-width="659" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmdlADC356zudY_cvdd8wRlkKr7mWs5JbjHXZ_LDcfLQCFzohJuWcM20dn9K0S2GeyMLqigyV4ImabVYY22nMkmzPgXRrUeVD6N3Cna0ysZpIAsyoRlklSLlw_ZW2It2Z6JmQ9iR2NUwbJs-aUZCz3mhSzULLsuREqYzCQzbRnuJMfGxZCE9XarZyCsg/s320/Screenshot_20220601-224135_Chrome.jpg" style="border: none; position: relative;" width="224" /></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvjyRMRgldBWm2ev8_rzTr7AzRumVMekvGflRHg3ENdZHzxafId7AQpfAkprEGhtChW5sNUPOShSdW3w9h0HD5_BJ_7sXe1wg-ef2uZR3S494flmpP2Jh_aYWyeUyYEhW0Sm5WT5Clor-a9QKy35bBdwob4Pi7TDWebD32WLLN3ltqxFT1-E5DBUQCBQ/s934/Screenshot_20220601-224120_Chrome.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-align: center; text-decoration-line: none;"><img border="0" data-original-height="934" data-original-width="662" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvjyRMRgldBWm2ev8_rzTr7AzRumVMekvGflRHg3ENdZHzxafId7AQpfAkprEGhtChW5sNUPOShSdW3w9h0HD5_BJ_7sXe1wg-ef2uZR3S494flmpP2Jh_aYWyeUyYEhW0Sm5WT5Clor-a9QKy35bBdwob4Pi7TDWebD32WLLN3ltqxFT1-E5DBUQCBQ/s320/Screenshot_20220601-224120_Chrome.jpg" style="border: none; position: relative;" width="227" /></a></span></div></div></div></blockquote><p></p><p><span style="font-family: inherit;"><a href="https://drive.google.com/file/d/1YgW9_rMK77Ju_ILn0P3D4ZXo_mQG78Pg/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000;">UDICOM: </span></b></a><span style="color: #cc0000;"><b><a href="https://drive.google.com/file/d/1F6XcDkK2COjwgSLdLsn6t8-zevsWkMIk/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;">EL FONEMA </span></a><u>/</u></b></span><b><span style="color: #cc0000;"><u>ϑ/</u></span><span style="color: #cc0000;"> </span></b><b style="color: #cc0000;"> </b></span></p><p><span style="font-family: inherit;">Conjunto de fichas sobre los grafemas "za-zo-zu-ce-ci": discriminación auditiva, visual, lectura, escritura, construcción de frases... Elaborado por el <i>CEIP "Joaquín Carrión Valverde"</i> de San Javier (Murcia), publicado en: <i>https://creena.educacion.navarra.es</i></span></p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p></p></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><div class="separator" style="clear: both;"><span style="font-family: inherit;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVe1HRLAuET8wtALYMGjKVIWbMoowj6SBMAa680dZqN8s_ZzfUlF5JfneqogjAp8kjrBrsPIPI4JBuss1wIBqKKEhGE8oh-JWgDaqqsxdvkGh15qt94vKnzKVagle38eYZ2ZtYwYG-uCDVb6XgrJ5JCGZbMXkTAJbM4bOw-2MbGCMIrVJUZbJ6ssGsvA/s935/Screenshot_20220601-224312_Chrome.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="935" data-original-width="653" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVe1HRLAuET8wtALYMGjKVIWbMoowj6SBMAa680dZqN8s_ZzfUlF5JfneqogjAp8kjrBrsPIPI4JBuss1wIBqKKEhGE8oh-JWgDaqqsxdvkGh15qt94vKnzKVagle38eYZ2ZtYwYG-uCDVb6XgrJ5JCGZbMXkTAJbM4bOw-2MbGCMIrVJUZbJ6ssGsvA/s320/Screenshot_20220601-224312_Chrome.jpg" style="border: none; position: relative;" width="223" /></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCgydt6gTpE6EaKM5C9tL36Dt-ZgYjWkyv97XR0d4VLh7n45vn07Q5yORCDQYl7Yv0s0lHqPUJuoY5O0qbxj-I0nx5IUAN64_rZQ5XTNo9SsmPC4dNfU9MpIMAjp2_Upep1IpPD85HeYk9X9h4och8XDyzzo-HpP7FMxFyxBg5EFvvZQHms6E4wqXiZA/s898/Screenshot_20220601-224341_Chrome.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-align: center; text-decoration-line: none;"><img border="0" data-original-height="898" data-original-width="660" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCgydt6gTpE6EaKM5C9tL36Dt-ZgYjWkyv97XR0d4VLh7n45vn07Q5yORCDQYl7Yv0s0lHqPUJuoY5O0qbxj-I0nx5IUAN64_rZQ5XTNo9SsmPC4dNfU9MpIMAjp2_Upep1IpPD85HeYk9X9h4och8XDyzzo-HpP7FMxFyxBg5EFvvZQHms6E4wqXiZA/s320/Screenshot_20220601-224341_Chrome.jpg" style="border: none; position: relative;" width="235" /></a></span></div></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"></blockquote></blockquote><p><a href="https://drive.google.com/file/d/1ybukyelg032y88GlATFRh_Z1O_q0lQAz/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000;"><span style="font-family: inherit;">CUENTO CON LOS GRAFEMAS "Z - C" </span></span></b></a></p><p><span style="font-family: inherit;">Cuento extraído de "<i>Dime cómo hablas y te contaré un cuento</i>", adaptado para la reeducación del habla dirigido a los grafemas "z-c". Elaborado por la<i> Junta de Extremadura.</i></span></p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p></p><div class="separator" style="clear: both;"><span style="font-family: inherit;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlhxzQANOjhtf89psX64gLMXElUjPkQ29OI7gJ5F_mTqB9_NsWAmV6lXefNI7bcgG2KJfSW4Eaf2w24OI0hG87hv4XQ8HPjzPofHp-pkJv938ZhUz0xs2NokntbgJCIaPgwcMjn5UnUrVVjc6EYuPX1rPoPOs_eF7jrjIl-bFLDwqyZRaMVd3ERwkeaQ/s822/Screenshot_20220601-224412_Chrome.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="822" data-original-width="562" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlhxzQANOjhtf89psX64gLMXElUjPkQ29OI7gJ5F_mTqB9_NsWAmV6lXefNI7bcgG2KJfSW4Eaf2w24OI0hG87hv4XQ8HPjzPofHp-pkJv938ZhUz0xs2NokntbgJCIaPgwcMjn5UnUrVVjc6EYuPX1rPoPOs_eF7jrjIl-bFLDwqyZRaMVd3ERwkeaQ/s320/Screenshot_20220601-224412_Chrome.jpg" style="border: none; position: relative;" width="219" /></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTbRIL7RSex8UxDlKxlHIcxdTZCa-0xlIZWHrNV-XCz3xkkQTilFkLd2ANjrdV5Q3ki5pPJH0WadXeCoVsA0Ft9I0fLx9lu2DO517T6UDS7OTLgHYGbWdUilpNeUNFQCPVy5Z4-pzd5LTXdmqdXOHT8YCbJe678WhJyhs7pU63puH1x24JKlpNoCy8Cg/s798/Screenshot_20220601-224421_Chrome.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-align: center; text-decoration-line: none;"><img border="0" data-original-height="798" data-original-width="598" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTbRIL7RSex8UxDlKxlHIcxdTZCa-0xlIZWHrNV-XCz3xkkQTilFkLd2ANjrdV5Q3ki5pPJH0WadXeCoVsA0Ft9I0fLx9lu2DO517T6UDS7OTLgHYGbWdUilpNeUNFQCPVy5Z4-pzd5LTXdmqdXOHT8YCbJe678WhJyhs7pU63puH1x24JKlpNoCy8Cg/s320/Screenshot_20220601-224421_Chrome.jpg" style="border: none; position: relative;" width="240" /></a></span></div><p></p></blockquote><p><span style="font-family: inherit;"><a href="https://drive.google.com/file/d/1M4KlcxRl3_-cQTcsvJTAX0krmvzf7h2Y/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000;">CUADERNO DE ESCRITURA DE</span></b></a><a href="https://drive.google.com/file/d/1yyvUbUU6CMjvwJ0CjJtcIglWi0QBoIoS/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000;"> LOS GRAFEMAS "Z - C" </span></b></a></span></p><p><span style="font-family: inherit;">Fichas de grafomotricidad de la /r/ fuerte, elaboradas por<i> Igor Flores</i> Fernández, publicadas en su blog:<i> pttxokoa.blogspot.com</i></span></p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p><span style="font-family: inherit;"><i><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAu50-eggk8nI9puSXe4FMnNZ0IVth5J02ZssMQUV_2HxWEeEtslTFr8ojZK5pzhv1N5P0fMAOblKLfLv04tsyz7jB4oID3IggTtcfhybgZQhaaDNGvNpTdTzOjSDlmtE_gp3mXiEeJdqfJN5-w3O3TuBphNuUbG90Qgvklt_EufNPSB0YLI59YzCf2w/s920/Screenshot_20220602-174914_Chrome.jpg" style="clear: left; color: #3e65b9; font-style: normal; margin-bottom: 1em; margin-left: 1em; text-align: center; text-decoration-line: none;"><img border="0" data-original-height="920" data-original-width="646" height="338" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAu50-eggk8nI9puSXe4FMnNZ0IVth5J02ZssMQUV_2HxWEeEtslTFr8ojZK5pzhv1N5P0fMAOblKLfLv04tsyz7jB4oID3IggTtcfhybgZQhaaDNGvNpTdTzOjSDlmtE_gp3mXiEeJdqfJN5-w3O3TuBphNuUbG90Qgvklt_EufNPSB0YLI59YzCf2w/w238-h338/Screenshot_20220602-174914_Chrome.jpg" style="border: none; position: relative;" width="238" /></a> </i><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeAmuO7U_7u8fjdnlErUiRga8BraZcAMi6pYBW6s_jczZi-iX5n_lLm54SI0DPvctzkdPMgsxQ4wtl8CW9ujA1dSkBeU6ppDSCWYOpXj3PAm8R4mMvD53bTujF8tJGDHq9Z1cTGngsZQXekKLEjWi_5l6-n-YB4FxdxNmeZaxZZYrOBXFKJKwvSgzQVA/s928/Screenshot_20220602-174932_Chrome.jpg" style="clear: left; color: #3e65b9; display: inline; margin-bottom: 1em; margin-left: 1em; text-align: center; text-decoration-line: none;"><img border="0" data-original-height="928" data-original-width="640" height="332" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeAmuO7U_7u8fjdnlErUiRga8BraZcAMi6pYBW6s_jczZi-iX5n_lLm54SI0DPvctzkdPMgsxQ4wtl8CW9ujA1dSkBeU6ppDSCWYOpXj3PAm8R4mMvD53bTujF8tJGDHq9Z1cTGngsZQXekKLEjWi_5l6-n-YB4FxdxNmeZaxZZYrOBXFKJKwvSgzQVA/w229-h332/Screenshot_20220602-174932_Chrome.jpg" style="border: none; position: relative;" width="229" /></a></span></p></blockquote><div><span style="font-family: inherit;"><a href="https://drive.google.com/file/d/1kxVraMQTvO_wSZQ2Ss8jzH6OZe5jzqJg/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;"><b>LECTURA EN MAYÚSCULAS </b></span></a><a href="https://drive.google.com/file/d/1ybukyelg032y88GlATFRh_Z1O_q0lQAz/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000;"> DE LOS GRAFEMAS "Z - C" </span></b></a></span></div><div><p><span style="font-family: inherit;"><a href="https://drive.google.com/file/d/1hVLxZzMs528opxiqI82FsKlybPi-qGCo/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000;">LECTURA EN MINÚSCULAS</span></b></a> <a href="https://drive.google.com/file/d/1ybukyelg032y88GlATFRh_Z1O_q0lQAz/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000;"> DE LOS GRAFEMAS "Z - C" </span></b></a></span></p><p><span style="font-family: inherit;">Fichas de lectura en mayúscula y minúscula del /ϑ/ (los grafemas "z-c"). Publicado en: <i>aulapt.org,</i> elaborado por Raquel Girau.</span></p><div class="separator" style="clear: both;"><div class="separator" style="clear: both;"><span style="font-family: inherit;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZw7XSwxcbgWojxUTmqzSqgiatE8p3sJmYnvdX9Q0yre_HWozzf-Q8DFS-DtqarjMQfvLFd0T-qwBN4elwV4WDAb5VLPGfrn7YA8tEJrEnGn0WT9h7bA45Do89tNN5wYyulfaTpH-42yTPSEDfYp9X-FaC1VQbHHugIufHQUE73Kuc2y_NrvQDdVdG0w/s919/Screenshot_20220601-224650_Chrome.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="919" data-original-width="655" height="303" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZw7XSwxcbgWojxUTmqzSqgiatE8p3sJmYnvdX9Q0yre_HWozzf-Q8DFS-DtqarjMQfvLFd0T-qwBN4elwV4WDAb5VLPGfrn7YA8tEJrEnGn0WT9h7bA45Do89tNN5wYyulfaTpH-42yTPSEDfYp9X-FaC1VQbHHugIufHQUE73Kuc2y_NrvQDdVdG0w/w216-h303/Screenshot_20220601-224650_Chrome.jpg" style="border: none; position: relative;" width="216" /></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKKo7XvMCOuxJ0xvEnj2niE-1sD6r01oA98RrQgpMVO3glrGRNX2jKlJLip6YCUDOPGeXMCB2_-zyCBV069Fm7i-OOJHCA7F6uZC8YX0fL2ffLwXXSsJ69JKnIpkJlgTXdhYW1HHxUDxK23xprwAOtk0D9GFNmitSOrHjcbu3OjB5zOmE1hnKqv_uVug/s940/Screenshot_20220601-224617_Chrome.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-align: center; text-decoration-line: none;"><img border="0" data-original-height="649" data-original-width="940" height="210" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKKo7XvMCOuxJ0xvEnj2niE-1sD6r01oA98RrQgpMVO3glrGRNX2jKlJLip6YCUDOPGeXMCB2_-zyCBV069Fm7i-OOJHCA7F6uZC8YX0fL2ffLwXXSsJ69JKnIpkJlgTXdhYW1HHxUDxK23xprwAOtk0D9GFNmitSOrHjcbu3OjB5zOmE1hnKqv_uVug/w304-h210/Screenshot_20220601-224617_Chrome.jpg" style="border: none; position: relative;" width="304" /></a></span></div></div><p></p><p><span style="color: #cc0000;"><span style="font-family: inherit;"><b><a href="https://drive.google.com/file/d/1Zy3lH4XyrWs27GCAzM2Z73R8DxJ2H_0n/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;">IMÁGENES CON EL FONEMA </span></a></b><b><u>/</u></b><b style="color: black;"><span style="color: #cc0000;"><u>ϑ/ </u></span></b><b><a href="https://drive.google.com/file/d/1NT33H0sFGFRmsge-LF9dTPxWtyW3Eskx/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;">PARA COLOREAR</span></a><br /></b></span></span></p><p><span style="font-family: inherit;">Hojas con dibujos para colorear que contienen el fonema /ϑ/ en todas las posiciones. </span></p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p></p></blockquote></div><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><div><div class="separator" style="clear: both;"><span style="font-family: inherit;"> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdcN7D1s27kWYUPrMsbHup_mB65AivfazDDhoyOELChssg_puN8__dfJSSHxbiu9hbueWpZV5tHkqN65XakQIF_A7gV_kgUx5R1vsrdrZi_1izpvODBXZzmLfogAoA2RNxVCWgbLocdtfm4s45RKPcEh7G-DMjF27WqNCbWM-JbpKgfT7KiETFiNk_zQ/s934/Screenshot_20220602-175009_Chrome.jpg" style="clear: left; color: #3e65b9; display: inline; margin-bottom: 1em; margin-left: 1em; text-align: center; text-decoration-line: none;"><img border="0" data-original-height="934" data-original-width="645" height="325" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdcN7D1s27kWYUPrMsbHup_mB65AivfazDDhoyOELChssg_puN8__dfJSSHxbiu9hbueWpZV5tHkqN65XakQIF_A7gV_kgUx5R1vsrdrZi_1izpvODBXZzmLfogAoA2RNxVCWgbLocdtfm4s45RKPcEh7G-DMjF27WqNCbWM-JbpKgfT7KiETFiNk_zQ/w223-h325/Screenshot_20220602-175009_Chrome.jpg" style="border: none; position: relative;" width="223" /></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFeBltOt_5WpIb1dm6fmbLx9bOamCkTFrer1kTq8BCa0EvaESu1_50toTrbS0zmyloyD-0jh8ijFhQnE4QmrdJ1syQPuL3BMB7m4hn1vcf4PGXlpzRJkXyNndle0uyyBNIuHvOy3w5g9it_EAkf4WZzyzH6qqPdUrgLPnE1Bjdeb2dDO0gXfw1tW_JSw/s917/Screenshot_20220602-175005_Chrome.jpg" style="clear: left; color: #3e65b9; display: inline; margin-bottom: 1em; margin-left: 1em; text-align: center; text-decoration-line: none;"><img border="0" data-original-height="917" data-original-width="642" height="305" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFeBltOt_5WpIb1dm6fmbLx9bOamCkTFrer1kTq8BCa0EvaESu1_50toTrbS0zmyloyD-0jh8ijFhQnE4QmrdJ1syQPuL3BMB7m4hn1vcf4PGXlpzRJkXyNndle0uyyBNIuHvOy3w5g9it_EAkf4WZzyzH6qqPdUrgLPnE1Bjdeb2dDO0gXfw1tW_JSw/w213-h305/Screenshot_20220602-175005_Chrome.jpg" style="border: none; position: relative;" width="213" /></a></span></div></div></blockquote><div><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p></p></blockquote><p><span style="font-family: inherit;"><a href="https://www.youtube.com/watch?v=FbPV2QbsJXs" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000;">APRENDEMOS A ARTICULAR EL FONEMA </span></b></a><span style="color: #cc0000;"><b><u>/</u></b></span><b><span style="color: #cc0000;"><u>ϑ/</u></span><span style="color: #cc0000;"> </span></b></span></p><p><span style="font-family: inherit;">Es un vídeo de Eugenia Romero para generalizar el fonema a través de unos ejercicios de onomatopeyas, discriminación, repetición de sílabas, palabras, frases...</span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEix58dqA9i_84xFVHRmqH8fp1ZwOjHTcXTgAbXSylBFPsIjdmZdLwrPeHEZ4bwIVA4Q80CNpbKH4mJxDM2DIsAp5Hl4FwvDTLUJAyPWxYkjPCH5AvZj7RGSKtRj59cWHNbgizJD5wcnVAb3xmvCg4TUYn0N-8WT43HkjGlp0Qeik5PoIZxCiL_Lu41KIA/s720/Screenshot_20220601-224854_YouTube.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><span style="font-family: inherit;"><img border="0" data-original-height="424" data-original-width="720" height="188" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEix58dqA9i_84xFVHRmqH8fp1ZwOjHTcXTgAbXSylBFPsIjdmZdLwrPeHEZ4bwIVA4Q80CNpbKH4mJxDM2DIsAp5Hl4FwvDTLUJAyPWxYkjPCH5AvZj7RGSKtRj59cWHNbgizJD5wcnVAb3xmvCg4TUYn0N-8WT43HkjGlp0Qeik5PoIZxCiL_Lu41KIA/s320/Screenshot_20220601-224854_YouTube.jpg" style="border: none; position: relative;" width="320" /></span></a></div><p><a href="https://www.youtube.com/watch?v=c9kSs9-a17Q" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000;"><span style="font-family: inherit;">MONOSÍLABO</span></span></b></a></p><p><span style="font-family: inherit;">Uno entretenido vídeo para aprender a leer los grafemas "z - c" con la ayuda del Mono Silabo y Nícola Cavernícola. Publicado por<i> Lunacreciente.</i></span></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigiQ5I7hfYJq9P8GLSeGokF20LNIRBYL2q4qfcZNifaw6Y46F4TaIpKWDPVFrf-_FCPCBFjYteH8w0qoRB4sMiCevV03MgKljU0iK8nTHDTggXkeydzndKY2850xrFsg1X6-Bdq9AXIWOXHSHJyn_dyBoJh7Ln5d9F0jy_VKddBIY2gzWzac_BSVHcYw/s711/Screenshot_20220601-224925_YouTube.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><span style="font-family: inherit;"><img border="0" data-original-height="400" data-original-width="711" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigiQ5I7hfYJq9P8GLSeGokF20LNIRBYL2q4qfcZNifaw6Y46F4TaIpKWDPVFrf-_FCPCBFjYteH8w0qoRB4sMiCevV03MgKljU0iK8nTHDTggXkeydzndKY2850xrFsg1X6-Bdq9AXIWOXHSHJyn_dyBoJh7Ln5d9F0jy_VKddBIY2gzWzac_BSVHcYw/s320/Screenshot_20220601-224925_YouTube.jpg" style="border: none; position: relative;" width="320" /></span></a></div><p></p><p><span style="font-family: inherit;"><a href="https://es.liveworksheets.com/search.asp?content=fonema+z" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000;">FICHAS INTERACTIVAS</span></b></a><br /></span></p><p><span style="font-family: inherit;">Se trata de numerosas fichas con ejercicios interactivos autocorregibles para reforzar los grafemas "z - c" . Se pueden imprimir, realizar on-line o enviar la respuesta al profesor/a. Publicadas en <i>https://es.liveworksheets.com</i></span></p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><div class="separator" style="clear: both;"><span style="font-family: inherit;"> </span></div></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><div class="separator" style="clear: both;"><div class="separator" style="clear: both;"><span style="font-family: inherit;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUEGu0VKT_Ax-iFGPfO0kiS7BWET21-CHi3ZzygpizbZZC0LgpRHK0Y2j28n2fI27Fh2XD26GJRoZPhEm7G6zEwHx7wi-_caBVrCZLc61pDJ_NWIH_HJzb5tPu4lnowVXONEAkZdq-26EkN9zE7Ge8f8jtu2Ibhwdqvs99KuUz8YX1mWQ0m05Fvb3MDw/s1043/Screenshot_20220601-225133_Chrome.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="1043" data-original-width="720" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUEGu0VKT_Ax-iFGPfO0kiS7BWET21-CHi3ZzygpizbZZC0LgpRHK0Y2j28n2fI27Fh2XD26GJRoZPhEm7G6zEwHx7wi-_caBVrCZLc61pDJ_NWIH_HJzb5tPu4lnowVXONEAkZdq-26EkN9zE7Ge8f8jtu2Ibhwdqvs99KuUz8YX1mWQ0m05Fvb3MDw/s320/Screenshot_20220601-225133_Chrome.jpg" style="border: none; position: relative;" width="221" /></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrKpj_DoUNy18taRGDlItQuCpHQ_A9nEzEYsr11qqlNW5e13AxNsvAtEW3PfzriQ7ntcxM5XZXXNUwWMK2Kr00xfBjiB6zr04JtrMalT-uDtFn18VUkHnTk1YYUYwAqG9jnoZN6Cv0BOobyzJQ9Jz2eU-xxlTRhk6awitK4H-eIOpYs6hgW90gZoZnGA/s1025/Screenshot_20220601-225047_Chrome.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-align: center; text-decoration-line: none;"><img border="0" data-original-height="1025" data-original-width="720" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrKpj_DoUNy18taRGDlItQuCpHQ_A9nEzEYsr11qqlNW5e13AxNsvAtEW3PfzriQ7ntcxM5XZXXNUwWMK2Kr00xfBjiB6zr04JtrMalT-uDtFn18VUkHnTk1YYUYwAqG9jnoZN6Cv0BOobyzJQ9Jz2eU-xxlTRhk6awitK4H-eIOpYs6hgW90gZoZnGA/s320/Screenshot_20220601-225047_Chrome.jpg" style="border: none; position: relative;" width="225" /></a></span></div></div></blockquote><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><div class="separator" style="clear: both;"><span style="font-family: inherit;"><br /></span></div></blockquote><p><b><span style="color: #cc0000;"><span style="font-family: inherit;"><a href="https://drive.google.com/file/d/1WuSROm55GLSdW8bQk61T5PA2PPo9ZPOA/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;">REHABILITACIÓN DEL FONEMA </span></a><a href="https://www.youtube.com/watch?v=FbPV2QbsJXs" style="color: #3e65b9; font-weight: 400; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000;"> </span></b></a><span style="font-weight: 400;"><b><u>/</u></b></span><b style="color: black;"><span style="color: #cc0000;"><u>ϑ/</u></span><span style="color: #cc0000;"> </span></b>(Cicerón)</span></span></b></p><p><span style="font-family: inherit;">Extraído del programa para la adquisición y desarrollo de la capacidad articulatoria "Cicerón", de <i>Mª Paz Seivane Cobo.</i></span></p></div><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><div class="separator" style="clear: both;"><div class="separator" style="clear: both;"><span style="font-family: inherit;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqvsSoRptlDjNRyZgRKsmKA8d0laoSHIm6H2oCbYBQmBAeCiW4948EgH4sAelLH4NltZmBtzUx-hxZv1C4-Fyqd0TSQaJ1us5kdEuzsplUgxA_YKVAi2gQhcjAogfWxoRc6ROv9P9hMvT0dVBWCDNj3Ekly_E12Jd6raWgauNPHQOiA008UDsBDrdIRQ/s894/Screenshot_20220602-175038_Chrome.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="894" data-original-width="626" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqvsSoRptlDjNRyZgRKsmKA8d0laoSHIm6H2oCbYBQmBAeCiW4948EgH4sAelLH4NltZmBtzUx-hxZv1C4-Fyqd0TSQaJ1us5kdEuzsplUgxA_YKVAi2gQhcjAogfWxoRc6ROv9P9hMvT0dVBWCDNj3Ekly_E12Jd6raWgauNPHQOiA008UDsBDrdIRQ/s320/Screenshot_20220602-175038_Chrome.jpg" style="border: none; position: relative;" width="224" /></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJj10YMYitFySAzyJNj0w5DtnoF2ZlKSCt-vCl9vmP0ZmIYpwvDJlWOiHcKdSNlHqOxOlq8aXD7-B21hx-A4qttJ5bXF9N8550nXdFQlkNnLdZQJN_Dsn5y3SVSih7q8VUs_yToQ23TELJIPu4zmjqPOqvl-yXHI555Snum7t4f2d1_5yiTw6o_W-4mQ/s905/Screenshot_20220602-175027_Chrome.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-align: center; text-decoration-line: none;"><img border="0" data-original-height="905" data-original-width="628" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJj10YMYitFySAzyJNj0w5DtnoF2ZlKSCt-vCl9vmP0ZmIYpwvDJlWOiHcKdSNlHqOxOlq8aXD7-B21hx-A4qttJ5bXF9N8550nXdFQlkNnLdZQJN_Dsn5y3SVSih7q8VUs_yToQ23TELJIPu4zmjqPOqvl-yXHI555Snum7t4f2d1_5yiTw6o_W-4mQ/s320/Screenshot_20220602-175027_Chrome.jpg" style="border: none; position: relative;" width="222" /></a></span></div></div></blockquote><div><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p></p></blockquote><p><b><span style="color: #cc0000;"><span style="font-family: inherit;"><a href="https://drive.google.com/file/d/1GSi4h3vqdcg2XB_4rNjb2kL_8M4lqaxq/view?usp=sharing" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;">ACTIVIDADES DE GENERALIZACIÓN</span></a><br /></span></span></b></p><p><span style="font-family: inherit;">Lista de actividades a realizar para lograr la generalización del fonema trabajado, en este caso la /ϑ/ </span></p><p><span style="font-family: inherit;"><span style="background-color: #fcff01;"></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: inherit;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhi4-OlndmDbGV-duhOw4V4Woxniw7_MXjpz_W1UAxeJ69XQpvfmjaPvt8WhfKFRwq7P2QrxWHNQwHePEf3bc2fUEapHn9qTIeL48b_8JOiOmuTQIYFBGCMEs8CUKBBvYYGmgZt3x_hMQhl-t-Zm8F_Ejwi7z-rnFpNjyjKTc17DaGpSphZElNUCIzUPg/s895/Generalizaci%C3%B3n%201.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="895" data-original-width="611" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhi4-OlndmDbGV-duhOw4V4Woxniw7_MXjpz_W1UAxeJ69XQpvfmjaPvt8WhfKFRwq7P2QrxWHNQwHePEf3bc2fUEapHn9qTIeL48b_8JOiOmuTQIYFBGCMEs8CUKBBvYYGmgZt3x_hMQhl-t-Zm8F_Ejwi7z-rnFpNjyjKTc17DaGpSphZElNUCIzUPg/s320/Generalizaci%C3%B3n%201.jpg" style="border: none; position: relative;" width="218" /></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbfsFih7bN0g-9wiMqL_QtOVwrzapxvasPCJOttjXMixJpJkEBiGyvVDHXw7nrNg6PRRpBoy-N5VNETKwhbyEEWKj50tZgimVnYy3Gltg2uJwyxpWc7nFoN9FPcjWtVJUnNDP2Bp_EBrYGrJWH1KHWVpGS4LfBtZnSNamYwiJn5eav1kSygFZuAemyDw/s901/Generalizaci%C3%B3n%202.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="901" data-original-width="621" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbfsFih7bN0g-9wiMqL_QtOVwrzapxvasPCJOttjXMixJpJkEBiGyvVDHXw7nrNg6PRRpBoy-N5VNETKwhbyEEWKj50tZgimVnYy3Gltg2uJwyxpWc7nFoN9FPcjWtVJUnNDP2Bp_EBrYGrJWH1KHWVpGS4LfBtZnSNamYwiJn5eav1kSygFZuAemyDw/s320/Generalizaci%C3%B3n%202.jpg" style="border: none; position: relative;" width="221" /></a><span style="text-align: left;"> </span></span></div><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p></p></blockquote><p><span style="font-family: inherit;"><b><span style="color: #cc0000;"><a href="https://view.genial.ly/5ebd24884a81770d9df4b266/presentation-fonema-z" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;">GENIALLY. </span></a>Equipo Z. ¿Preparados para aprender?</span></b>(blablablamos)</span></p><p><span style="font-family: inherit;"><a href="https://view.genial.ly/6061ee02acc21e1265f39676/interactive-content-letra-z" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><b><span style="color: #cc0000;">GENIALLY. Todo sobre la Z</span></b></a> (Elena Nubes)<br /></span></p><p><span style="font-family: inherit;"><b><span style="color: #cc0000;">G<a href="https://view.genial.ly/5eb699e32fb48d0d930b9206/interactive-image-fonema-z-imagen-interactiva" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;">ENIALLY. Fonema Z. Actividades interactivas</span></a> </span></b>(M. Pereira Arizaga)<br /></span></p><p><span style="font-family: inherit;"><span style="color: #cc0000;"><b><a href="https://xn--audicinlenguajeydems-0xb69a.weebly.com/untitled/category/fonema-z" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;">GENIALLY. D</span></a>oobble del fonema /z/ </b>(</span>Mónica AL)<br /></span></p><p><span style="font-family: inherit;"><a href="https://view.genial.ly/61012fb3e9446b0dd6b3460c/interactive-content-lecto-escritura-z-nsuamar" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;"><b>GENIALLY. Lecto-escritura. Fonema Z</b></span></a> (Noelia)<br /></span></p><p><span style="font-family: inherit;"><b><span style="color: #cc0000;"><a href="https://view.genial.ly/5ebb01320be9a20d68192b95/game-fonemas-z-f" style="color: #3e65b9; text-decoration-line: none;" target="_blank"><span style="color: #cc0000;">GENIALLY. Adivina ¿Qué fonema tiene?</span></a> </span></b>(Lourdes Martín)</span></p><div class="separator" style="clear: both;"><span style="font-family: inherit;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-BJRaO6ILr4jDVkFxp6V_PAQFyqhMo9i8b2hbnH5WlrEDRq6dlI2GId50y6jXyKGyzZ6z7Gad00F33u66w2MKgwDYK77a3BXFC1km9gOX198FB087_YfrrxFXH730tfn1ciRayLBSehHc66LQX3InuJTrrv-esr5YVhXKmEGy8Lp8AFy_-AqjEav6IA/s720/Screenshot_20220601-225236_Chrome.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="393" data-original-width="720" height="83" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-BJRaO6ILr4jDVkFxp6V_PAQFyqhMo9i8b2hbnH5WlrEDRq6dlI2GId50y6jXyKGyzZ6z7Gad00F33u66w2MKgwDYK77a3BXFC1km9gOX198FB087_YfrrxFXH730tfn1ciRayLBSehHc66LQX3InuJTrrv-esr5YVhXKmEGy8Lp8AFy_-AqjEav6IA/w151-h83/Screenshot_20220601-225236_Chrome.jpg" style="border: none; position: relative;" width="151" /></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlzvn_-QpVaoA2twnHom88ZPNTLAiJz741zFe_NC_h8MQx6u2IMHDNfXR1a2BGUFd32MlVf3HVWR33ZbdeSrBG1XNyRaBGJHy08MWjq6Ojzh1Mfc443WGRr2yPwvW8BZxR7VhD4JHXmcxVTkMrGI4GexMWTrXM0qP4iTZRrup5cmqTljQ2HCkmqD6s-A/s720/Screenshot_20220601-225310_Chrome.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-align: center; text-decoration-line: none;"><img border="0" data-original-height="444" data-original-width="720" height="94" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlzvn_-QpVaoA2twnHom88ZPNTLAiJz741zFe_NC_h8MQx6u2IMHDNfXR1a2BGUFd32MlVf3HVWR33ZbdeSrBG1XNyRaBGJHy08MWjq6Ojzh1Mfc443WGRr2yPwvW8BZxR7VhD4JHXmcxVTkMrGI4GexMWTrXM0qP4iTZRrup5cmqTljQ2HCkmqD6s-A/w152-h94/Screenshot_20220601-225310_Chrome.jpg" style="border: none; position: relative;" width="152" /></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBnlObG67XY1P7f_8z6oSmhePFyCb2ADQIDsveUJTUjmtq7AI_UbnV1Qbr6snXTmfeho2-HEzqlp9Oub4KRgDDHPJECGeDVyvHEf1XJY3lSd8gEu7_QkLsEFT-gZbSNYXLvD3aKcX_v8FNZILFBgp3NYB288NaaZCep8ZcEedVDjydhMELTi-kRlISlw/s720/Screenshot_20220601-225330_Chrome.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="482" data-original-width="720" height="113" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBnlObG67XY1P7f_8z6oSmhePFyCb2ADQIDsveUJTUjmtq7AI_UbnV1Qbr6snXTmfeho2-HEzqlp9Oub4KRgDDHPJECGeDVyvHEf1XJY3lSd8gEu7_QkLsEFT-gZbSNYXLvD3aKcX_v8FNZILFBgp3NYB288NaaZCep8ZcEedVDjydhMELTi-kRlISlw/w169-h113/Screenshot_20220601-225330_Chrome.jpg" style="border: none; position: relative;" width="169" /></a></span></div><span style="font-family: inherit;"><br /></span><div class="separator" style="clear: both;"><span style="font-family: inherit;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVxtWQRsjV22GplQ0i6m7qVFksIYyA1zbKA6kAIXXBqOEaMYKsusCLzi9EEwVjNxpSPEwdct0JjQWEKMsphTxkj2OZ4tLB_26odEQYmXWPwekSaw2Bh9UvIykEbByM3GKi7OvWEx3xiTpK15HeocJyLugjZ1lpWxUyZfkpsFDIy_0zmr3vhlDG8aFpuQ/s605/Screenshot_20220601-225352_Chrome.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="340" data-original-width="605" height="97" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVxtWQRsjV22GplQ0i6m7qVFksIYyA1zbKA6kAIXXBqOEaMYKsusCLzi9EEwVjNxpSPEwdct0JjQWEKMsphTxkj2OZ4tLB_26odEQYmXWPwekSaw2Bh9UvIykEbByM3GKi7OvWEx3xiTpK15HeocJyLugjZ1lpWxUyZfkpsFDIy_0zmr3vhlDG8aFpuQ/w173-h97/Screenshot_20220601-225352_Chrome.jpg" style="border: none; position: relative;" width="173" /></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLuH-V3-GpBVRkK3KRnggyIeCiG22jZEcf4NZ3-WfOwzU_0popjOxQ5Ja-UArJCjbo6kG6nshT9NylgIOOVPrmiKpjF9ltvJtWd1FgvM3VlwImibddXMTBHr-Dllk3GwTpUixUN0XB52cNbSHS5ilxiXl5sLcEgY5UoQNisvoR1QTEpOwS55EP_FcUvQ/s720/Screenshot_20220601-225416_Chrome.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="395" data-original-width="720" height="96" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLuH-V3-GpBVRkK3KRnggyIeCiG22jZEcf4NZ3-WfOwzU_0popjOxQ5Ja-UArJCjbo6kG6nshT9NylgIOOVPrmiKpjF9ltvJtWd1FgvM3VlwImibddXMTBHr-Dllk3GwTpUixUN0XB52cNbSHS5ilxiXl5sLcEgY5UoQNisvoR1QTEpOwS55EP_FcUvQ/w174-h96/Screenshot_20220601-225416_Chrome.jpg" style="border: none; position: relative;" width="174" /></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDQh8Wd0lU4PmWHLE3Q3NtI3Okp1UxBBT_L5ALi3PzUDeuBneksJN2YGel2g5JwIOQ-2pzQVUEEvwsPHcyeYCZSQBr0fFfFUGtgFndQMAEdrqzHamHE4XKDM_nHzJphWRh1x3LtEjfhyP8egvSBKJNqlQRaW-Rp-z5UIRFx4M8vZSIE--5bnaYBdkZ6g/s720/Screenshot_20220601-225434_Chrome.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><img border="0" data-original-height="594" data-original-width="720" height="117" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDQh8Wd0lU4PmWHLE3Q3NtI3Okp1UxBBT_L5ALi3PzUDeuBneksJN2YGel2g5JwIOQ-2pzQVUEEvwsPHcyeYCZSQBr0fFfFUGtgFndQMAEdrqzHamHE4XKDM_nHzJphWRh1x3LtEjfhyP8egvSBKJNqlQRaW-Rp-z5UIRFx4M8vZSIE--5bnaYBdkZ6g/w142-h117/Screenshot_20220601-225434_Chrome.jpg" style="border: none; position: relative;" width="142" /></a></span></div><div><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"></blockquote></blockquote></blockquote><p><span style="font-family: inherit;">"F<b><u>onodil 1. El juego de los fonemas: El juego del zorro"</u></b> (Nardil).</span></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXEseiN8G4sS-YMCBbe0WmCfPOAuZ4sS2ZmzjYlgBJ8Xem3EauReSfiR_LFpas_JtasKWBJcRuGMnBwGsivc992pY_zmw13LLtL_7GRYgvo_ENUg11CuVnZYyV7gleeEgW5l2IQHOsDaD2r8qWUra3nyKQg86C44tosEQQb8pS6_3_pnzWv_YEpWJjQw/s320/El%20juego%20del%20zorrro.jpg" style="color: #3e65b9; margin-left: 1em; margin-right: 1em; text-decoration-line: none;"><span style="font-family: inherit;"><img border="0" data-original-height="224" data-original-width="320" height="224" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXEseiN8G4sS-YMCBbe0WmCfPOAuZ4sS2ZmzjYlgBJ8Xem3EauReSfiR_LFpas_JtasKWBJcRuGMnBwGsivc992pY_zmw13LLtL_7GRYgvo_ENUg11CuVnZYyV7gleeEgW5l2IQHOsDaD2r8qWUra3nyKQg86C44tosEQQb8pS6_3_pnzWv_YEpWJjQw/s1600/El%20juego%20del%20zorrro.jpg" style="border: none; position: relative;" width="320" /></span></a></div></div></div><div style="clear: both;"></div></div><div class="post-footer" style="background-color: white; color: #a4a4a4; line-height: 1.6; margin: 0.5em 0px 0px;"><div class="post-footer-line post-footer-line-1"><span class="post-author vcard" style="margin-left: 0px; margin-right: 1em;"></span><div class="post-share-buttons goog-inline-block" style="display: inline-block; margin-right: 0px; margin-top: 0.5em; position: relative; vertical-align: middle;">fuente: https://aldeltierno.blogspot.com/2022/06/recopilatorio-de-material-para-la.html</div></div><div class="post-footer-line post-footer-line-1"><div class="post-share-buttons goog-inline-block" style="display: inline-block; margin-right: 0px; margin-top: 0.5em; position: relative; vertical-align: middle;"><br /></div></div></div>Comunicatehttp://www.blogger.com/profile/08808127726181509796noreply@blogger.com0tag:blogger.com,1999:blog-6601010038923098503.post-73661009235219419222022-12-11T00:27:00.006-08:002022-12-19T02:32:55.104-08:00CONFUSIONES DE LETRAS<h1 class="post-title entry-title" itemprop="name" style="text-align: center;">
<span style="font-size: x-large;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0ypBlawSI_BR1j9XGbXRRm8PR3EtSylMVXIhPubKXqXAdwraIwKucBGpCJ1pTzdTtoNBi32GCPbsR_-qgrOLf4t8HYXffABBt3PZoMhZYM6SueUx8TG3KsU6lnxpl5Qw0vmk5MhrPhyphenhyphenc/s1600/oie_transparent.png" style="clear: left; float: left; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="398" data-original-width="398" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0ypBlawSI_BR1j9XGbXRRm8PR3EtSylMVXIhPubKXqXAdwraIwKucBGpCJ1pTzdTtoNBi32GCPbsR_-qgrOLf4t8HYXffABBt3PZoMhZYM6SueUx8TG3KsU6lnxpl5Qw0vmk5MhrPhyphenhyphenc/s200/oie_transparent.png" width="200" /></a></span>
<span style="color: #2b00fe; font-size: x-large;"><span><span style="font-family: inherit;">CONFUSIONES DE LETRAS</span></span></span></h1><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
<span style="font-size: x-large;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">Muy
a menudo, en nuestro trabajo, nos encontramos con niños que confunden
/B/ con /T/; o la /D/ /B/, problemas /G/ con /J/... cada uno una cosa. </span></span></span></div><span style="font-size: x-large;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
</div><span style="font-size: x-large;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
<span style="font-size: x-large;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">Entonces nos ponemos a buscar materiales y hay muy poco o no nos vale y tenemos que improvisar...</span></span></span></div><span style="font-size: x-large;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
</div><span style="font-size: x-large;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;"><span style="font-size: large;"><span style="font-size: x-large;">
</span><span style="font-family: inherit;"><span face=""verdana" , sans-serif"><span style="font-size: x-large;">Este blog quiero que
sea un banco de recursos al que recurrir en estas ocasiones, por ello iré
colgando ejercicios para imprimir o actividades interactivas para trabajar la distinción entre diferentes sonidos.</span><br /></span></span></span></div><span style="font-size: large;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
</div><span style="font-size: large;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;"><span style="font-size: large;">
</span><span style="font-size: medium;"><span style="font-family: inherit;"><br />
</span></span></div><h2 style="text-align: center;"><span style="color: #2b00fe;">FICHAS DE DESCARGA</span></h2><div style="text-align: justify;"><span style="font-size: medium;"><span style="font-family: inherit;"><br /></span></span></div><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
</div><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span>- Confusión<a href="https://drive.google.com/file/d/0B548j6rEZR2OWnFRTV9LRjFRZFk/edit?usp=sharing" target="_blank"> b y d</a></span></span></span> </div><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span>- Confusión <a href="https://drive.google.com/file/d/0B548j6rEZR2OaTJ0cHowUDZiaTQ/edit?usp=sharing" target="_blank">d y t</a></span></span></span></div><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span>- Confusión <a href="https://drive.google.com/file/d/0B548j6rEZR2OOWhpYUQtV2R6T3M/edit?usp=sharing" target="_blank">f y z</a></span></span></span></div><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;"><span style="font-family: inherit; font-size: large;">- Confusión </span><a href="https://drive.google.com/file/d/0B548j6rEZR2OaGZ6b180c2NWYms/edit?usp=sharing" style="font-family: inherit; font-size: large;" target="_blank">n, ll, y</a></div><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span>-- Confusión <a href="https://drive.google.com/file/d/0B548j6rEZR2OQ2xCMlIwQm1KUWM/edit?usp=sharing" target="_blank">p y q</a></span></span></span></div><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span>- Confusión <a href="https://drive.google.com/file/d/0B548j6rEZR2OaXEyREsxUFEyRm8/edit?usp=sharing" target="_blank">r y l</a></span></span></span></div><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span>- Confusión <a href="https://drive.google.com/file/d/0B548j6rEZR2OY2czMzdBcFJUN1k/edit?usp=sharing" target="_blank">s y z</a></span></span></span></div><div style="text-align: justify;"><span style="font-size: medium;"><span style="font-family: inherit;"><span> </span></span></span></div><h2 style="text-align: center;"><span style="color: #2b00fe;">ACTIVIDADES INTERACTIVAS</span></h2><div style="text-align: justify;"><p><span style="font-size: medium;"><span style="font-family: inherit;"><b>SONIDOS B/D</b></span></span></p><p style="background-color: white; color: #333333;"><span style="font-size: medium;"><span style="font-family: inherit;"><a href="https://es.liveworksheets.com/xe398671yf" style="color: #8832ff;"><b><span>https://es.liveworksheets.com/xe398671yf</span></b></a></span></span></p><p style="background-color: white; color: #333333;"><span style="font-size: medium;"><span style="font-family: inherit;"><a href="http://comunicate-comunicame.blogspot.com/%C2%A0https://es.liveworksheets.com/kn666848ek" style="color: #663399; text-decoration-line: none;" target="_blank"><b><span> https://es.liveworksheets.com/kn666848ek</span></b></a></span></span></p><p style="background-color: white; color: #333333;"><span style="font-size: medium;"><span style="font-family: inherit;"><a href="http://comunicate-comunicame.blogspot.com/%C2%A0https://es.liveworksheets.com/ax2412872pv" style="color: #663399; text-decoration-line: none;" target="_blank"><b><span> https://es.liveworksheets.com/ax2412872pv</span></b></a></span></span></p><p style="background-color: white; color: #333333;"><span style="font-size: medium;"><span style="font-family: inherit;"><a href="http://comunicate-comunicame.blogspot.com/%C2%A0https://es.liveworksheets.com/ez1612241ol" style="color: #663399; text-decoration-line: none;" target="_blank"><b><span> https://es.liveworksheets.com/ez1612241ol</span></b></a></span></span></p><p style="background-color: white; color: #333333;"><span style="font-size: medium;"><span style="font-family: inherit;"><a href="http://comunicate-comunicame.blogspot.com/%C2%A0https://www.orientacionandujar.es/2021/08/08/discriminacion-b-d/" style="color: #663399; text-decoration-line: none;" target="_blank"><b><span> https://www.orientacionandujar.es/2021/08/08/discriminacion-b-d/</span></b></a></span></span></p><p style="background-color: white; color: #333333;"><span style="font-size: medium;"><span style="font-family: inherit;"><a href="http://comunicate-comunicame.blogspot.com/%C2%A0https://es.liveworksheets.com/lk399478hy" style="color: #663399; text-decoration-line: none;" target="_blank"><b><span> https://es.liveworksheets.com/lk399478hy</span></b></a></span></span></p><p style="background-color: white; color: #333333;"><span style="font-size: medium;"><span style="font-family: inherit;"><a href="http://comunicate-comunicame.blogspot.com/%C2%A0https://comunicate-comunicame.blogspot.com/2021/12/sonidos-bd.html" style="color: #663399; text-decoration-line: none;" target="_blank"><b><span> https://comunicate-comunicame.blogspot.com/2021/12/sonidos-bd.html</span></b></a></span></span></p><p style="background-color: white; color: #333333;"><span style="font-size: medium;"><span style="font-family: inherit;"><a href="http://comunicate-comunicame.blogspot.com/%C2%A0https://view.genial.ly/5eb42db37199c50d8c413d14/presentation-confusiones" style="color: #663399; text-decoration-line: none;" target="_blank"><b><span> https://view.genial.ly/5eb42db37199c50d8c413d14/presentation-confusiones</span></b></a></span></span></p><p><span style="font-size: medium;"><span style="font-family: inherit;"><b><span> </span>GRAFÍAS J/G</b></span></span></p><p><span style="font-size: medium;"><span style="font-family: inherit;"><a data-auth="NotApplicable" data-linkindex="0" data-safelink="true" href="https://es.liveworksheets.com/qd1424833oy" id="LPlnk300160" rel="noopener noreferrer" style="background-color: white; border: 0px none; font-feature-settings: inherit; font-kerning: inherit; font-language-override: inherit; font-optical-sizing: inherit; font-palette: inherit; font-size-adjust: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;" target="_blank">https://es.liveworksheets.com/qd1424833oy</a></span></span></p><p><span style="font-size: medium;"><span style="font-family: inherit;"><a data-auth="NotApplicable" data-linkindex="1" data-safelink="true" href="https://es.liveworksheets.com/tr1585356ab" id="LPlnk805863" rel="noopener noreferrer" style="border: 0px none; font-feature-settings: inherit; font-kerning: inherit; font-language-override: inherit; font-optical-sizing: inherit; font-palette: inherit; font-size-adjust: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;" target="_blank">https://es.liveworksheets.com/tr1585356ab</a></span></span><span style="font-size: medium;"><span style="font-family: inherit;"> </span></span></p><p><span style="font-size: medium;"><span style="font-family: inherit;"><a data-auth="NotApplicable" data-linkindex="2" data-safelink="true" href="https://es.liveworksheets.com/ao600812jd" id="LPlnk883286" rel="noopener noreferrer" style="border: 0px none; font-feature-settings: inherit; font-kerning: inherit; font-language-override: inherit; font-optical-sizing: inherit; font-palette: inherit; font-size-adjust: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;" target="_blank">https://es.liveworksheets.com/ao600812jd</a></span></span></p><div class="x_elementToProof x_ContentPasted1 x_ContentPasted2 x_ContentPasted3" style="background-color: white; border: 0px none; color: #242424; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="font-size: medium;"><span style="font-family: inherit;"><a data-auth="NotApplicable" data-linkindex="3" data-safelink="true" href="https://es.liveworksheets.com/ai457698ts" id="LPlnk594526" rel="noopener noreferrer" style="border: 0px none; font-feature-settings: inherit; font-kerning: inherit; font-language-override: inherit; font-optical-sizing: inherit; font-palette: inherit; font-size-adjust: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;" target="_blank">https://es.liveworksheets.com/ai457698ts</a></span></span></div><div class="x_elementToProof x_ContentPasted1 x_ContentPasted2 x_ContentPasted3" style="background-color: white; border: 0px none; color: #242424; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="font-size: medium;"><span style="font-family: inherit;"> <br aria-hidden="true" /></span></span></div><div class="x_elementToProof x_ContentPasted1 x_ContentPasted2 x_ContentPasted3 x_ContentPasted4" style="background-color: white; border: 0px none; color: #242424; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="font-size: medium;"><span style="font-family: inherit;"><a data-auth="NotApplicable" data-linkindex="4" data-safelink="true" href="https://es.liveworksheets.com/yg189059bt" id="LPlnk467181" rel="noopener noreferrer" style="border: 0px none; font-feature-settings: inherit; font-kerning: inherit; font-language-override: inherit; font-optical-sizing: inherit; font-palette: inherit; font-size-adjust: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;" target="_blank">https://es.liveworksheets.com/yg189059bt</a></span></span></div><div class="x_elementToProof x_ContentPasted1 x_ContentPasted2 x_ContentPasted3 x_ContentPasted4" style="background-color: white; border: 0px none; color: #242424; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="font-size: medium;"><span style="font-family: inherit;"> <br aria-hidden="true" /></span></span></div><div class="x_elementToProof x_ContentPasted1 x_ContentPasted2 x_ContentPasted3 x_ContentPasted4 x_ContentPasted5" style="background-color: white; border: 0px none; color: #242424; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="font-size: medium;"><span style="font-family: inherit;"><a data-auth="NotApplicable" data-linkindex="5" data-safelink="true" href="https://es.liveworksheets.com/yg189059bt" id="LPlnk643905" rel="noopener noreferrer" style="border: 0px none; font-feature-settings: inherit; font-kerning: inherit; font-language-override: inherit; font-optical-sizing: inherit; font-palette: inherit; font-size-adjust: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;" target="_blank">https://es.liveworksheets.com/yg189059bt</a></span></span></div><div class="x_elementToProof x_ContentPasted1 x_ContentPasted2 x_ContentPasted3 x_ContentPasted4 x_ContentPasted5" style="background-color: white; border: 0px none; color: #242424; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="font-size: medium;"><br /></span></div><div class="x_elementToProof x_ContentPasted1 x_ContentPasted2 x_ContentPasted3 x_ContentPasted4 x_ContentPasted5" style="background-color: white; border: 0px none; color: #242424; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="font-size: medium;"><b>GRAFIAS R/RR</b></span></div><div class="x_elementToProof x_ContentPasted1 x_ContentPasted2 x_ContentPasted3 x_ContentPasted4 x_ContentPasted5" style="background-color: white; border: 0px none; color: #242424; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="font-size: medium;"><br /></span></div><div class="x_elementToProof x_ContentPasted1 x_ContentPasted2 x_ContentPasted3 x_ContentPasted4 x_ContentPasted5" style="background-color: white; border: 0px none; color: #242424; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><div class="elementToProof" style="border: 0px; color: black; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 14px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; text-align: start; vertical-align: baseline;"><span class="ContentPasted0" style="border: 0px; font-family: Calibri, Arial, Helvetica, sans-serif; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><a href="https://es.liveworksheets.com/pr1573385ec" id="LPlnk879672" style="border: 0px; font: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">https://es.liveworksheets.com/pr1573385ec</a></span></div><div class="elementToProof ContentPasted1" style="border: 0px; color: black; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 14px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; text-align: start; vertical-align: baseline;"><a href="https://es.liveworksheets.com/jo286845gu" id="LPlnk425988" style="border: 0px; font: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">https://es.liveworksheets.com/jo286845gu</a><br /></div><div class="elementToProof ContentPasted1 ContentPasted2" style="border: 0px; color: black; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 14px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; text-align: start; vertical-align: baseline;"><a href="https://es.liveworksheets.com/ne510896bo" id="LPlnk203598" style="border: 0px; font: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">https://es.liveworksheets.com/ne510896bo</a><br /></div><div class="elementToProof ContentPasted1 ContentPasted2 ContentPasted3" style="border: 0px; color: black; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 14px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; text-align: start; vertical-align: baseline;"><a href="https://es.liveworksheets.com/td740805ii" id="LPlnk877524" style="border: 0px; font: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">https://es.liveworksheets.com/td740805ii</a></div><div class="elementToProof ContentPasted1 ContentPasted2 ContentPasted3" style="border: 0px; color: black; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 14px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; text-align: start; vertical-align: baseline;"><br /></div><div class="elementToProof ContentPasted1 ContentPasted2 ContentPasted3" style="border: 0px; color: black; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 14px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; text-align: start; vertical-align: baseline;"><a href="https://www.recursosep.com/wp-content/uploads/2019/12/reglas-ortogr%C3%A1ficas-R-RR.pdf" target="_blank">DESCARGA ACTIVIDADES R/RR</a></div></div><span style="font-size: large;"> </span></div><h2 style="text-align: center;"><span style="color: #2b00fe;"><b>GENIALY</b></span></h2><div style="text-align: justify;"><div style="text-align: center;"> <a href="https://view.genial.ly/5eb42db37199c50d8c413d14/presentation-confusiones" target="_blank"><img alt="" height="186" src="data:image/png;base64,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" width="350" /></a></div><span style="font-size: large;"> </span><br /></div><div style="text-align: justify;"> </div><div style="text-align: center;"><h2><span style="color: #2b00fe;"><b> OTRAS ACTIVIDADES</b></span></h2></div><div style="text-align: center;"><a href="https://drive.google.com/file/d/1Eq4JdduqYzNHefFLQ8NTAIS57L9UgoUq/view" target="_blank"><img alt="" height="259" src="data:image/png;base64,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" width="469" /></a></div><div style="text-align: center;"> <a href="https://comunicate-comunicame.blogspot.com/2020/05/confusiones-de-letras.html" target="_blank"><img alt="" height="274" src="data:image/png;base64,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" width="475" /></a></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: justify;"></div><div style="text-align: center;">PACK SONIDOS S/Z</div><div style="text-align: center;"><a href="https://comunicate-comunicame.blogspot.com/2021/12/pack-sonidos-sz.html" target="_blank"><img alt="" height="314" src="data:image/png;base64,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" width="333" /></a></div><div style="text-align: justify;"><br />
Enlace permanente <br />
<a href="http://comunicate-comunicame.blogspot.com.es/p/ejercicios.html"> http://comunicate-comunicame.blogspot.com.es/p/ejercicios.html</a></div>
Comunicatehttp://www.blogger.com/profile/03611727576881002034noreply@blogger.com0tag:blogger.com,1999:blog-6601010038923098503.post-17390477961426510612022-12-05T02:57:00.000-08:002022-12-05T02:57:53.307-08:00ACTIVIDADES POR SONIDOS<p></p><div class="separator" style="clear: both; text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVKCwmNDQA1vKYvr1I_NqN59XZQIXuUmPio247W1vQT9ob3BHackisCutedq-VVN86gPGG2iboib00n191Z1OagqIGUsKC8-E9KwRlKvj3R21crbcg9nlWCFbznOc3DlpozD93srPR7oqr0uee_WGhdYTxoRTETX6n3_DXmBC5McPiyBHRNPNqa99kgQ/s398/oie_transparent(1).png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="398" data-original-width="398" height="119" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVKCwmNDQA1vKYvr1I_NqN59XZQIXuUmPio247W1vQT9ob3BHackisCutedq-VVN86gPGG2iboib00n191Z1OagqIGUsKC8-E9KwRlKvj3R21crbcg9nlWCFbznOc3DlpozD93srPR7oqr0uee_WGhdYTxoRTETX6n3_DXmBC5McPiyBHRNPNqa99kgQ/w119-h119/oie_transparent(1).png" width="119" /></a></div><b><span style="font-family: inherit; font-size: medium;"> BUENOS DÍAS A TOD@S:</span></b><p></p><p><b><span style="font-family: inherit; font-size: medium;">VOY A HACER UNA RECOPILACIÓN DE ACTIVIDADES PARA TRABAJAR LOS DIFERENTES SONIDOS O GRAFÍAS EN LOS QUE NUESTROS ALUMNOS PRESENTAN MÁS DIFICULTADES.</span></b></p><p><b><span style="font-family: inherit; font-size: medium;">ASÍ SERA MÁS FÁCIL TENERLOS A MANO!!!</span></b></p><p><b><span style="font-family: inherit; font-size: medium;">ESPERO QUE OS SEA DE UTILIDAD</span></b></p><p><b><span style="font-family: inherit; font-size: medium;">IRÉ AMPLIANDO EN LOS PRÓXIMOS DÍAS.</span></b></p><br /><p><span style="font-family: inherit;"><b>SONIDOS B/D</b></span></p><p style="background-color: white; color: #333333; font-family: "Indie Flower"; font-size: 11.88px;"><a href="https://es.liveworksheets.com/xe398671yf" style="color: #8832ff;"><b><span style="font-size: medium;">https://es.liveworksheets.com/xe398671yf</span></b></a></p><p style="background-color: white; color: #333333; font-family: "Indie Flower"; font-size: 11.88px;"><a href="http://comunicate-comunicame.blogspot.com/%C2%A0https://es.liveworksheets.com/kn666848ek" style="color: #663399; text-decoration-line: none;" target="_blank"><b><span style="font-size: medium;"> https://es.liveworksheets.com/kn666848ek</span></b></a></p><p style="background-color: white; color: #333333; font-family: "Indie Flower"; font-size: 11.88px;"><a href="http://comunicate-comunicame.blogspot.com/%C2%A0https://es.liveworksheets.com/ax2412872pv" style="color: #663399; text-decoration-line: none;" target="_blank"><b><span style="font-size: medium;"> https://es.liveworksheets.com/ax2412872pv</span></b></a></p><p style="background-color: white; color: #333333; font-family: "Indie Flower"; font-size: 11.88px;"><a href="http://comunicate-comunicame.blogspot.com/%C2%A0https://es.liveworksheets.com/ez1612241ol" style="color: #663399; text-decoration-line: none;" target="_blank"><b><span style="font-size: medium;"> https://es.liveworksheets.com/ez1612241ol</span></b></a></p><p style="background-color: white; color: #333333; font-family: "Indie Flower"; font-size: 11.88px;"><a href="http://comunicate-comunicame.blogspot.com/%C2%A0https://www.orientacionandujar.es/2021/08/08/discriminacion-b-d/" style="color: #663399; text-decoration-line: none;" target="_blank"><b><span style="font-size: medium;"> https://www.orientacionandujar.es/2021/08/08/discriminacion-b-d/</span></b></a></p><p style="background-color: white; color: #333333; font-family: "Indie Flower"; font-size: 11.88px;"><a href="http://comunicate-comunicame.blogspot.com/%C2%A0https://es.liveworksheets.com/lk399478hy" style="color: #663399; text-decoration-line: none;" target="_blank"><b><span style="font-size: medium;"> https://es.liveworksheets.com/lk399478hy</span></b></a></p><p style="background-color: white; color: #333333; font-family: "Indie Flower"; font-size: 11.88px;"><a href="http://comunicate-comunicame.blogspot.com/%C2%A0https://comunicate-comunicame.blogspot.com/2021/12/sonidos-bd.html" style="color: #663399; text-decoration-line: none;" target="_blank"><b><span style="font-size: medium;"> https://comunicate-comunicame.blogspot.com/2021/12/sonidos-bd.html</span></b></a></p><p style="background-color: white; color: #333333; font-family: "Indie Flower"; font-size: 11.88px;"><a href="http://comunicate-comunicame.blogspot.com/%C2%A0https://view.genial.ly/5eb42db37199c50d8c413d14/presentation-confusiones" style="color: #663399; text-decoration-line: none;" target="_blank"><b><span style="font-size: medium;"> https://view.genial.ly/5eb42db37199c50d8c413d14/presentation-confusiones</span></b></a></p><p style="background-color: white; color: #333333; font-family: "Indie Flower"; font-size: 11.88px;"><b><span style="font-size: medium;"> </span></b></p><p><span style="font-family: inherit;"><b>GRAFÍAS J/G</b></span></p><p><a data-auth="NotApplicable" data-linkindex="0" data-safelink="true" href="https://es.liveworksheets.com/qd1424833oy" id="LPlnk300160" rel="noopener noreferrer" style="background-color: white; border: 0px; font: inherit; margin: 0px; padding: 0px; vertical-align: baseline;" target="_blank">https://es.liveworksheets.com/qd1424833oy</a></p><p><a data-auth="NotApplicable" data-linkindex="1" data-safelink="true" href="https://es.liveworksheets.com/tr1585356ab" id="LPlnk805863" rel="noopener noreferrer" style="border: 0px; font: inherit; margin: 0px; padding: 0px; vertical-align: baseline;" target="_blank">https://es.liveworksheets.com/tr1585356ab</a></p><div class="x_elementToProof x_ContentPasted1 x_ContentPasted2" style="background-color: white; border: 0px; color: #242424; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 15px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><a data-auth="NotApplicable" data-linkindex="2" data-safelink="true" href="https://es.liveworksheets.com/ao600812jd" id="LPlnk883286" rel="noopener noreferrer" style="border: 0px; font: inherit; margin: 0px; padding: 0px; vertical-align: baseline;" target="_blank">https://es.liveworksheets.com/ao600812jd</a><br aria-hidden="true" /></div><div class="x_elementToProof x_ContentPasted1 x_ContentPasted2 x_ContentPasted3" style="background-color: white; border: 0px; color: #242424; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 15px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><a data-auth="NotApplicable" data-linkindex="3" data-safelink="true" href="https://es.liveworksheets.com/ai457698ts" id="LPlnk594526" rel="noopener noreferrer" style="border: 0px; font: inherit; margin: 0px; padding: 0px; vertical-align: baseline;" target="_blank">https://es.liveworksheets.com/ai457698ts</a><br aria-hidden="true" /></div><div class="x_elementToProof x_ContentPasted1 x_ContentPasted2 x_ContentPasted3 x_ContentPasted4" style="background-color: white; border: 0px; color: #242424; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 15px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><a data-auth="NotApplicable" data-linkindex="4" data-safelink="true" href="https://es.liveworksheets.com/yg189059bt" id="LPlnk467181" rel="noopener noreferrer" style="border: 0px; font: inherit; margin: 0px; padding: 0px; vertical-align: baseline;" target="_blank">https://es.liveworksheets.com/yg189059bt</a><br aria-hidden="true" /></div><div class="x_elementToProof x_ContentPasted1 x_ContentPasted2 x_ContentPasted3 x_ContentPasted4 x_ContentPasted5" style="background-color: white; border: 0px; color: #242424; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif; font-size: 15px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><a data-auth="NotApplicable" data-linkindex="5" data-safelink="true" href="https://es.liveworksheets.com/yg189059bt" id="LPlnk643905" rel="noopener noreferrer" style="border: 0px; font: inherit; margin: 0px; padding: 0px; vertical-align: baseline;" target="_blank">https://es.liveworksheets.com/yg189059bt</a></div><p><br /></p><p><br /></p><p><br /></p><p><br /></p>Comunicatehttp://www.blogger.com/profile/08808127726181509796noreply@blogger.com0tag:blogger.com,1999:blog-6601010038923098503.post-27480705433262664342022-12-04T07:25:00.005-08:002022-12-04T07:28:44.020-08:00ACTIVIDADES PARA TRABAJAR SONIDOS B / D /P <p></p><div class="separator" style="clear: both; text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJ2qiSrmB4o8uRrtnP-yFXV6TW6hu9K-dG0w_1dThtptyu-Nz1pd2YQN3u2K13SlXHR4xy5ChD8BqcMDKRuTWxUptRnjSFEgow4eatf-Xzh9bqJf-5dBmqGUZ97vmelEzD_K6ssTX2DS-OnBDroAsf7q4wADFKv__uWabtNW_k3z_Xo0onmzCHuDRYxA/s398/oie_transparent.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="398" data-original-width="398" height="103" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJ2qiSrmB4o8uRrtnP-yFXV6TW6hu9K-dG0w_1dThtptyu-Nz1pd2YQN3u2K13SlXHR4xy5ChD8BqcMDKRuTWxUptRnjSFEgow4eatf-Xzh9bqJf-5dBmqGUZ97vmelEzD_K6ssTX2DS-OnBDroAsf7q4wADFKv__uWabtNW_k3z_Xo0onmzCHuDRYxA/w103-h103/oie_transparent.png" width="103" /></a></div><b><span style="font-size: medium;"><span style="font-family: inherit;"> BUENAS TARDES A TOD@AS;</span></span></b><p></p><p><b><span style="font-size: medium;"><span style="font-family: inherit;">HACE MUCHO QUE NO HACIA UNA ENTRADA EN EL BLOG ¡YA TOCABA.!</span></span></b></p><p><b><span style="font-size: medium;"><span style="font-family: inherit;">PREPARANDO LOS INFORMES DE MIS ALUMNOS DE AL, BUSCABA ACTIVIDADES PARA UNO DE ELLOS DE LOS SONIDOS B Y D, Y HE PENSADO COMPARTIRLO CON VOSOTROS.</span></span></b></p><p><b><span style="font-size: medium;"><span style="font-family: inherit;">ESPERO QUE OS SEA DE UTILIDAD</span></span></b></p><p><b><span style="font-size: medium;"><span style="font-family: inherit;"></span></span></b></p><p><a href="https://es.liveworksheets.com/xe398671yf"><b><span style="font-size: medium;"><span style="font-family: inherit;">https://es.liveworksheets.com/xe398671yf</span></span></b></a></p><p><a href=" https://es.liveworksheets.com/kn666848ek" target="_blank"><b><span style="font-size: medium;"><span style="font-family: inherit;"> https://es.liveworksheets.com/kn666848ek</span></span></b></a></p><p><a href=" https://es.liveworksheets.com/ax2412872pv" target="_blank"><b><span style="font-size: medium;"><span style="font-family: inherit;"> https://es.liveworksheets.com/ax2412872pv</span></span></b></a></p><p><a href=" https://es.liveworksheets.com/ez1612241ol" target="_blank"><b><span style="font-size: medium;"><span style="font-family: inherit;"> https://es.liveworksheets.com/ez1612241ol</span></span></b></a></p><p><a href=" https://www.orientacionandujar.es/2021/08/08/discriminacion-b-d/" target="_blank"><b><span style="font-size: medium;"><span style="font-family: inherit;"> https://www.orientacionandujar.es/2021/08/08/discriminacion-b-d/</span></span></b></a></p><p><a href=" https://es.liveworksheets.com/lk399478hy" target="_blank"><b><span style="font-size: medium;"><span style="font-family: inherit;"> https://es.liveworksheets.com/lk399478hy</span></span></b></a></p><p><a href=" https://comunicate-comunicame.blogspot.com/2021/12/sonidos-bd.html" target="_blank"><b><span style="font-size: medium;"><span style="font-family: inherit;"> https://comunicate-comunicame.blogspot.com/2021/12/sonidos-bd.html</span></span></b></a></p><p><a href=" https://view.genial.ly/5eb42db37199c50d8c413d14/presentation-confusiones" target="_blank"><b><span style="font-size: medium;"><span style="font-family: inherit;"> https://view.genial.ly/5eb42db37199c50d8c413d14/presentation-confusiones</span></span></b></a></p><p><b><span style="font-size: medium;"><span style="font-family: inherit;"> </span></span></b></p><p><b><span style="font-size: medium;"><span style="font-family: inherit;"></span></span></b></p><div class="separator" style="clear: both; text-align: center;"><b><span style="font-size: medium;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0xRE6SLT9GtV_wY3IIqjA8yaJXKfW4T_NUbG_Q2YB17eEmpRZrecDcFgRBBBRtZyCezcL4cvJkGFaF9o7RCtJB9gyiuxxOfL_dwqf-He6C2YqS3if7YWUQWybVo2MvGZcJ2FmHRhVLT0Rw_kt8JmE-SlD7glnyYepPrelrdMXoocRLdlGf09sXlnkqQ/s398/e0e3aa9cd62931dafee13275d7b4979c6130dc2eece47c54af27bdcefb3a322d.0.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="398" data-original-width="398" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0xRE6SLT9GtV_wY3IIqjA8yaJXKfW4T_NUbG_Q2YB17eEmpRZrecDcFgRBBBRtZyCezcL4cvJkGFaF9o7RCtJB9gyiuxxOfL_dwqf-He6C2YqS3if7YWUQWybVo2MvGZcJ2FmHRhVLT0Rw_kt8JmE-SlD7glnyYepPrelrdMXoocRLdlGf09sXlnkqQ/s320/e0e3aa9cd62931dafee13275d7b4979c6130dc2eece47c54af27bdcefb3a322d.0.png" width="320" /></a></span></b></div><b><span style="font-size: medium;"><br /> </span></b><p></p><p><b><span style="font-size: medium;"><span style="font-family: inherit;"> </span></span></b></p><p><br /></p>Comunicatehttp://www.blogger.com/profile/08808127726181509796noreply@blogger.com0tag:blogger.com,1999:blog-6601010038923098503.post-18859595690919381612022-08-05T01:00:00.001-07:002022-08-05T01:10:30.376-07:00CURSOS DE VERANO<div><p style="text-align: left;"></p><br /></div><div style="text-align: center;"><div style="text-align: left;"><h1 style="text-align: left;"><span style="font-size: x-large;"><b><span style="font-family: inherit;"><span>Aprovecha tu verano!!! Formate a tu ritmo <br /></span></span></b></span></h1></div><div style="text-align: center;"><span style="font-family: inherit; font-size: x-large;"><span> </span></span></div></div><div><span style="font-family: inherit; font-size: x-large;"><span></span></span></div><div style="text-align: justify;"><span style="font-family: inherit; font-size: x-large;"><span><span style="color: #674ea7;">* Trastorno especifico del lenguaje (TEL/TDL)</span><br /><span style="color: #01ffff;">* Dislexia</span><br /><span style="color: #04ff00;">* Mochila creativa area de lengua</span></span></span></div><div style="text-align: justify;"><span style="font-family: inherit; font-size: x-large;"><span><span style="color: #04ff00;"> </span><br /></span></span></div><div style="text-align: center;"><span style="font-family: inherit; font-size: x-large;"><span>Muy prácticos, con muchos recursos novedosos para aplicar el en aula.<br /></span></span></div><div style="text-align: center;"><span style="font-family: inherit; font-size: x-large;"><span>A tu ritmo, sin trabajos ni cuestionarios, acceso ilimitado.<br />!Te espero¡</span></span></div><div style="text-align: center;"><span style="font-family: inherit; font-size: x-large;"><span> </span></span></div><div style="text-align: center;"><span style="font-family: inherit; font-size: x-large;"><span> <span style="font-size: medium;">* pincha sobre la imagen</span><br /></span></span></div><div style="text-align: center;"><span style="font-family: inherit; font-size: large;"><span>DISLEXIA </span></span><br /></div><div><div class="separator" style="clear: both; text-align: center;"><a href="https://edukalizando.com/courses/dislexia/" imageanchor="1" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="400" data-original-width="800" height="160" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinPbqFacnSLzYeswsdjfIWS4A2RB-olGfJl27-v6AneXVBih4xN_VM2wBe_oYJO4sSx8J7WIvvzWkLkotTQ0SZZ5AZrsA9YaDsuvUObbUoNkkB17-dkg-4bPg35OMb2G_dDNetDULLcY25nrmrIgra9KriUuhkLA2Mum8P_SDagkaArl6YsUK7_3E2_A/s320/OK-BUDDY-NO-PRECIO-PORTADAS-WEB-5.webp" width="320" /></a></div><div style="text-align: center;"><b> </b></div><div style="text-align: center;"><h3><b>TDL/TEL</b></h3></div></div><div><div class="separator" style="clear: both; text-align: center;"><a href="https://edukalizando.com/courses/trastorno-especifico-del-lenguaje/" imageanchor="1" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="200" data-original-width="400" height="160" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrQCgyizwJFpa_Ctpb_QvXSI3ij5gB6PpZHVzGQk6G6-37mbAiA_m6qNA6UZY4b5KbXnp2PL3FhyEmlFS-Jj6btlg8Ogn2Q1xHLdpaicVeG6olbLLfEkOVULp0srTFP39MgsU18CVo3yQTp_fO0olIG4XntE05dTXE8Xs2SOgBxUyxbsIgqJJrBisJ3Q/s320/OK-BUDDY-NO-PRECIO-PORTADAS-WEB-6-400x200.webp" width="320" /></a></div><div style="text-align: center;"><b> </b></div><div style="text-align: center;"><b>MOCHILA CREATIVA</b><br /></div></div><div><div class="separator" style="clear: both; text-align: center;"><a href="https://edukalizando.com/courses/mochila-creativa-del-area-de-lengua/" imageanchor="1" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="200" data-original-width="400" height="160" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgryjRtq3rhdRqZcWXUNHe8T2pOIlE5rZE3EwzvIC_i_NV-vWTclTJ_GItTPxKqW7L6Ew7y6pfXUT2z_ME-AdnYVclbppNLdmdlb80eSYdVFxwrcR-52Yc6qnp5pUBGcy8ppOmgVxwDnDG54KTTxo2hgbyWCjbwakZV73WFWTRuHV4ov2yvBQzkqAnnoA/s320/OK-BUDDY-NO-PRECIO-PORTADAS-WEB-19-400x200.webp" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://edukalizando.com/" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="80" data-original-width="280" height="80" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFEdyTkMKLgMFKLy3tNXueXx9D8WeyJ4Ie7EflzNZ5nr-FDhZcpKrR8avbIE4baj4a9uf4iAoTqin2nAO2kbJQocfgKHJapQNEE2gpHXiAV68AeIwlVNLJdSekccHrkt5YLRl786Oodiit/s0/Logo-Edukalizando-Mobile.png" width="280" /></a><br /></div><p style="text-align: center;"><br /></p></div>Comunicatehttp://www.blogger.com/profile/08808127726181509796noreply@blogger.com0tag:blogger.com,1999:blog-6601010038923098503.post-91350427549475169402022-03-29T00:54:00.004-07:002022-03-29T00:57:52.700-07:00TRABAJAMOS LAS RIMAS<div style="text-align: left;"><span style="font-family: inherit; font-size: large;"><span> Hola a tod@s!!!!<br /></span><span>¿Qué tal os va? Os dejo un material para imprimir, plastificar y trabajar las rimas con los más pequeños. Ademas en mi canal de YOUTUBE tenéis un vídeo para reforzar la actividad.</span></span></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhp8w3ChGOU4vD9uCKjj6YuhZ172IdKvfGrsPaQyTLFNEREU6bMsl2nfn-lHkjl-kmuu_6gzgCVORD9IP3yxdbZXky7jvgennFs-amicWvo6HbAl5QwoM5pm15EufbmDS1rqRedRjbmEg4R/s897/Screenshot_2020-12-14+Mochila+creativa+alumn+s+-+Google+Drive%25281%2529.png" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: verdana;"><img border="0" data-original-height="481" data-original-width="897" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhp8w3ChGOU4vD9uCKjj6YuhZ172IdKvfGrsPaQyTLFNEREU6bMsl2nfn-lHkjl-kmuu_6gzgCVORD9IP3yxdbZXky7jvgennFs-amicWvo6HbAl5QwoM5pm15EufbmDS1rqRedRjbmEg4R/s320/Screenshot_2020-12-14+Mochila+creativa+alumn+s+-+Google+Drive%25281%2529.png" width="320" /></span></a></div><span style="font-family: verdana;"><br /></span><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8EI4CIFw_fOLCRUQZJGlq-ScgPb2DhDi26cVkCWkYZJa8gsNRvLa6MpuPUYmlTtn46-LlT72xbV8iLrUQ22KimFroumkwSqqWmgaGJ55p0VohOMFm-wze4nFD092uhInqXXgFqfzqtg_W/s901/Screenshot_2020-12-14+Mochila+creativa+alumn+s+-+Google+Drive.png" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: verdana;"><img border="0" data-original-height="502" data-original-width="901" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8EI4CIFw_fOLCRUQZJGlq-ScgPb2DhDi26cVkCWkYZJa8gsNRvLa6MpuPUYmlTtn46-LlT72xbV8iLrUQ22KimFroumkwSqqWmgaGJ55p0VohOMFm-wze4nFD092uhInqXXgFqfzqtg_W/s320/Screenshot_2020-12-14+Mochila+creativa+alumn+s+-+Google+Drive.png" width="320" /></span></a></div><span style="font-family: verdana;"><br /></span><p><span style="font-family: verdana;"><br /></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://drive.google.com/file/d/1wbsgN6tlDMGY_Gn4zffTkcWMeinqCrvi/view?usp=sharing" style="margin-left: 1em; margin-right: 1em;" target="_blank"><span style="font-family: verdana;"><img border="0" data-original-height="217" data-original-width="314" height="111" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5zpar-L8djInkgdHxlmL4WDHtHw3w931kEeUaCHb-7nO6EbPOxWlEGB4YTKuxdHxPGDIbw5Yblimn7I3PAcQanUklC2v-VDWT-syoNbnwcf8NNyvEAvi2d3wERbCDOQ6YT6FQZ1wi52DX/w161-h111/DESCARGA.jpg" width="161" /></span></a></div><p></p><p><span style="font-family: verdana;"><br /></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/B_-fYt44Cg4" width="320" youtube-src-id="B_-fYt44Cg4"></iframe></span></div><span style="font-family: verdana;"><br /></span><p style="text-align: justify;"><span style="font-family: inherit; font-size: medium;">Os recuerdo que en el curso TEL/TDL TRASTORNO EN EL DESARROLLO DEL LENGUAJE, encontrareis fantásticos materiales para trabajar en el aula. !ANÍMATE! EMPEZAMOS EN MAYO!!!</span></p><p style="text-align: justify;"><a href="https://edukalizando.com/courses/trastorno-especifico-del-lenguaje/"><span style="font-family: inherit; font-size: medium;">https://edukalizando.com/courses/trastorno-especifico-del-lenguaje/</span></a></p><div class="separator" style="clear: both; text-align: center;"><a href="https://edukalizando.com/courses/trastorno-especifico-del-lenguaje/" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="312" data-original-width="624" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4KuZtR3Ev4R1pMmsEIti9KUprmcGl9EgCsXCO3Qzz83dndbXFSBzs5GBikV3F_jnKdQnrlW0lRP-okw_wnoaW-6hk92Qb4AoK4cIYQWd5Q8AcszP7AgJPSxkkUV_v0hplZbP0Yx5ClQjL/s320/image.png" width="320" /></a></div><br /><p><br /></p><p><br /></p>Comunicatehttp://www.blogger.com/profile/08808127726181509796noreply@blogger.com0tag:blogger.com,1999:blog-6601010038923098503.post-92067831446977813972022-02-01T04:17:00.002-08:002022-02-01T04:18:13.115-08:00Pop-it sonidos ñ/ll<p></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: large;">Os dejo otro material para trabaja los sonidos ñ/ll con nuestro POP IT.</span></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjHsadkctMjRN3Dhgkzv2FHHQa3_28otNdjduFdVLbQrPc_0ZD3fbAXFoGI3RyGXPRihENwwX5EDFbo4pyf9fFzwJ4_mKe3TR-um6NRx3KQxFKWRt1gYW9_dPnWCpnaNEfKUe3M2h5nOcX57bJR0NlnaApSBDabnJb-2eKxZHriVfpaKJT9Vvf1Rcesag=s2000" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2000" data-original-width="1414" height="459" src="https://blogger.googleusercontent.com/img/a/AVvXsEjHsadkctMjRN3Dhgkzv2FHHQa3_28otNdjduFdVLbQrPc_0ZD3fbAXFoGI3RyGXPRihENwwX5EDFbo4pyf9fFzwJ4_mKe3TR-um6NRx3KQxFKWRt1gYW9_dPnWCpnaNEfKUe3M2h5nOcX57bJR0NlnaApSBDabnJb-2eKxZHriVfpaKJT9Vvf1Rcesag=w324-h459" width="324" /></a></div><br /> <div class="separator" style="clear: both; text-align: center;"><a href="https://drive.google.com/file/d/1AloDqcraLP5-dpJWAwUvEOBPlqP-mFBd/view?usp=sharing" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="217" data-original-width="314" height="99" src="https://blogger.googleusercontent.com/img/a/AVvXsEgJf-MV5Gy6nv4_DRJuoTHalfzNvJZgJlOYe3JBv_BgSFNJoYVY_ys_RNnFsHSyMnmPzcyeylQQSJGukj1YpAuybN9NYP4JtT46U-GBZOdKSKTkoeWY4Bb_ILj8VxssSiaL-uWoGtvcftiVA-1c3G-XE7-rKPlag6xB7qoICJSO3QZcJFRdazbdgFivzw=w144-h99" width="144" /></a></div><br /><p></p>Comunicatehttp://www.blogger.com/profile/08808127726181509796noreply@blogger.com0tag:blogger.com,1999:blog-6601010038923098503.post-85420770587198790152022-01-18T03:59:00.000-08:002022-01-18T03:59:00.884-08:00Genially conciencia fonologica<div><b><font size="4"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLlG1rShyphenhyphenypmXrGIjn664JKz7c8ngoU9CP8-GzhCjEGZh8gYRhtq6AF1rnCk1K7qPyZxQX6AY_8pVok_tJ-_G6duA-fcGlC8Af20CL997bhZ0-r4Z7EIugP00o_-SIi8bZJZA9xaeThRU/" style="margin-left: auto; margin-right: auto;"></a><br /></td></tr><tr><td class="tr-caption" style="text-align: center;"><br /></td></tr></tbody></table></font></b><b><font size="4"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLlG1rShyphenhyphenypmXrGIjn664JKz7c8ngoU9CP8-GzhCjEGZh8gYRhtq6AF1rnCk1K7qPyZxQX6AY_8pVok_tJ-_G6duA-fcGlC8Af20CL997bhZ0-r4Z7EIugP00o_-SIi8bZJZA9xaeThRU/" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="398" data-original-width="398" height="98" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLlG1rShyphenhyphenypmXrGIjn664JKz7c8ngoU9CP8-GzhCjEGZh8gYRhtq6AF1rnCk1K7qPyZxQX6AY_8pVok_tJ-_G6duA-fcGlC8Af20CL997bhZ0-r4Z7EIugP00o_-SIi8bZJZA9xaeThRU/s320/no+trasnp.png" width="98" /></a></font></b><b><font size="4">HOLA A TOD@S; OS DEJO UN ENLACE DE UNA PRESENTACIÓN DE GENIALLY, PARA TRABAJAR LA CONCIENCIA FO</font></b><b><font size="4">NOLÓGICA.</font></b></div><div><b><font size="4">SONIDO DE VOCALES, SONIDOS INICIALES Y SONIDOS FINALES. ESPERO QUE OS GUSTE.</font></b></div><div><b><font size="4">¡¡¡ A DISFRUTAR!!</font></b></div><div><b><font size="4"> </font></b><br /></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="https://view.genial.ly/5eb1cc2254415e0d3e4f4d1b/presentation-conciencia-fonologica" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="791" data-original-width="1409" height="309" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgziRhhSrzyKKX9kKvDIUkMowNpZvPPeRF8iAuMq7nkW3Hao_FWHBI5K4loyGqLkkATHUx-jUEUoQemubc3FJVS0W5p_20C2wNxqmkaQDiVxGJJLd73PW81EjZpAXllj4h3zusTu7doarE/s320/Screenshot_2020-05-06+CONCIENCIA+FONOLOGICA+por+monica270278+en+Genially.png" width="550" /> </a></div><div class="separator" style="clear: both; text-align: center;"> </div><div class="separator" style="clear: both; text-align: center;"><h2>Además os recuerdo que aún podéis apuntaros a mis cursos a fantásticos precios.</h2><h2><a href="https://comunicate-comunicame.blogspot.com/p/estrategias-practicas-para-trabajar-la.html" target="_blank"> <span style="font-family: inherit; font-size: large;"><u><b>Estrategias prácticas para trabajar la dislexia</b></u>, </span></a></h2><h2><span style="font-size: large;"><a href="https://comunicate-comunicame.blogspot.com/p/mochila-creativa-area-lengua.html" target="_blank"><span style="font-family: inherit;">MOCHILA CREATIVA </span>ÁREA<span style="font-family: inherit;"> DE LENGUA</span></a></span></h2><div><a href="https://comunicate-comunicame.blogspot.com/p/trastorno-desarrollo-del-lenguaje-tdl.html" target="_blank"><span style="font-family: inherit; font-size: large;"><b>TRASTORNO EN EL DESARROLLO DEL LENGUAJE ( ANTES TEL</b></span>)</a></div><div><br /></div></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div>Comunicatehttp://www.blogger.com/profile/03611727576881002034noreply@blogger.com0tag:blogger.com,1999:blog-6601010038923098503.post-80838818101712247092022-01-03T01:31:00.000-08:002022-01-03T01:31:51.230-08:00CANAL YOUTUBE<p> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYILp_7UXTBfHmFxNa68zRe8AMQpl4eU_qYXzhHOn6hGDFHyMAo7WeiKhKY0oxN1ZiITbMWgBf5jkn2dreH3TuG4d1lMikhWGxR0xnKIKdpJlPFExqbJXy_Ol5D_6yPwyEXpMEs3jg2z0q/" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="398" data-original-width="398" height="90" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYILp_7UXTBfHmFxNa68zRe8AMQpl4eU_qYXzhHOn6hGDFHyMAo7WeiKhKY0oxN1ZiITbMWgBf5jkn2dreH3TuG4d1lMikhWGxR0xnKIKdpJlPFExqbJXy_Ol5D_6yPwyEXpMEs3jg2z0q/s320/no+trasnp.png" width="90" /></a></p><div><span style="font-size: large;"> NUEVO CANAL DE YOUTUBE DONDE TENEIS MUCHOS VIDEOS PARA TRABAJAR DIFERENTES CONCEPTOS.<br /></span><div><span style="font-size: large;">!!ESPERO QUE A LOS MÁS PEQUEÑOS LES GUSTE MUCHO¡¡¡</span></div><div><br /></div><div><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><b>Videos de conciencia fonológica</b><br /></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/t8en6b5Oq64" width="320" youtube-src-id="t8en6b5Oq64"></iframe></div><div><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><b>Videos de vocabulario</b><br /></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/QK8U6niKr6A" width="320" youtube-src-id="QK8U6niKr6A"></iframe><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><b>Videos de inferencias</b><br /></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/scEgvBLjRgs" width="320" youtube-src-id="scEgvBLjRgs"></iframe></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/dFOfACJVI98" width="320" youtube-src-id="dFOfACJVI98"></iframe></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div></div>Comunicatehttp://www.blogger.com/profile/08808127726181509796noreply@blogger.com0tag:blogger.com,1999:blog-6601010038923098503.post-35391228079605807912021-12-12T01:52:00.002-08:002021-12-12T01:52:16.361-08:00PACK SONIDOS S/Z<p><span style="font-family: inherit;"><span style="font-size: large;"> BUENOS DIAS COMPIS!!!</span></span></p><p><span style="font-family: inherit;"><span style="font-size: large;">Os dejo en este pack todos los materiales que tengo para trabajar los sonidos S/Z , en los próximos días ire añadiendo mas.</span></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://drive.google.com/file/d/1ZFlyv4PJKLOCC9fwY-Fkvntk9NlKCnW0/view" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="451" data-original-width="321" height="320" src="https://blogger.googleusercontent.com/img/a/AVvXsEgbMyIx6G7DPTXdwlIDpIncukB2EHcWVxKVH2rPRkHkfEtxuuNmN5Jc8rPE_rOSUdY_OGqxGki1XIySDMdr0N8kXH46hz64xFRseikhie3_9SEr4yjr6vuH_2hX0BG5D1ppRs7KzOXcC0KFaSSxaZriKmyqBvMhqE4ElAMG_nY8OSHJT2dMkpwPAgQobw=s320" width="228" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://comunicate-comunicame.blogspot.com/2020/05/confusiones-de-letras.html" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="630" data-original-width="707" height="285" src="https://blogger.googleusercontent.com/img/a/AVvXsEjhRzH4X4tp6d-3q7DbqGPgeD6Rn7xhvp0_acb9nzFwTEwPteyWAHpi0PhjiIj6hy0hRAhlkKXFNIQS1JNwLqzsdpuRx6xPzBA6kgV6KwnrkKyugazLupkZbCzvd1pqzqi6XNyBIwXpRiDQW7v8C3D3GWb388HZIBVvUmopJoY0bYThdIaF7m2mgJQM8Q=s320" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://drive.google.com/file/d/1vdjoh1AKdoHavkwjsrLw86FUIHJ_sZJS/view?usp=sharing" imageanchor="1" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="2000" data-original-width="1414" height="320" src="https://blogger.googleusercontent.com/img/a/AVvXsEj9MruFwaJkIeqsWTCNL5863m1S_PEZjP3BQo4eiATTW0jKrT8H_6Bd5uAbhYJAmJ63R7GMe8oHverXD_VFw75V5h83c5f8i6Yoi4P6sK8sDqhsXktSDpKDZPcMp3ann9nWGczrmqvYk1NxbLFf5PUAy2qgC2fI3blUpR7NqkhHo42uK0tEkI-jNT7EWw=s320" width="226" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://drive.google.com/file/d/166A5C2J09kVjZCVo8zx1jszYhnRNQTNQ/view?usp=sharing" imageanchor="1" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="507" data-original-width="447" height="320" src="https://blogger.googleusercontent.com/img/a/AVvXsEgnl84JohKA0RP8mB26-kEcC_at2GHSvS1gQWKkn0xWmWdDKJmy7Omr7Y2k3OboqSPxLSJb-ibps-LzFP51BQzoKt8MDzmkC-WcX9OuG0-mWITMiK3b90a6J6mVNi0ld7OL1_S0H8d2aTb7zkJmCktfzsuNMo5dnfGbC81ikBEArrBwD82-JXY-H88mzw=s320" width="282" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://view.genial.ly/5eb42db37199c50d8c413d14/presentation-confusiones" imageanchor="1" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="301" data-original-width="546" height="176" src="https://blogger.googleusercontent.com/img/a/AVvXsEiZ8eF6kcIFok2AK4Pj07wzs5M6G3w3Co5uZaQAV_Z9tBY7TMeM6Sto2k5ICxWio_nHwiXHMxRtSf5xSyQXecvPRWu_T9jClBgb3D8VOXE6WGT4fQ8rZ6ru6DVZhuLR_176PlS-8Gg8O4vtg04q807lvgZ2Bmn5twvG5wC-XbU3d-AN-B4bWKoLErNNPg=s320" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://drive.google.com/file/d/1Y7pJTHMV5O0wuDsV_pPCPTlAiMrkD3DZ/view?usp=sharing" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="561" data-original-width="758" height="237" src="https://blogger.googleusercontent.com/img/a/AVvXsEitV6_tdQjmkVwpaJWH3bgnyshjHHLgDc952J-yPSV5nuhy4pLDmceeRHGOrw1e72H1JkAGFf-i0c1cbmpG9VahepntF1BTUVcaHZuVdB2JOgE3JRgWMSV3RSlgl5nolrmyRD4EMFStigYCFIjkEGIClC55PYjU8u51QLfuuozl58UAQvKCGq2Tc4VZRQ=s320" width="320" /></a></div><br /><p><br /></p>Comunicatehttp://www.blogger.com/profile/08808127726181509796noreply@blogger.com0tag:blogger.com,1999:blog-6601010038923098503.post-86861992239252668482021-12-01T00:28:00.005-08:002021-12-01T00:28:00.230-08:00SONIDOS B/D<p><b><span style="font-family: inherit;"><span style="font-size: large;"> Hola compis!!!</span></span></b></p><p><b><span style="font-family: inherit;"><span style="font-size: large;">Os traigo otro juego con el Popit para trabajar los sonidos /b/ y /d/</span></span></b></p><p><b><span style="font-family: inherit;"><span style="font-size: large;">Espero que a vuestros alumnos les guste tanto como a los mios!!!</span></span></b></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjEbCkZEMS-92u86BH6xkryOYcJpwZd61Z0nLGQ8jisGlQFHQp_qP9ZBbMcvRmZB0TMBfJ1DZzWOH7_j0c2fDikkdZILDZTL5NGLoALIy5ahK6btGv6hKuvg84cGNU5fB7ieEc-lQfMOgjpmtgP2pCPXIsx1-Ro6lAAdeqPl2oAyW2eA9pokXXk-2DHQA=s2000" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2000" data-original-width="1414" height="337" src="https://blogger.googleusercontent.com/img/a/AVvXsEjEbCkZEMS-92u86BH6xkryOYcJpwZd61Z0nLGQ8jisGlQFHQp_qP9ZBbMcvRmZB0TMBfJ1DZzWOH7_j0c2fDikkdZILDZTL5NGLoALIy5ahK6btGv6hKuvg84cGNU5fB7ieEc-lQfMOgjpmtgP2pCPXIsx1-Ro6lAAdeqPl2oAyW2eA9pokXXk-2DHQA=w326-h337" width="326" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://drive.google.com/file/d/1Mwgb1vKTWCKeUb9a0hXUrjnCOBXyC-Yr/view?usp=sharing" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="217" data-original-width="314" height="217" src="https://blogger.googleusercontent.com/img/a/AVvXsEhQTxcYm8z7LUQix8jEQhFTaSC-Z0JY8I9HCE-rB2Ba00b3xXxiz0Ep1uhbKjhndTCKKbuy3bsjs7jp1WqiEjMxiZq31phMkGr-izVPVvlmYINdMHRRgxsys-xEplnWFgY7pFxYKYai_ds3L3Uo4z6aqqYw_Y8txsfnoeSfxlgUH3adIj1PeV3fofK6Xg" width="314" /></a></div><br /><p><br /></p>Comunicatehttp://www.blogger.com/profile/08808127726181509796noreply@blogger.com0tag:blogger.com,1999:blog-6601010038923098503.post-41111521611377836202021-11-25T00:00:00.005-08:002021-11-25T00:52:02.154-08:00SONIDO S / Z<p><span style="font-family: inherit; font-size: x-large;"> Hola a todos!!!</span></p><p><span style="font-family: inherit; font-size: x-large;">Os dejo este material que acabo de elaborar para trabajar los sonidos S /Z con el Popit.</span></p><p><span style="font-family: inherit; font-size: x-large;">! Ya veras como les gusta!</span></p><p><span style="font-family: inherit; font-size: x-large;">En los próximos días añadiré más sonidos.</span></p><p><span style="font-family: verdana; font-size: large;"><br /></span></p><p></p><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiFM8zXhX_aYcYHg3yhzmiRbgDo9fMHwrVuRNVOIYA8fWmZyi2_q8L_lJmWZsH1Qn4YZDeP-fBmquL3cESSr2h3Ji736WzffNo-_hz8K_ErVOeAJJ0ekfkKTKJZAMRqdM3FMmb3lM1t-4OMogHTJqiZlgkKohJZYrp4InqZtpnk11p_jigS6NaTtu1myg=s133" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="117" data-original-width="133" height="198" src="https://blogger.googleusercontent.com/img/a/AVvXsEiFM8zXhX_aYcYHg3yhzmiRbgDo9fMHwrVuRNVOIYA8fWmZyi2_q8L_lJmWZsH1Qn4YZDeP-fBmquL3cESSr2h3Ji736WzffNo-_hz8K_ErVOeAJJ0ekfkKTKJZAMRqdM3FMmb3lM1t-4OMogHTJqiZlgkKohJZYrp4InqZtpnk11p_jigS6NaTtu1myg=w224-h198" width="224" /></a></div><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOs74js2_MxUjsbstQUudyhUPo0Hs30NB3bZIWtW12w0f9DR9JKugesqN0vPFuCsjxTmjZtgrPnWXxI1ewB6aRx2sjgbETVHqVSE_fdHE8njUQpc4mw0FUPSLRAgEuERFcfPWJt6ukdt4S/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="722" data-original-width="514" height="451" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOs74js2_MxUjsbstQUudyhUPo0Hs30NB3bZIWtW12w0f9DR9JKugesqN0vPFuCsjxTmjZtgrPnWXxI1ewB6aRx2sjgbETVHqVSE_fdHE8njUQpc4mw0FUPSLRAgEuERFcfPWJt6ukdt4S/w321-h451/image.png" width="321" /></a></div><br /><br /><p></p><div class="separator" style="clear: both; text-align: center;"><br /><a href="https://drive.google.com/file/d/1ZFlyv4PJKLOCC9fwY-Fkvntk9NlKCnW0/view?usp=sharing" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="217" data-original-width="314" height="217" src="https://blogger.googleusercontent.com/img/a/AVvXsEj8eJ8TisX_6NVYEaNx3UdtqfG8syvbNECH0kst0r8SMqHmfmlHfcAEE8iX76XjVaI5cpcgU9HHL5V2klL9sxtwgY7ZkPMCKQrygXQKTTno9iU_MS9GKHoN9ijbSoxpKxgSf1T8qS0aC48_Nc-CaMzuG-w5pN0-zSIdMeHNLn6wSG5p2KPTbpSC4HUuLg" width="314" /></a></div><br />Comunicatehttp://www.blogger.com/profile/08808127726181509796noreply@blogger.com0tag:blogger.com,1999:blog-6601010038923098503.post-71927357263499697862021-11-20T00:36:00.000-08:002021-11-20T00:36:01.098-08:00CREA TU PROPIO CUENTO<p><span style="font-size: large;"><span style="font-family: verdana;"> Hola compis!!!</span></span></p><p><span style="font-size: large;"><span style="font-family: verdana;">Os presento un recurso que acabo de descubrir con muchas posibilidades para trabajar en el aula, a mi me viene fenomenal para trabajar la expresión oral con los más peques!!!</span></span></p><p><span style="font-size: large;"><span style="font-family: verdana;">¡¡Seguro que en tu aula lo aprovecharas de mil maneras!! </span></span></p><p> </p><br /><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiiRlt9FsIN3PdJqVeC1E0d1ayw1nBiQgdQvg9ARma6apuP3boxiO4ARTRxDoVodga9VjTDsIIJXuTS-5DEk_3VT_bvrnhak1FvJn74jVv4CVmy9fvF-A9HZymQJrOQptm6MSWn6Jz_TQXXrnyLRcWZ2J4i_eHS4NrHjH4GDIyYLvnB33WMDmEyjVBOGA=s1112" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="586" data-original-width="1112" height="227" src="https://blogger.googleusercontent.com/img/a/AVvXsEiiRlt9FsIN3PdJqVeC1E0d1ayw1nBiQgdQvg9ARma6apuP3boxiO4ARTRxDoVodga9VjTDsIIJXuTS-5DEk_3VT_bvrnhak1FvJn74jVv4CVmy9fvF-A9HZymQJrOQptm6MSWn6Jz_TQXXrnyLRcWZ2J4i_eHS4NrHjH4GDIyYLvnB33WMDmEyjVBOGA=w430-h227" width="430" /></a></div><br /><p></p><p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEi3ohiwBqWvfNPNJDWlMvDQhQDyH9GLMoCJHSO_yqc4E7svV4Un0ozecxYC2P0_ji6TCPpxzHUaH6Lw8YiJluMt3W4QRDMwyvZxCygerQbFIDDrd4OL7mmCs2pb5cJV71lfxnxvqK_ua-TH0xUnFQwvX4FsQhbaCO5ITtUGXO-NEI-9GmyxhyYECL2LoA=s1282" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="681" data-original-width="1282" height="216" src="https://blogger.googleusercontent.com/img/a/AVvXsEi3ohiwBqWvfNPNJDWlMvDQhQDyH9GLMoCJHSO_yqc4E7svV4Un0ozecxYC2P0_ji6TCPpxzHUaH6Lw8YiJluMt3W4QRDMwyvZxCygerQbFIDDrd4OL7mmCs2pb5cJV71lfxnxvqK_ua-TH0xUnFQwvX4FsQhbaCO5ITtUGXO-NEI-9GmyxhyYECL2LoA=w406-h216" width="406" /></a></div><p></p><p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgJZqEBzaIdeqqEyamIRmPp6SaLE8koyzVYj1H8Jk5s2S_bd_jKGUhDpSKXqz-b3IE7Q0G8iNHkhamCrNMkPh7Tq6ZOHu4acHQhaoUwR1zUh1K7tnBZAbHpvxqhiTqflsAhbFTkFmtdVn0ngeb3Z9yvPduX4VFqZcgHGmIl5RYLJvxFBH3wD-Gg4sjamQ=s1273" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="677" data-original-width="1273" height="203" src="https://blogger.googleusercontent.com/img/a/AVvXsEgJZqEBzaIdeqqEyamIRmPp6SaLE8koyzVYj1H8Jk5s2S_bd_jKGUhDpSKXqz-b3IE7Q0G8iNHkhamCrNMkPh7Tq6ZOHu4acHQhaoUwR1zUh1K7tnBZAbHpvxqhiTqflsAhbFTkFmtdVn0ngeb3Z9yvPduX4VFqZcgHGmIl5RYLJvxFBH3wD-Gg4sjamQ=w383-h203" width="383" /></a></div><br /><p></p><p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://view.genial.ly/60996cf6a273290d9e4859d2/interactive-content-crea-tu-propia-historia" imageanchor="1" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="217" data-original-width="314" height="97" src="https://blogger.googleusercontent.com/img/a/AVvXsEhWoLyb5Y0JVSRVNatUwRrsH295x6eI9Yy2arf0PQErKIuK1MM5X9I7sLo2tQITVjxAG9IX80OZsUhXgPwS8r9qc_lM7JmBRh6tF7D_NoL1E8J0sKKhRzUcdCOIVIhY_EMNwJDjH4Lqfrec-BsHHg88L-6JSFLncy_XUehxtchj1VbZRHhC6C5EUQ0-vg=w140-h97" width="140" /></a></div><br /><p></p><p><br /></p><p><br /></p>Comunicatehttp://www.blogger.com/profile/08808127726181509796noreply@blogger.com0tag:blogger.com,1999:blog-6601010038923098503.post-35982694219232534512021-10-19T04:14:00.002-07:002021-11-21T00:46:20.600-08:00Trabajamos sonidos /s/ /Z/ /c/<p style="text-align: left;"></p><div class="separator" style="clear: both; text-align: center;"><h4><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7VR8BLnQz2dg2a3GygVQEt1nViNc-adcC_obRJsCeRFjLar5IFOAeOkeoPjFYu8TwSFT6XdlcgxDoJA1MOtYH4R2YIZcOVuUTWaGetbHTWZLD03AyKt2S4ec-ZkgBmvdujAqTCqMolbEk/s398/oie_transparent.png" style="clear: left; float: left; margin-bottom: 1em; margin-left: 1em;"><span style="font-family: verdana;"><b><img border="0" data-original-height="398" data-original-width="398" height="122" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7VR8BLnQz2dg2a3GygVQEt1nViNc-adcC_obRJsCeRFjLar5IFOAeOkeoPjFYu8TwSFT6XdlcgxDoJA1MOtYH4R2YIZcOVuUTWaGetbHTWZLD03AyKt2S4ec-ZkgBmvdujAqTCqMolbEk/w122-h122/oie_transparent.png" width="122" /></b></span></a></h4></div> <br />Buenos días!!!!<p></p><p>Os dejo un par de fichas que acabo de realizar con Canva para trabajar sonidos S/Z/C</p><p>Os recuero que ademas tenéis un genially para trabajar también estos sonidos.</p><p>!Espero que os sea útil!</p><p></p><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRqVZ15kYwsO3NZmVaRl1OM2J6_kbobtOaT04z7E2i0Fb3Wn-kE813m2em2oSHVBWmGIqENfhHQUbgUVYrwrBciAN2rm07Dfo3dEUGh3v7R69qvRz0thJnaPZMnrSniOzxW6_FOnPyZIZO/s2000/2.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2000" data-original-width="1414" height="416" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRqVZ15kYwsO3NZmVaRl1OM2J6_kbobtOaT04z7E2i0Fb3Wn-kE813m2em2oSHVBWmGIqENfhHQUbgUVYrwrBciAN2rm07Dfo3dEUGh3v7R69qvRz0thJnaPZMnrSniOzxW6_FOnPyZIZO/w294-h416/2.png" width="294" /></a></div><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6Ht7IkG7QPsUuiHsICHk-oD-jlPOfmjOAb4Tj9RDxJP18F4W81s26iaOolGpoCNY0843TeQqoE_4zhQ5C4FEV_oUB4bSITmLspgcGqVVeHFVBsV-EljN1mg1cyYdvETcNzmqRwFhyphenhyphenM_3o/s2000/3.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2000" data-original-width="1414" height="399" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6Ht7IkG7QPsUuiHsICHk-oD-jlPOfmjOAb4Tj9RDxJP18F4W81s26iaOolGpoCNY0843TeQqoE_4zhQ5C4FEV_oUB4bSITmLspgcGqVVeHFVBsV-EljN1mg1cyYdvETcNzmqRwFhyphenhyphenM_3o/w282-h399/3.png" width="282" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://drive.google.com/file/d/166A5C2J09kVjZCVo8zx1jszYhnRNQTNQ/view?usp=sharing" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="217" data-original-width="314" height="95" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5zpar-L8djInkgdHxlmL4WDHtHw3w931kEeUaCHb-7nO6EbPOxWlEGB4YTKuxdHxPGDIbw5Yblimn7I3PAcQanUklC2v-VDWT-syoNbnwcf8NNyvEAvi2d3wERbCDOQ6YT6FQZ1wi52DX/w138-h95/DESCARGA.jpg" width="138" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://view.genial.ly/5eb42db37199c50d8c413d14/presentation-confusiones">https://view.genial.ly/5eb42db37199c50d8c413d14/presentation-confusiones</a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlazYrRLoLsjKp78twND93CK5OYG5Pzqe4y8ZDTGuzjqox0i3VrZ4P0nxtw_2HEi7DG-RqNeoZUC82VJ9axgboGaMK85YDSv9xCllAHmSdK176Bq7zJ6t1q3kskLYPmyW55RjoEBDh0juR/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="361" data-original-width="640" height="181" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlazYrRLoLsjKp78twND93CK5OYG5Pzqe4y8ZDTGuzjqox0i3VrZ4P0nxtw_2HEi7DG-RqNeoZUC82VJ9axgboGaMK85YDSv9xCllAHmSdK176Bq7zJ6t1q3kskLYPmyW55RjoEBDh0juR/" width="320" /></a></div><br /><br /></div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><p></p>Comunicatehttp://www.blogger.com/profile/08808127726181509796noreply@blogger.com0tag:blogger.com,1999:blog-6601010038923098503.post-29577828585563920452021-10-13T09:19:00.002-07:002021-10-13T09:20:33.156-07:00. LA DISLEXIA CONCEPTO<span face=""verdana" , sans-serif" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjL_zcUN_hDMoXRI13IUs516gQ1eUqSlz1J5JMvqfMC-llvMPS1ql8Ucdfb4qPFPlUr8ndn7UkyZwq0P_c2BlwQxecjBXwi1cnzGz_JesSiX3wnoyfN2dwzDLYGFh6tTAHTCUPZsvzmMJAd/s1600/dislexia1.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjL_zcUN_hDMoXRI13IUs516gQ1eUqSlz1J5JMvqfMC-llvMPS1ql8Ucdfb4qPFPlUr8ndn7UkyZwq0P_c2BlwQxecjBXwi1cnzGz_JesSiX3wnoyfN2dwzDLYGFh6tTAHTCUPZsvzmMJAd/s200/dislexia1.jpg" /></a> ¿</span><span face=""verdana" , sans-serif"><span face=""verdana" , sans-serif"><br /><br /><span style="font-size: large;"><b><span style="color: blue;">¿Qué es la dislexia? </span></b><br /><br />El término dislexia se emplea para designar un síndrome o conjunto de causas determinado, que se manifiesta como una dificultad para la distinción y memorización de letras o grupos de letras, falta de orden y ritmo en la colocación, mala estructuración de frases, etc.; que se hace patente tanto en la lectura como en la escritura. <br /><br /><b><span style="color: blue;">¿Qué es lo que origina la dislexia? </span></b><br /><br />La dislexia es el efecto de múltiples causas, que pueden agruparse entre dos polos. De una parte los factores neurofisiológicos, por una maduración más lenta del sistema nervioso y de otra los conflictos psíquicos, provocados por las presiones y tensiones del ambiente en que se desenvuelve el niño. <br /><br />Estos factores llevan a la formación de grupos de problemas fundamentales, que se encuentran en la mayor parte de los trastornos del disléxico, cuya gravedad e interdependencia es distinta en cada individuo. <br /><br />Por lo tanto, la dislexia sería la manifestación de una serie de trastornos que en ocasiones pueden presentarse de un modo global, aunque es más frecuente que aparezcan algunos de ellos de forma aislada. </span></span></span><span style="font-size: large;"><br />
<span face=""verdana" , sans-serif"><br /></span>
<span face=""verdana" , sans-serif"><span face=""verdana" , sans-serif">Estos trastornos son: </span></span><br />
</span><ul>
<li><span face=""verdana" , sans-serif" style="font-size: large;"><span face=""verdana" , sans-serif">Mala lateralización: La lateralidad es el proceso mediante el cual el niño va desarrollando la preferencia o dominancia de un lado de su cuerpo sobre el otro. Nos referimos a las manos y los pies. Si el predominio es del lado derecho, es un sujeto diestro; si es del lado izquierdo, se denomina zurdo; y si no se ha conseguido un dominio lateral en algunos de los lados, se llama ambidiestro. </span></span></li>
</ul><span style="font-size: large;">
</span><ul>
<li><span face=""verdana" , sans-serif" style="font-size: large;"><span face=""verdana" , sans-serif">Alteraciones de la psicomotricidad: Es muy frecuente que los niños disléxicos, con o sin problemas de lateralidad, presenten alguna alteración en su psicomotricidad (relación entre las funciones motoras y psicológicas). Se trata de inmadurez psico-motriz, es decir, torpeza general de movimientos. En el niño disléxico estas anomalías no se dan aisladas, sino que acompañan al resto de los trastornos específicos como: </span></span></li>
</ul><span style="font-size: large;">
</span><ul>
<li><span face=""verdana" , sans-serif" style="font-size: large;"><span face=""verdana" , sans-serif">Falta de ritmo: Que se pone de manifiesto tanto en la realización de movimientos como en el lenguaje, con pausas mal colocadas, que se harán patentes en la lectura y en la escritura.</span></span></li>
</ul><span style="font-size: large;">
</span><ul>
<li><span face=""verdana" , sans-serif" style="font-size: large;"><span face=""verdana" , sans-serif">Falta de equilibrio: suelen presentar dificultades para mantener el equilibrio estático y dinámico. Por ejemplo, les cuesta mantenerse sobre un pie, saltar, montar en bicicleta, marchar sobre una línea, etc. </span></span></li>
</ul><span style="font-size: large;">
</span><ul>
<li><span face=""verdana" , sans-serif" style="font-size: large;"><span face=""verdana" , sans-serif">Conocimiento deficiente del esquema corporal. Muy unido a la determinación de la lateralidad y a la psicomotricidad está el conocimiento del esquema corporal y sobre todo la distinción de derecha-izquierda, referida al propio cuerpo. Así el niño diestro (normalmente escribe, come, etc. con la mano derecha) y el zurdo (escribe, come...con la izquierda) tienen su mano derecha e izquierda, respectivamente, como puntos de referencia fundamentales sobre los que basar su orientación espacial. El niño mal lateralizado, al poseer una imagen corporal deficiente, carece de los puntos de referencia precisos para su correcta orientación. El cuerpo sitúa al sujeto en el espacio y es a partir del cuerpo como se establecen todos los puntos de referencia por medio de los cuales se organiza toda actividad. </span></span></li>
</ul><span style="font-size: large;">
</span><ul>
<li><span face=""verdana" , sans-serif" style="font-size: large;"><span face=""verdana" , sans-serif">Trastornos perceptivos: Toda la percepción espacial está cimentada sobre la estructura fundamental del conocimiento del cuerpo. Se sitúan los objetos teniendo en cuenta que la posición del espacio es relativa, una calle no tiene realmente ni derecha ni izquierda, dependiendo ésta de la posición donde esté situada la persona. </span></span></li>
</ul><span style="font-size: large;">
</span><ul>
<li><span face=""verdana" , sans-serif" style="font-size: large;"><span face=""verdana" , sans-serif">También el concepto que tenga de arriba-abajo, delante-detrás, referido a sí mismo, lo proyectará en su conocimiento de las relaciones espaciales en general. </span></span></li>
</ul><span style="font-size: large;">
</span><ul><span face=""verdana" , sans-serif" style="font-size: large;">
</span><span style="font-size: large;">
</span><li><span face=""verdana" , sans-serif" style="font-size: large;"><span face=""verdana" , sans-serif">Del mismo modo, en la lectura y la escritura, el niño tiene que fundamentarse en sus coordenadas arriba-abajo, derecha-izquierda, delante-detrás; y plasmarlas en la hoja de papel y en la dirección y forma de cada signo representado. El niño que no distinga bien arriba-abajo tendrá dificultades para diferenciar las letras.</span></span></li>
</ul>
<br />
<h2 style="text-align: center;">
<span style="font-size: small;">¿<span> </span>QUIERES APRENDER MAS?</span></h2><h2 style="text-align: center;"><span style="font-size: small;"><a href=" https://edukalizando.com/courses/dislexia/"><img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAfwAAAFmCAYAAACIryg2AAAgAElEQVR4nOzcdXCU57/4/UALNaCCUyhOcHenhVKnpRSKW3AoLpGVCNKWAiEKCe4tLW6BInEhIdmsxzfrbgn0e8553s8fm1Kofc9zfu15Zn7NZ+Y9mz8Yhhmy92uv677u9aN2aqd2aqd2aqd2/q8fv/+//wG1Uzu1Uzu1Uzu18/dPLfi1Uzu1Uzu1Uzv/gKkFv3Zqp3Zqp3Zq5x8wteDXTu3UTu3UTu38A6YW/NqpndqpndqpnX/A1IJfO7VTO7VTO7XzD5ha8Gundmqndmqndv4B87eB//DRT9jsLgwma2211VZbbbX9X5vN4eLho5/+Lk7/svlbwHd7qrh0Xc7aXXdZEHmPedHJzNl7lxnf3KLPwkgaT9xIvUHz8eswljpNOvJS01b4PdeQOi168InwFLNiMgk4VMiy/WksjUslICb9cYuiU/lcfIx6Pd/Br+UQxi3azRdxWSyMTWNh3G9bFJ/BovgMlu1LYX30WbJkZgzGnzDavOjdbvReJ0avHaPXicnjy+x2YnY5MbtcmJ1udO6HWB1urPpvqZQvwKl+D7d87FO5Ckdglb7L8ejRtG5ah9atG9GuZR1Ox3bGVNAfvWQYFvk47IWDfUkHYpcOxFnYH2dhfxyFfXEU9sFW2BejrB82mT9l2d1Y8XkDXm/pxxtdGtCpfUfaNnmZwf51eLOrHx/09iNW9AIWVXe0ki5YCgbhetAXfW5XSgunc+xEIJKSUvQuN7bqh1irqrFWebF4PVg8NXl9map+yVzlwVrlfZzF68XqqsLhslLlScdu205Z+TvkFPiTI/mljPxWpBW8RprkVdIkr5JS+DI3c54ju6QZqfImJN1vRG5RG9IKG5Ly4FnSpM+RqXiRew+eJ1/dD412JVb9Sf7lVWD06rD/lxfzIw96rwuHU4ZREUFpwWgcJV2wSNthl3fDJuuBTd4Tm7wHdmU3bOpuWFW9sMoHY5OMxPpgFD8Vj8Ei7Utx1idM6FuXHq+2oMsrzxOxpik25QRc6gE4Ff2fyq0aiKvoA+J3DqLl6340bfsS7/SvR9G9tzAWDsKmGINN9hYO+XDssiE45cNwyYfhVgzHoxyBVzXS96oYwX+qx2LMnsDtG9NZvHEMx68d4uL3B4nd8Bmyr7/AJRZg2BiMNliELkSMLkSMXiBAGxKIVrAFndBXRVgIibOm0e/lRoxt1hRp2FacQWFUbwnFKhSjDAlmSvNmdHy1Pt0aPsupFYtRC0MwhASjWLuK8k0bMQULMQaKKIuOZEyLxvg3eYZ2L/jRs44fcRPfwRgchi0oFI04jPLQUIwCESahGIsoFHNoGKbQcAxhEejE4VSKwjAJxLg3BFO8fgu5O79m/bTJxER+zVdx8bwXsI4Nh5JYEH+LZQeyWJHoa3liDssO5LD0QG5ND1h24AHLD+Sz8lA+XxwqYHnCfZYnZLMiMYdliVksO/B0SxMzWZKQxaKEbBYl3GdRQi6LDuSxKDGPpQn3WbYvh8X7Mpl9IJ2pR9KYfjKDJacyWB57jQ07fyBsx3fM/Hwqk9/vRdKlWNLvHOW7418yc/I7fNy/O5Efv0fWkvlotqynMGgzui/XYQxdhSlQgCFQiCEoGJ0g5HGGkBD0wcHog4PRhQSjFYSgFYZQKRagE/0qoQDDH6R/4u/UCUIwCAUYhQKsYhHGoGCsQSEUBwaxb9NKor8KJ0cuIctQicrhxOrwYnP5srurns5VhcPlezV5qqh85EH9nx40D93YPa7H2dxObA4XdrsLndaIUl6EJLeYUwfuEPhFBJ9NHsE3uydSmPMZZfeHIM9sh1bZE6N8IHZZNzzS7lTlD8T7YDhOyRicxe9TXjCHO5cWs3HlWGJjt3P17h3kZaWUm03oHXZMHvf/KKPb5cvlxujy/KoqjM4qrE4vRo8XrdPFvR/T+ParRGTxVzDvv0vlnhsoo28gi0tCHZ1EUexNiqOTKI6+TnH0VUqiL1MafRnlzu/JEBxgabeJDKjbig5+r9CvaVfWTV3GnZizPIi+zIMvLyO/JsHjrf47SP3L5i8H/+Gjn7h2U8H8vXeYH3WXedHJzItOZkFsKksTsvn86ySmfX2DqTsu02vyWuo39+eZhq/xTIPXqNO0K58ITzE9Kp0FBwpYEp/CkpiUp8APiEllVdwthi8SU6/zeHpPFbM0KtUH/s/9Efgxfx/4tgdDMRe+Q/yO/o/B79y2DhcO9v4fg2+VD0K8qhX+Hf3o0LUhndq1YHD3xmzd0p/sy++SfHoAqpS+OMt6o8nvjKWgP64HfbBK+1Iimc6ho5v+YvAN2O1XqNSuRaYaQo6kMzmFnR6Xkd/yafAljcmUt+VeQXNu3m9Iblkr7uY/T3L+S2RKXyJT0ZBMRUNSCxpxX9YDmWoqFWXbcdiuoHPKMD8yYa52YfR4sdsL0coC0SrH4SjpikXij13W82nwFT2xqXpjVfbDqhiIVToIl2Io+txu2NWjOBHVgwFtn6Ffq+YM6fgs3yf0xywfi1s98CnsHYr+uFT9eaT9DOH6drRuXYfGrZ7n3f71MBV8hF01ErtiDDb5OOyyYX8Kvkcxgn8pRlKWPoH90WMRfDWPpJxb3P3xHAdEC0kVL8H5ZTimkNB/C36ZOIh1A3rTpd6z9H3uObK3BGEPDMUbFIpZKKYkVEzYsCG8UrcOnV96hrD3x6PcEYphaxjer7/GHrENfbAIW/iXRIwdRbfnnqVVXT9a1/Fjln8H0tduwCzehiU4lEpxGBXiUAz/BnxdiBD7ZiHa8G2c37gR8ZKFnDl5lMNnv2fqGiErYi+w8G8H34f+4oRcFifksmz/fZbH57A0PpMFCZnMPpjO9P13mRt1jU37rrApIo7Jn8xk2rv9iQqZhDotnvLsRPJv7iYqdC7zxnUhoH87dk4Yxd2VyykI2kSxeDVa4RoMQT7wdcH/S+ALBBgFAixiESaBALNQSMHGDcRuWcWpQ/FISlRILEZKXB7MTi/WPwH/58yeKrTVHkr+5UHzyI3F43oiJ1aXC6vDhdFkpbxMi1pRzs2rucTuPsTC+Z+wdsMILn87kYqct3GVjsao6IFZ3hu7tAceaR/cBUNw5Y/Gmj8WvXQCefc+ZVfEOMKCZvL9uZOk5t5HXVn5vwq+3u3h2uVbHAmLIjf6PJUxN9FFJqGOuoEs9o/BL4m6TNHuc+RvP0nq1mPsnb2FmX0m0qtBO7q/9AZT+4xnX4CIB19/R2XsDQqTCvnpp3/91az+ZfOXg2+xOVi36y7zo+4+Bf7syDvM2HWLGbtuMTfqHrN332TZN2fxH/EedRu8yotNWuH3SkdGLd/L55GpzNmXS0D0XRZHJ/8G/MXRSSyKvkzLCYvp8GEQqxIesDgmjUWxvv4I/I0xP5AlM2M0/dXgj8GUMwCTZCLhG9+gdVM/Wrd+mT7+dfnxuxH/n8C3F/bDKO+PpbALFtlAvgnqQrf2fnTq2JCubZ4hcJU/6rz3UGV3QZPXl8qCruhlHfBUDMUi7YUrvxcPS0ehfjCbhMSNSEpLMXq8/4fgu7F6bDiqCtEYvkGinEBGbiuyJe2eKqOgOWkFjUmT+ErJb8Hu+BfZEVWfNEl3buW9QLrieTJlTcmRNSNL3oxMeTPSC1uSmteelOye5Mvfo1y/lgrLOQzOPKweI1bHT9hMeZRKFmMrfwubujc2yWDssn7YZD1rwO+FXT4Aq3wIVvkwrPJ+WBT+WNWdqZB0oTz/AyaNqU/nJs/Q7pU6fDHvdcryp2GSj8RbPPw34BtkvSnNf5sxA56lfctGdGzfmICPnsVV9AHaB/0w5A/DXOhb3Tvkw34Dvkc5ArdiOC7FcIyFI8i7O4n1a0dw8txxbmbnIlPlcnJvKF9+NoH7gg2Ui3zYGwShfwh+qSiQiS83oseLz9PzmboUCENxiLbiDgnDJBRh3LadPIGQOaOH0uFZP4Y3eJa4GR9TGfkN5VtEaARbqQj/ivgxExj4zDO0reNH12f8mN7hDW5v3kSRKBytKBxT6FZ04jC0IjEG4e+Drw+NQCsKp1IYRolAzM1Vawn84COixGHkZGaRnJfPiq1RzN5+jID9t58AP/vPwT+Yz6qD+Y/BX56Q/afgL0nIYsm+TJbGp7M0Pp3l+7NZuS+LVXEZrIpNZ2VsOsvj0lkVdYdJAVt5893JjBvaiZ2b3sF0J5BH91ZjujQf/fnZWK8txJW+mlv7PiFwbj/eH9KZBeNGEfvhO6SsXk6JUEBFiBBtkAhdiA/ovxt8Yw34RqEQfagI3fZwfly3gj3CL0hPSaLUUEm504XOXY3R9SfgP5HNXYXZ68FY5UFf7UZf7UJf7cJQ7fJdB90uzC4XVpcHq82F1miiuLyY5PQMomNjmBPwMavm9eRs5CAs+e9hl/TBKe2GQ9obu3QINsloLAVvY5S8jyr3fWJ39Sdw/ducOJjIA4kMlUZDudn0vwK+xenB4PKgsTnJSMlh+7Jg7uw6hWLXRSp3XaN8zw2KopNQx/wR+Jco3XuJsujL5H71LXl7z1GQcI2Tm/ew4Z15DG3Yid71XmdC6wGEfLqcG1u/w+Zw/dWs/mXzl4NvMFlZuOcO86OSmR+V/Bj8OXvvMjvyDrMj7zAvOpn5UXdYFXmesVMWUe+VZjz/anPqNPGn9wwxs2MymRWXS0BMMkuiU1gUm/FE6Szbl0pAzHXe3LCfbjO+Yu7u9N/F/inw41PYFHeBczcl6AyPMNmq0Dud6Ny+X/JfwHdhdrt92LtcmJxudK6H2Oxu7Lpv0cp+Bb5sHG75aLzKsejyJzD9fT9aNfHjjdYvM3LAC0h+/AhLfn8MBUP/BPy+PvAlfbEX9sMkH4BZ0hlTYX9Eq1rRsXldur3RgJ6v+3FwV2+MRQPRyd9AX9gNnbQTOlk7DLIeWOSdcRd2x/igL/LMBRw7FoGqQoOtuhpb1SOsVdXYvF6sHg/W3wH/558t3hrwvV7fn69y4PpPJUXGePKUU8kp7El6bjOyJK2fKqOgmQ/8gsakFTQlJb81Z871YPSbfixc/CJpue+S8qA76QVtyJK2JVPajozCtmRI2pEp6UBGYSdSJV1Izu+LtOQLtOaD2B33cZrM2CuzuZ86HZ16DGZ1T2zSgdhlfWuw74lF1gubrB9W+aAa8PtjVnRHr+qCRTOe3eGd6NzKj37+TejZ2Y+bl95Gp3wPu3okVslAHPJfwLcp+2NQjeFkQj/aN66Df/NG9O3yLCk/jMGqHI67ZCwmyQhcRSNxyIfhqIH+N9jLh2GXj6KocDKR37zFrl0C0vNUqPQ2NNZK7ly7xM5Vy9g58yPuB26gMkiIOTQCg0CMXhDiAz8kEJ0gCJ0giFJxCIv929PzhXoMadSAkq93YRJHYBOHYxKHohWKKRFFcFcYzp4pU3n75QZMaFSfTQN7c2fFOpS7Ywl79z0Gvvgi7V99luZ1/Jj6RhvurlxPqXAbOuE2KsThlIWGogsNxyyKwCQM+yVxKKbQMIzhWzFGbEcfupWiEBHX1qxj68dT2bFsDbcv30IqV5OrLiL8wHd8EhLH6hOZNeDnsCIxh+WJ958Cf1niA5YlPmB5Yh4rD+SxIjGXFft94C/dn8XShEyWJvp6Evxl+zNYuj+NZXGpLIu5w/KY26xPTGVl9E0WffU90zbHM2FuGKMmb2TMuwG8PWQ0M8d252zY2zhuzsF+fjyWU4Nw/zAS84kBGI72xny8B/Yr75N5ai5fiT5lyczxLBs7iGWDhrLn42lcWraC/I0bqAgOxBQqfoz+37bCDw7BFByCTiCgNExIRshajq6cy6Wz8ahLJBhsZgwOD0aHF5PD/btb+taf8/iwtzu9uKxO3BYnDrsLm9ON1e3B6a3CVVWNveYaYXa5MTvcGJxWysxFyMsquJctJ+7ISVatmM3KOb2Ji+hC7qUB6LNGYikchkE2Em3hmxRnv8X9OxOI2zWIMOFbnDkdTUFBCcUaM+UmI+Vm02Ow/07wzXYveqeXSrsbSZ6Sr1eHsWNuIGkRJzDsTsKwK4myyBuoo5NQR9+gKOoqRVFXKNp7meK9FymOukhZ1GVKoy5TFHUZ5d5LKGOvIIu+hCTqAve2H2fv3ECm9HqT3g3b826bgRjNtr+a1b9s/h7wo+/9Bvx50cnMj0lhfkzKY/AX7/yOjxdtpkHT1tRv1IRnm3Wlx2dBBOzPY3ZsLgGxaTXgpz1dXBrzopNYEHeXGTvvMmdP5r+9h79kXyqb91/mh5sStMZHmGxuDE7HU+AbPU6MHhfGJ36ZDC4f+FabHZv2JFr5XOzKd3DJxuCSjcYtG4tTMQqbdCSaBxMZP8SPVo39eKN1IyaOakxZ9mysBYMxFw7DohiLTTbEl3wQdtkg7LIBOGT9sEv7Yivsi7mwN7rCXtiU3TBI+7N6biPaNfGj2+sN6Pu6H0nHJmCRDcEk7YFROhSzsi9mVTcs6p7Y1B1xy7tiLhhM1s05HD68jWKtjkqrBav3kW9rvgb7PwPfXOX2rfI9XmweN7ZqAxXuE+SULCBLPpxsSXcy7rclS9KCLEkLMmteMyRNSH8S/IJmZMg7k3C0G33612Xq9MZcv/sOybldSM3vRFpBR1IL2pEmaUdGYUcyCjuRVuBPuqQ7aQWDkZcGYDIdwVqZgankR66fm0aJbDz6Yn+sqi7YFD2wKHphkffBLOuFVdkNq7InduVgrLLhmApHoVWNJfXeOAb1eobObzxHl471iYzsS3nxFDTSEZgkA31YywbikvfFoeiPWTUQxf13+Gh8fTq8UoeeLV5gxYzWeDTTMCn64Swai7voLSzyPjjkQ3Eqhz9e3bsVI/CqRuGqWfVb5W9y6dIUQoQzuHrjDvJSC0UmPRUOE6rics4ePErwwk85NP1T8pauQicKRScUoRcGow8ORBcSiFYQhFYYRFmogBMLZ9H7xXoMafQS0rCtGMO2Yg71gW8UhqIPiUAbugu1cAe3Vi3ny4kjWOjfjs/eaMcn3bvRtsFzNHyuDi++XJeRnVrx/eLlGAQ7qVgrxByylfLQcIpDxehDw7GJIrAIwjCJwjGLwjGLatAPD8O0dTsVonAyVm9k22fTCZo1n/OHTpGfp6CoTIe0VMvJ27lMDo5mxeHkGqhzWJaYw7KnwM9hWWIuyxJzWZ54n5WJ91mRcJ8V+++zIjHHt3r/NfiJWSxLzGRpQhpL96ewMvYOq/cmsWbvdRZsPcOkdZGMmL2IEVNn8Oann/PJtNkETP8c4fSh3Ns9FdeF2XjOjER3yB/DmT6UH+tKxbGumE/3wnmgLa4j/bCd/4y8ozNICJ+EYMt8ls+cyYJ3J7H47Tc5OGUy95ctr/l/EqATBKEPCUIXHPir/7P/c/B1ISEYg0OoFAiRioP57ov5nP86kMzsK2jNFZjsdiwON1anG6vThd3txuZyY3f/8h43ezyYPVVYPL4tfY+9Cnupniq1DruyAp2sBJ2sBGeZgf+weXHa3VhcboxOFzqHE53bgdZjpNjkQKX18GOWhMTTpxHsWM+nk1uyeWlLTn0zlGsnhnLl5DCunhjH8ajh7AjqR3jwx5w88RXJ6Tcp0uipMFnR2W3o7Pa/GXwPRqcHi833YUhrcVEir+Bc9Ek+H/QBogkB5AYepWLrBSr3JqGOuY46+ipFey9TFHWJ4r2Xa7pCadRVSqOuUhx1BfWeSyh3/kBp5GVKIy9THn2Notir5Ow5y4k1XxPQ930MJutfzepfNn8T+CmPewr5J36eF5PM9N0XmCWOxK9RUxo1aU29xl1oMyqAgLgcpu1OZ8m+LBZHp7A4LuOJ0gmIvcusb26xJD6bgJg0FsYksyA25TfIP9ni+GQ27L+CKPYMpeaHmGwujE47OrcTvdf9OIPXjdHrxuBxYXC7MLg96F3VmCzFGCu/xKD+AIt8GA7pcBzyATilo7DLh6MvGIYyfTp92/nRtW1T3mjTkLmf+aNKnoqjYBgW2WDMihFYFEN8yX1ZFYOwyfv6kg3ALOtDeUFXqjT9cJSO5LO3n6f1a37082/GyG5+ZF4cjTl/EGZ5H0yKPhjkPTAqumFS9MIk74tT7o8mayBZN5dx6nQkxZVaHNUejK5HmNxuzB5fT67mn8zk9WCqcmP2/oTV+Z/Y7Bq83hsoS2ciUY0ip6A3WXndyMrrQFZB0xrkm5IhaUaGpBnpkmakSZqRImlKcuGr3JHW51bGaN59vyGtWvjh7/8s354bRUbBKG7ltOSepAnJBa+TXtieDGlNhR3JLPQns2AwDyTTUKo3U16yk2sXpvMgcywaVRe0ykaY1B0wygZikg3FpOiDSdUZs6ILFtlQdqyqw+HQLlQWbGLOjCa0alKH15u9wJtvvoxWNgOLfAx25XBs0sF45MNxywbglPfFphyCufh9or/sT4+2dejYxI/RXeuSd/0zzOrhGOX9sCpG4VSPxqbqjV3u29J3yIbikg3FJR1CtXoEdtlArLKRFGe9x8bNEzh6ej/5ShUVZhc6TxUVLjtal4ssST57YncRNGsqsdM+I1scTFGoAF2Y7+KvFfyyWtSIgyj+WsDq0UPo/+KL3N2ymUpRKBZhGGZhGCahGKNIgDEihMrNa6gM3ERh8GayvtnBl8sW49+8Ic3r+9HOz493mzfl5oYtFIm2YwrZgSVoK6agCCpE4ZSH+bbrTYJwjOJwKsLD0YSHYxGH4woMpioigoqIMDJDBYRP+ZiVAQs4eOgQGffzUFcYsJk8mEqtyIrsrNx6mNlbj7MiMdMHfGJNB3J96B/0be8vO5DDqoQM1uxP4YuETFYk5LI0MZ+AmGSWJ6az8mAmS/dnsDAujQWR99hw6D7L99xk5e4rzAzZz7vLQhg/9wvGTpnN2E+nMmP5fBatn8+6wDmIRDPZt3Uy6oNTcJ2fhvnkSCzHe2E50RPTyT6YTvTCcrwX1pM9cJ7oiv1EN+yn++I+PxLN9ekc+zaQ+PivEG0KYu2SBcwfNYygMSM5PGUyko0bMYSK0IqD0QqD0AZtwhQchCVUiE4UjC40BL1Y+HQiIcY/6DcfAIQhqMQhFIYLSQsXs2f1UpJvX6G4shid1YjF6cTmdPtyOR8fvvPdj/e9nw3VXvQPq7E8fIRTb8ct12K7VYDu6G2KEy5TeiKJ0hNJGM+lYruWg1eq5SeDG6+jCp3DicbtRl/lxeB9RJHeQmFpBRkFEs5evMBXuyL4YtUcPps8ig8/asmHk1rw7nttmf75MNatn8exEyfJys2hwlxJmaUcndPyG7j/6Fr07/rNB4CaTC4vRrsHndmBWa3DItFgytfglhj4D6WTgm9T2PTWPOZ0fJNdU9ZyPSie7K0nKYq+TEXcNcqiLlMcfYWimKuoYq6giL6MMtq3wi/a+0tlkZep3H2Zit2XKd/j+wCgjrv2TwQ/7Tfg/7p5Mcl8vvcasyLieb5ZW15p/DovNO5E0/7TmbM7mc93p7E84T6LYlNZHJf2RKks2XePJfHZLIm/T0BMKgtjb//3wE+8Tkj8GYotVZjtTswuGzrP0+A/zuNC53ah93gwuLwYzTL0FQJMRROwyAbhkA3FIe9TA/4wTMrR3LvwPt1e98P/jZa0bf0CS+d1Q/dgFi7pMOzywViUwzErh2JWDsWi8GVVDMKq6oNV0ReLbAAmeW80sh44ivtiVo3lg9HP0K7ls3Rq/yJjB/ohuzcap3QwZkUvTMqeGBU9MCq6Y1L0wSgfgEPRBf2D0Xx74FNuXD9Nyc/gOx9h8vg+Tf8Z+Oafwa+q9l047KkYjNuRqgeQV9iGrActyMpvSVZ+C7IkjcmQNP5d8JMlTblX2IR70te5cPNtuveoT9PGdWn8ih+tWzxD+NY+5MrfI6WwFWmy10ktbEu6tB0Z0nZkSDuQKe1MZmF3sqUDyC8aRZlhId+dfZN9cS9TkNOBSnUrjMVtMKq6Y1L0w6zsjaWoCxa1P9Wat0g+1Z3A6c8yoqsfndr40a9LC3p2rseevX0xySfilI3AIRuGQzYcl2wYLnl/bIoBaArHcO/aOMYPrU+nJnVp19CPbevbYFdPwaoeiFU9GJtyFHblUOzqfjgUQx+D75AOwVk4iIfqEVikQ9EVfsiFY+P4amcQN+7cpUhTgcZqwuh1ovXY0XicFFaUcTnlNgl7d7Nt4Tx2Tp/C1dXLkIoDKROGoBEI0AmEGEIEGISBFIeu4+zShUx85RVWdGyHMjgYrSgUvTAMoygUc6gAm3gTXtEWNOvXoQwO4cSyJfi/0ogm9f3oVN+P95u+yoUFS9Bs20VZcDhGwTaMIRHoQ8LQ1tzH14kiMIoiMIaGUxHhA98cGo4jRIhJJObe+tXsmjWVwPkzidofw830dBSVlZQbzZiNdowVFpRFZr7cf4H54n2sOJDB4t8F/5f78ssT01iRkMqyA+ksPpDD4kO5rDyUzZJ9KSyOu8OK/cmsP5jOyj3XWLLtDHM2RDFlkZj3Zi7h/Vkz+WTWNOYvmUuQaANbt0Wwd/dWTiaKSToVjOziKh5e+QD7d0OxnemN5bQ/lpP+WE50x3q8B7bjPbCf6PU427FeuE71w3LhPQquB5OTtI8r54+wK2YrIZvXsHbWdBaNG8GWN0dwasF08rasp0wYgiU0DFuQEMOWQHRiAbpQwf8A/OAnwBcijxCQLNrCt5s3cDRyJ/eleRRrKjBYrTXb917sHjd2jxO7x4Hd48DicWGu8mCs9mKprkbvclNeqUd+KxvVD/fQHPsR/b5rVEZeoHzvD5Tv/QFt3CVMh5IwXc/FmlOEs9iI2+LG6/0Jp6cau7sak81Dqc6AuqKS+wVSrty4ReLhY4RujSBI9AVBoi8IEW9m195dnD77HXcy0lCUl9Rs41vQOZx/K/hmtxu704tNb0en1FKVU47jeiEVZ9JQH71N/v5rFJ1MwXKlkNRd3zK3+3imdx/H+olziFqwhZvifRTs/hZ55Pco9nyPas95iiMvUBR18YkuURR1kZK9F6nY/Utley6i2X/znwe+7xsYibEAACAASURBVHBdGgujU/8U/OnRN5i34yCvtO1Og5db0KBJZ17s8h5Tt11nVlQOS+J94C+Ke7JkFsb8yNubT7MgKp3FcWnM3Xvz34Mfl8KafdcIjP8Oqd6J0ebA7naid7sxeDxP5Fvl6z0u9DUrfKPLjdkkQ1eyBbN6Aja571S2U9EPl2w0dsUwTMoxHIrsTdfWdejQqjHtXq9PyIaeONUzcRcOxCkfjEU5ArNqGGbVMKzKnxuMVdULi7IvFtkgTPLeVCp6Y1UNo+z+W4wf5EendvXp2P5ZJr/9LBbFB+iyO2JW9HgC/B4YFT0xKLphk7fHKn+XXaFjuJ9zl3KdHqvHjsnxE2b374Dv+W1mbxWWhw5c/1KhtcVRqJpEjqwZ2QXPkSmpT5bkJbIkDciWNCazwLfCf7KUwmakyFtwT96O5Py3mDmvGY0a1qV1i1do+ko92jVvRLsWdVkU0Jrrd/txN7cdKQVtSJf5wM+UdiJT6k9GYWfSC9uQqWxOhrQrSs1nnDzTmrioZ0i71Qq9ug8mdU/08m6YlT1wlvXCou6CragfntJ3MEsmcfX4MGZ88Cr+jf34cMxLSO6/j1k1FrtyJObCIThkI3DIh2BV9EFTOABL2TzWLHmDjs2ep9VL9Zk2vh6Su+OxlwzBphqITTUYm2oIdtVg7KrBOJXDcChqwJcNpUoxGI9sMCbZRHLvTWdH6Duc/u5bJKpyyo16tDYdpmobeq8DnddFud2KrLKCtOxMEqJ2s37mNHbM/oyLm1ejCBOjCfNt1VsDRViDQygVbaA4NJTjkz7lg3rPcnzaZGRhIorEIkpDgjGLhVg3bsAqEqDZvoODn05lzKuv8kpdP9rX9eOt117hxPx5lIR9hT70azSCbWiEEVSKwqgUhqETRzxOL/YdztOF+n6uFIipFIvJ3ryByGmfsnrKhyTGRHInMx2VTofW6fRt1dpsGC1WiitNnL6aSkDQbpbvS2bRgVyWHMz75d79gRyWHshiec0W/eLELBYezCLgYCYLD2aw5HAmS/ffY1X8jyzbc4GZggQ++WI7E2at5f3ZXzB17grmBaxg5RcrCAxey9btwURG7+DoyQRu37hJ7p0rFN85gOHmVpw3AtCf6orptD+277pjPtUF84kuWE52xXq8G9bj3bAd74HtWH9sxwZhOTwQ69HBWI+PRfft5xjuCCkrPMWN5FPEHz9IxFdfsmHdSpbN+YTZbw/my4/e5uYXy5EHBlGxMRiLMAydWIQxIgytMOSpLf2nwRc8lUEUUgN+SM0WvxjVNjEXNq0mbtMafrx+AVmZikqTEZPd6Tuk5/Fi97oeZ/M6sXhdmB56MVdX4ap6hEVnpThLRvHZZNSHblAcdxltzBWMMVcxx17FHHuFyt3n0EZfpOjIDYrO3kVzIwfb/WJ+KrPxn9aH/GR/iNv9EwarkwqThTKdAVVJOamZ97l49Sqnvj3Fqe+Oc/b8ae6kJCEtekCRVkGFVYvGYkdjrkLvqPr34P/ONenJ24+PwXf/NpvLi9vowpxXguZ6HsWJSVTE3qAs9gYV+26hPXiPkv23KNx7Ee2JFJT7rhIxbRWTR7zHxwPGsXT8p4RNW8rZzTu4I47hwVdHKY08S8nu7yiJuoQ66iLqvRdR7b1A0d4LlEZeoDTSh3/x3gtId53754G/KDbj8an6BbGpv9v82FRmRt9i+d4ztO09ghcbNOOFV9pRp804PhZdYH58AYviclgUk8aiuJQnSmbqlxd4ecxa5uxOJiA2hTl7klgYl/qn4C+JS2VV7FW2xP5AbrkVg9WJw+PG6PFg9Hif6OktfaPbhdnhwGwooFK9AYtyPE75SB/48gG45aNxKIdjVI5BvL413d94hlavNaB96/rs/aYfjpJJuGW9fOArRmL6GXxFTT+Dr+iHRTYIs7I3OkU/zLJxyO6OZ2QPP/zb1cO/sx+Lpr+As/gdjLltsSq6/Qr8bugV7bHK2mCQTGRH8HgU0jwqDUasLhtmx09Y/gD8n+/p290erG4P5qpHGKt0GKouotAuIFvaqQb4F8h63EtkF75GVoFvhZ+e7ystvynJhc24I21O0oP2hH7pT8tWdWj+WjOaNHqFJi/7MWjAswTM68DoEc/z0aQ6XL7dieT81mTK2vuSdiJT2oUMaScypK+TJnuNTEUrbqQ1R1EymuzM4Qg3Pk9s2Euo0oZiUg5CJ+2CrbgH9rLOPDT0xVbUB7NyKAbZOyjTPuPU7qFMHVOHb7a8RFneCKoqxmOQDMImH4FNMRidojvF0mFc/n48fbrUo1PLl+jc3I99X/bEpB6Ppbg7NuVgbKoB2NR9fK+KkTgVI3Aqh9cc3hvMQ9Ug3NJBVBR8wvHEKUTuCuJeRgbFOj1lBh06uxlztQtTlRtjtQet20mR0UiepoKbuZlEx0YSuHQe4fOn8uPm9ajEYkzCMNybxbiCBBjCg9BvDMYi3kHcOxOY+FxdEqZPpmzXTjThEZRtDsQWIqJk+za+mjyJXs8/zxvPPsNrz/kx+rWXOT1vAUVffk1lyHZMwTuoFEZQJgqjNDSUClH4U+BXhkZQKQ7HLIzAKAinKEhA9qbN7J8xnaDPJpMYvZtrd28iKS2mzGxB53Shc9gxeRyYvDbKLSYyCtVsiohixvbzzI7JYPGBPJYeyHsM/s+n95cnZLPkwH0CDuey5GAOC+PuMG/3FaYJDvLJmq95d+56Jn62kPc/m83nAUtZsGIlISGb2bVDSEL8Tk6ePMD5Kz9w734mOQoZpcoCDAVXsNzZjvOHmdhPDMN0qiPGk13QHe6B/eQQHGf6YzvZHevxrliOd8FyvCuWo/2wHhuI9dggrMcGYzsyEMfxoViuTsYu3UVlyS1yFVJ+uJ1C5NGDiPaEsXTtXNZ8/gEbJ44j9tMppH2xAdVmAWXBAvRhYVTW3M//Gf6nwBeHPJVBFIxBGIRBEIJBIEIvCEUiCuTImqUci/6abEkGKn2F72Cx04PF7fWdtalyP5Wlyo3hoRdr9UOqnA+xK7SUXstBd+QOmvjraOKuoYu/jm7fdbT7rqHdd5XK+Kto4q9ScuAa6oPXKDp0nYpTdzFezORfBXoeltiosj/E4qyi0mpHYzBTaTBTVmlAWVyOUl2KqrgYRZGMUq0Cnb0MjbmCCosBrc2K3u7G4PztffvfA9/6q34ffO/TuTyYjDZMhRXoLuegO3ybitjraKJvUB6TRHlMEiVR1ynee5WKfTdRRV5EtfciiiNJxAd9zcaZSwmY9DlTx7/HtOFjCPx4OgcWb+BuyC6KI0+hjrxASexVSuOuUhp3heKYyxRFXXicOvoCxfHX/3ngB9ScqP934M+LucP6fVfoPuI9XmzQjLrPN8OvxTAmCX5gfnwei+KyWBzrg35xbAqLY++xJPY2H4uO4uf/KfMjU5iz9zbzY+8QEJ/+y2p+X+bvlMaq+KtsjvOBr/9vgm9wuzA7LZiNaWjVq7AqJ+BSjPId0FIOwlUDvr3kXZbPfoMur9ej1WuNaNeyPkcPj8ZQ8glW+Qgs8nEYlG9hUg3HpBqGVTEEm2KwD3ylb0vfKhuARd4Ta8lA9A/GkndjEoM6+NG5zYu0b+fHmsUv4Sgah62gLVZF1yew94FvULXDKn+DovQJ7BBNQqmSozWasbkcWFyPsHo8fwK+C7vbhc3twvnQgcGRikInIEc1iCz5q2RJGpFd8DJZBa+SJXmVLMnLZBc2JEvSiPSCJqTnNye9oBmpkte4V/gq13Kbc+ZWV1q29qN540a81rA5rzasz6gxz3M3dxC3s/pwN2MYu/a+zvdX25JS0OYJ8DuQKe1IhrQDGdL2pEnakS5rw+0Hr1Kg6odc/g6l8lmsn/cSG+bVJel0Z5SZfaiU9cJt7IK5/A1MxR2xqntgUw9ELxmCU/URmqwpBM+qz57NdbFIh2JXjMCmGIFVOZAyWWc0xZOYMK4OrzepQ7um9ZnzYVMs6sWYVMOxqHtjUwzFpuyHTd0Tm7I/NsVIXMrROBWjcCqH4FQOxKXoQ3XxeJQZcwgNnMSl81eRFsupsGop0xvQ292Yq37CXFWNqdqL3u2k2GgkV1dJtkHDj7kZHDmSwOoF09m7YDZ3tmykTByKI1CIdfMWikPWUh22He0GAbJQIeKxIxn7TF0CBwzkxvJVKLd9yffz5zKjhz9t6tWlc9NXaNmgHj2aN+To4gDKtu9EsVmIKWQb5pBt6EQRlInDKQsLo1IcgUG0FaNoK0ZROHpxGLow3zP+leIw8kUiDi5axOZPPuXwnt3cuHOTB+XFVDodVFhtaOx2tE4rBq8Ng9dEuVWPzuFid9wRPloVyYytF1kWl87ymm395Yk5LK95Nn9FQiZL41JZsucmy3ZfZUZwAuMDBIz+bDHvTV/E5/MW88WqVQhCtiDaFsaOXdv44Ycj3En6juysZB6olCiNBgr0BvJ1GkzqSxiTw7Ccm4b35GC8hztgOeGP+XgvnKeGYzk8GuuR/jhOdsd+vBv24919HeuB/Xgv7Md64zjWB+exXjiO+aM50RPTj/PwFiRQUZSPtExHXnE5391OYvexaAShG9i0dD5zx45i3Zi3ODxrAXlbglCKBJTXPGVhFIWgEwSjDQnCKBJiEoswhQqeKBijOAiDKBBTSAiGEBFaUTh3Nq4j8otF3Er6gQdaORqvDYvHjdXjO3lv93qx/wp8W5Ub3aMqbNX/4qGpCmdWCbozqVgTf0Qfex1t/HU0+29QmnCdogPXUCdeRX3gKsUJVylNvEZZ4jXK9l+hLO4qRXFXqPwuDUeqioclDh7Zf8Lr+QmHw4Pd6cVodVCqMVNW6qCszIVO50RnsVNuslBmtKKxWNE7LRjcJoxu25+v8D3/ffANHi9GtxeLu+bJBJsbvaKCshu5GI7fw7HvRzSxNyiJvUFJbBIlsUkUxd6gOPo6FXE3KI25hn7/TcoTkyg6eZujwt3sDI4gcPNm1q9dxexPPuajAUNYPHw830xdzK2w/eTsPIMs6jzKvedQRp1DGX0OVfR5lDHnUcVdRBF3+Z8H/sLop78sZ0FMDfRxqSyIT3ncvJi7bD6UxuD35vNCwxa80LAFfk178Na6WAISUlmy/y5L4m6xNC6ZL+LTWBd3j0U7TtHro4X4tRzG9O0XWLAvhYBDfwb9L+Cv3n+T4ITLXM8tQmtxYHO5sXh8nw6Nrp8/MfpANLpdGJxOjE4nFqcWg+UoFaoZWBXjcclH1azohuCQ+Q7taR68Q8CUprRp/DzNX2lAhxYvMfnDxmxZ3Ybd2zpyKmEQyVffRJU7EU3hRIzScRglI3Gpx+FQjsIhG4pTOgC7vBc6eXv08hHs3NyNPi3q0rnV87Rt7ceFU2+hyx+ES9YJm7I7JmXPJ+qBWdkFi6I7pfcDOHpEgLJEjd5sw+72YnU/xOrxYnG7sbjdj99ItppH7+weBw63GbvLiMt5i0rNRu5LhpNe2JLMwlfJfqqXyZa+RLb0BbILG5BV8BpZ+S3IKGhMSuGLpKmac+5eL4aOq0eTJs/QvHFDmjSuy5i3XuDM5eGkyDqSWtie9PwOZOR3IjmvLSn5bX337gvbk1nYlszCN2pqQ6b0DTJkbUmXtyNH5k+etBsFhb3RGCazN7ILs6c8T8ia5lw525lSZUcq1G2pVHfCpOqDTT4Ch/RNXLJReIsGo3/QnvKMLlQVv4ld8SblWYOwF7+FQ/c2e7d1xr+1Hx3a+DGie13uHHkPk/wTzIqhWJUDsSmGYVMMxKbsi005CLtiDHbFWJyq0TjUQ7Cr+2JWDET74BN2Bo4kZnsEBTkaKk129A6774OWx4OlyvvL9x7UXPC0TidFegPS0hLuZaax70AsG1bOQzB/CpcDVyMJ2UypYBNq8XpKxQJKQ8Mo2RpK0daviJ4wifdebsyg559nYPPX6NiqIa0b16P183Xp9lx93mz8GocXzkX51VeUCsLRB4ZiEoZjFIdhEIZiEIZhEPpO41vEEVhFW7GKwrAJhBg2bqFYFMw9wRb2LJrL8rlz2B0ZRdK9uxSoVVRYzOhcDnQuB9bqKqwPvZirfz5B7URrtZKak8uSFUFMXxjEnI1xLNp2iSWR91gdn8aquBQCdt5gquBbJq/6hs8WrGHy3EVMmjWTmUsWsnT9GjaJQwnfuZPIffEcOnmSa3d/JDkzDWmxAmmpElmZAYXGSolBi8YoQ1N6DdfdAGzfj8VyegjOM4OwneyF5Xg3zMe6YjvaA+vRntiOdcd+ohuOEz1wnOiF40TvXzreB9exvniP9MF7pDfOY32xfT8CV9L7mOQJ6PQq9GYHBepK0gsfcP76BfZG7SY4aBMB82cx7d3xbPz0QxIXziZ93UoqAjdgFQowBAWhCwzEIhJhFguwiAVYw0KwhoVgCQ3CJN6MUbwFc0gIuhARBcFCohYEcPnEIfJkWag9Ooo8Zixe33vXXpOjyouj2uOryoOtqhptlRebswrzgzIqz6RiPnQPQ+JtNPuSKI9PoizhJiUJNyjZf53S/dcp2+dLvuccJbFX0B74Ef2BO1Qm/khR7FU0h++gOXaP/0rX8F9qGx69C5fVg8NdjdbmwmRxY7Z40FtcGJwezB4vZrcbi9uFxe3A4nFicTufuv48ldu3y2hz/2rX8Un0PR4snioMHi+aai9ajweX6yFOjR1bXhmmS/fRHL2NNu46hj1XqYi6TknMjd8We42S2CuUxFyiNO4y5QeuU3T2LjdPnOPYkSNsi9rFemEQy5YvI2DmbGa8O4lZ4yex8ZN5nFy3g4yth1FGnUO293sUsT9QcuAKstjvkcVfrAX/j8CfG5/KukPpjJy6iudebkndZxtQv3FHhn6+gU+DDjAtKJ5JG6J4c8k3DJseTrcJS2nW9x2eadYDv5bDmS78lpX7M1gUn8zifU98Ecfvls7axB9Zs+cMl7MUVFqcWJwuLJ6q34D/5CMfJpcDi6Mcg2U/GvV0rIoJuOSjcSqG45APxSEfhV02El3+J3w44jk6vf4ijRvWo3e7xkx+uzkThzSgV+u69Gvrx8COfozq5ceksS+wYXF7dov7czJ+GFdODSXz5hiKH7yNVvEWGmUPtMVv8sW85rRr5Eenlg3o3MGPtKSpGAqG4Zb5Y1H2wKjo/VQWhe85dMm9RRw5tp1irRa9zYHV/RCbtxprzaM5vmrAdz/C7vx/cDn/hcdpxeNWUqbZRa70XTLy/cmoeeQuW9L498GXNiBL8jJZBa+RIWlESkFjrmf24K1JdWn2uh+vvfYqzZo+T48+fsQe7ck9SX9SZO1IK2xLesEbZEjaki5p5zulX9iBzMIOPuilrZ/oZ/Dbky3vzH1pJ3KlXUh50AS1ZjypyZ+yaGYTFkyryw7hq6QljUWjeht9SXes6m44ZUNwSQfiLOyLXdobj2oY5gfDKb47AuF8P/aLurBroz9DO/jRu+0LdGrvR9CqVpglEzGqBmFW9qn5Qp/BvkOWigG+pysUw7EpRuJQjsChHoqtaCCV0re4dfZ9vhZMIy3pHiqpuQZ8B+aa7zewVHkxV/t6/AVHXg9Gh4Nyg4EyvY6U7AwOHYwnaPl8ImZN4fvVS1BtFaAN2YwhJASjQIxBJKZC9CVK8U6+m7+cxT16M75ZU3o+V4+BDV7ig+bNCB07jqurVqP66muKwiOoFIRhDgnzfcFPaCgGcSgWUfgTbcUq3IpVGI5ZKKI0aAv5ESL2zJ/F5rmziI2N4drdZKRlFZQYTZSZTRhrnmz5vcOgRocDVVkZp7/7loAVq3nr03m8u2AzH62K4NPloXy6RMTEGet4e9oa3pu+lKkLFzN3+QrWCoL4Mmo3sYcPcPyHs1y5/SPpD/IoUKsoLFah1lZQrK+k2Kil3ODGaPTgsijw6M6hy9mC/rvRWE4PxHZ6EI4zg7Cd6oP1RA8sx7tiP97jcT7se+I82fepHMd9uY75chztg+V4PxzfD0N3bxmWolM8chZhsTgo0diQFxWTmpHO+YsXiN0XR6gwiDXzP2fJhFFs/2Ai5+fNRbZxI9pgAVZhGHaBCIdIiFUkwBoqwBr6C/gm8RYsISGUCcVcW7uOM9u3k3XvFqpKBdqfHBj+w/d75Kiq8lVdjaO66jH2jiovtqqH2NwPsVTaqbwjpfTIHXRxN9El/Ihm/03KE25Smvgz+Nco3fdL+qN3KTuQRPG+6xTFX0MZ4zt9rjl8h6L4JMoO3MJ4/QGm+8V4ysy4DA487ofoqx+iq3qIwVONzfsIV/VPmBxOzC5HDfROrJ4/wN7jg/4p8N2/3Gb8NfhGtxe9x4vZ4aHaUoU5v5ySixmUJCZRvv86lbHXqIy8Sukfgn/VB37sJUqiLlAWfRH10SRk524jS87m6o0kTl84z5GTJ/nmmz1sXLuBNQuXs/DDacwf9RFrx09l59QVXNqyi7w9JyjYfRpF1FlU0T/8A8Hfm/an4C+MS2NBXBqz9qWz4lA64xZswa9BU15r1pq6zzWnTtMBPNv2/2XvPMOjKtC/HXVdGwKCNOlFREroPTQLLtj7rrs2VERRLChS0gGxK5BeAEmlI+mVlk5JMpNkUqf3mTNzpiXA7r73+2EmISCo+y/vh1e5rt81mZSZc8Jk7vO03/Mgfj0mcsPgedwweDE39F/Ijf1mcdM907ih1xj8ek7h8Q8T+eTHGt6J/zXYV/J2XBlr4or5OOIIR8saMYgdGAXRC0GnG7PDhVl0YRYdXaY7Xqc9O2ahDZ0hGm3T89hkD+OoX4IoW4i9YZ4P+AvQV/+dGaP8uHfInYwYfCePLRxC49mXaT33AueLniI7/WG+D7uPfzz9Z5YvupmAaTcx8/4bmXO/H3PG+TFrnB/z/f14aKYfYWuHELdjDo8sHMDQPjczqM9NTJ34J+rKX8MkmYO74T5sjROwyCZeVsNkhPo5WOsCKNz/ApnZe1GbBYxWO9Zutb6f/5FdQBT/D07xn1z8pwGFfi9V0ucprR5Hee0gKmuHUFU9iipJf6qkfX3qQ5XkLs7WeuFfWd+DqrrbOV55O+ca5vHeJ33pO9CP3n1vo3evXgwd6cdn4QMpPDeJwuoBlEiGUSYZTnntcCprh1MhGekDfadGUFE37LKkwymXXu7gL5eMpKJuNOcV/Tl+rh/VdY8gb/mIrzb78+Lyu1n191HEfD+VhrpFKOvuxy6ZiqN+OjbJFIS6KQjS6Yj1S+hQvIK9+nXW//0OZg26gYl3/YnpI3sxf97NZB+ej7VxCpbme7E03o+tfg62+lnYGmYiNMz0WvfKpmNpmIZVNhNbSwAG2VxqTz/N5nUB7P9xJzXnmpFrvFMeBqcDs8t5hYNhd3UaIplEEbXRSKNCQbW0ltQ9u/j84/fZ8vqLHHz/TQyBG7EEB2MODMEYHII2KIy2oHBawrbRvPVLTn+yjqI1H3Lyw485++kGmoI3o976JarwrejCtmIM2op2fSC64DD0PuCbQjdjDAnFGBKOMSgMY9BmjEHhqIJDqd+2hb2rV7HmmSf5/qsvyC0+SYW0gWaDCbVoRy0KCBc6vGr3dHNn9E19OBwo9FrO1p4jdk8Cq9d9wuMvv8ojL77E8mdf5PFnX+TlN97m3Q8/5dPAIMK+2sZ3MdHsz8gk/3QpVdI6apubadaokRv0yA162vQaFCYdWsGMVjAjWGy06xX8S52BvnAFpmPzseybhpA2A1vqDGyp07GmTsKaMgGrD/BeXY7qrwV8W/IUrClTsKRMwZo8GdveqTiTpmM+sgxb2Ue4W5O45FRitrrQGc20KeQ0NMooqSjjWM5h4hO+I+jjVbz31BN88MBf+HLZI2SufIOmkFBMmz/HGBSMMTgYY0igt1kvZCOG4PUYgjZgDA7h/KZNfPPSX8lLS6VV0YrBZUXrtmO52I7Q7vGpHVtHh9dcy3dfaO9A8HTwr/Z/oa+W03joFC0J+Sgj89DEFqGOLUIZV4AyoRBlQiGqhCJUCUU0RmXQGJ1Jc2IuyqTjtO0pomV3EU3xechicmmJK6A5rgB5YhHNuwtoSj9Oa2YpmtI6LhqcCO2XMLVfwO6+hNv9T5zOdq+pj8vhldvxm4DfXXZHJ/Td3YKVDqzODpyOC7iNbmwSLcrs88gS81FE5CCPyEYZlUtLRBYtETm0/iyyz+kG/CyUkVlodmahiMlBticHZUY5bdWNNLUoqG9spfhUKUePZfPFti8J/nQTH73xLu+8+Br/ePAJXglYzqanX2X3uyFUfJ1Ea9TR3yfwV0SWsCKy5LrAfz26lJcSKlgRf4pla7ZyU/9h3Nl/KDffeR+9xz3J9GdDWf7mdzyzLoEXQg/w8pajrNhykFdD4nn4jc+4cdQS5rzxHSvjyliRUMbKXwH+qvgK3o8/yUdRP5FUcBaF2YXRdhXwHT53qW7AtzpELNYWDIZo9M3PYmt8CLvsQZ+X+lyEhgCEhkXUFT7F+Hv8uG/4Xdw3oicrX7gfvewZzI0PYG1aglY6D5VkAbqG5Wjrn6fpzIvUnnye0rxlHP5xDt8Ej+StF//M8rl+LPL3Y8EsP3re4cf9Y+9mxOBbWTjrZuS1K7HWzaZdNgZ74zgssvGX1eCPrS4Ac91Csvc+S1HxYVQmM0abFbPowPKzq2TvBYDd6cbhdOF22DBZC6luW0GJdBxldX0or+tNZe1QKs9P8JrsdAJf0peq2v6cre1PlaQPlfW3UVV/A5KmiXz59VBGjfbj7n530KvvzQy850+89s49FFQtoKL5Xk5J+nO6dijlEi/s/yvAL5WMpFQyityyuzjTOJay2onUNC5BKvs7gZ88wHuvL+evT41nzXt9yUodh75kBm7ZfOx1ExAaxmCpnYKjYREO2VLcTU8g1D/D6YOLeOOx3tw70I8nn+yPov4dhLp5CLIJ2BonYmuYia3BB/yuKH8yQsNkBNkUnPIHaK2cSUrMYr7c8i5nzpyjWS0gNzsxOJ1e4Hc6GF5LnaUVtxuzw4HSZKZNZ+BcdQ0HUpMJ/ng1934oDQAAIABJREFUoX97ktJ3VtAatB5lWBDKsCDUwYHoAoNRb9hEy8efoAsOpenjdbSt34gqKARlcDiqwGB064PQrA9EuyEYc+gWTOFbfgZ8XXAIhqAQDIHhGAI30xgURuJrr7P55X8Q+dVXZJ04Tk2LnEatAbnFhkZ0oXU6ETo6vLoW8F1egyuN2UT5ubPsP3KIb3du5/NvviRkSxghW8L4ducPxO2NZ/9PB8g/XUxFbQ11bUqaVHpaNDqUZhM6u6WbrOhFoeu+aG7G0XgE+8kNOA4txpM8DDF1Arb06dhSp2FNmdwFfCFtEvbUTnVL4adOwZ46BTHVHzHVH1uKP9YUf8xp/hjSp2BOnYo9aQbuPdNxJi1COPw4uuPv4tZnIAhK7E47OqMBtV6PXK9EqpSQX55D8uFkYqNj+ez9z3j9sYf48LH5fPXsX8h85y3qgzahCQlBFxzs0yb0IZtQb1hPzQcfEvfCC4S8+Q/KS08gN+nRiCJahwOh/cIvAL8Dob0Dm/siF7QOVEW1SPcW0JJQgDIqH01sIZrYAm+Un1iEelcRml1FaHcXIY/LJeq5D3hywGReum8h4c+8TfLHX1G+8wB1MVlok06jSCxCkVhMS3QuLXF5tCWfoPVgKZpiCWKLGY/eySXbRTpsHYiCy5tF7Yrurw98iy+i7y7B6cJ2HeALjg4ElRXdmRYU2WdpST5Oa2QO2u05qHbmoIjKpT46i6bIbFojc2iLzLkK+F7Yy6OyUEVko43IRheZgzo2G9WPBbSdrEbRokJntNJqMCJTazhTW8vRzCy+376TLZ9/wYagYN599z1eevxpXgr4Cx8+/ALxKz79HQM/qoQ3IkuvBL6vm35FdCmvxFaxIu4kzwbu5I4hY+nRewB/um0IQ2f9nTe+LuS9yDJWx5bzdkw5qyLLWB1Vwodxp1ibeJyJfw1hzLPBvBVfzmvRp68L/FUJVaxKqOKd+EreSzjBx7GZRB05SYtR9Dox+Zo+zI7Oj7017k7gWxwWzNYKjKrNmJqWIzQtQpAtQZAt9nXaz8fa8CClRx5ldD8/Rg/tzb3DbmHr2tkIjU8jNj2ArSEAm2w2QtNsrLJ5GOvmYagNwFy3GGPDTEwN87E2LkVoeBKD5HmqTzxJQswsxo69gZGj+zB00C08tvhWdI0vYpJMw1k/EXvj/Vgax3VJkE3AXj8TXe2D7P/xFU6UFaAwWzDaLV0pNavL27PgbY5xY3a2Y3O6EN0qHO7TtMg3UiWdRUnNIErq76K0vg/lknuoqBlNpWQAldK7qZTcTVVtP87UDqDy/AAqpX04WXs7JQ19SM+cwuw5N9O3zx307n0Xd93tx4y5t/FT/iJO1ozjZG1/SqX3UNoN+FWSEdcGvnS4D/bdgT/SB/xRlEpGU1p7L6eqR1HVMI5y6b2U184kM/cltm15l00bPuDN1ct4d+W9xH0+jorMhVjqHsPeOAdn0xycTfNxNS3EIVuMSTIboWU+yvNPE711PH/9y81s3zQBXcXDiLIF2GWTsTf6Y5fNwC6bhU02C5vMa8frqJ+K0OCPUfYgpdlLCdn0MOmHkpAp1KjtbpR2EZPP38DqdiN4PF1v1tbOW19Kv7OnwupyYRSdKAxmmlVaquskJCXvYeu6D/n+5ec5/MFbyLYFowjbiHHTeqwbNmHeuAlj4Cb0IUHYv9iGPjQE5aZAVEHBaINCMAaGYQoKwxgYjnZjCPqQcAxhmzGEhGMMDscYHIpq03q04aGotmymPjCM/e+t4f1nnmRHeDinT5yktrkFneBAZ3eht7sxudoxu73HL7R7sLW3d4HH6vGeX6dNs8Fmp0Wlorq+npNlpeSdKORwdgaHcjIoqa7iXEMtNS311CmaaNXrUJqsKI0W2vQGVGYDelHA5BIxul3oPBcwui7ibnchCg14WnbjPvUO5sMPI6ZNxrV3BGLqBOzpU7ClTsGa4u8FfuokhPTJCGmTsaVNxr5vMuL+aYj7ZiDum4YpaRyOFH8cKf4IqZMxpU3GkD4VQ/p0zKkzsCXPwrV3Fq4fZ2FJnoH64AJc5zfyL30+HR1GrE47GosdpcVFm9WORNNKpUxCfkkJu1P2sf3rrWx8+x+8+cgCPl7+AN/+9VnK1q2nZmMgdSEh1AZu4tzG9Rz/aA07nnuST59+hIMp0bRqW1GJAlqPC73bhb39wuXMUCf0Pd7mPaunHWfHRdyOi5jLmlAeLKMhMZ/m+HzkMfmo4wrRxOajjclHF1OAOjYPRVwu8tgcWqOzUO/OJ/X9LQT0HcPoP93Ffbf0I6DXaI6+/xWGXUVYdp1EH1OIYkc2yogc1LEFtMYV0LK7CM3hSkxFddilWjwaEbe9HZMoYvU4vfV7189T+tcbwbsc9XdmJt1YnR6vdbDVhc3owFTZivynChoT82mJykGxIxvtjhxUETkoo3JpisymJSLbB/sc2iJzr4rwvVJGZKPZmYUmIhtVZBbyqEzqk/JRnKhB36imTaVDptHRpFIjaW6mvLqGn/LyiE3ay+fff8emTYGsXrGSV594jpfmL/39Af/NnaWsiDzN61Gnr+jMv9r29vWoKlZEn+DlrbvpO3Iyd/fsR88eA+kxagkrvj/ByzvKWRVXxduxZayKK2dVXDnvxlewMrqM57ZmcvdDa3kzqoTVideGfHe9k1jJ6sRTrE3I4/v9RTSbXBhFd9doy2VdBr5JFDGLBkzmHEwtH3lB3zQPa+NiLLIlWBrnYGmci6V+KT9+O5X7BvsxfFBP7h3sx97vlmCpX469folPi7A3BPjKAF7bVbF+LmL9PMS6AMS6AJx187HXL0QnW0px/jKGDfVjyPA+jBlxG6893QND60MYJJOwS2Zha/C/IsK3NY7HLpuC8vyjRMe8RUnteVSCiFG0YXLYMTtFLF3A910pO1wILhMmRzFyYwjnpQHU1I2mUnoPJXUDKKkbQGndAMrqBlAh7UeFtB+Vkn5e4Nf0o6Z+EOWSPhSeHczR8sksff427ux1I/36DOTOHrcxbvxN/HhgCifPjeNE9QBKJPdQUjucspoRvwH4I3yw937sBf4oH/BH/0zl0jGUSsaTX/YQcYnrSTlwgG8Tolm/5WNWv/MAq14dQtrOh2ktfR59TQB22TxcLYtwNC1CbJqPrWUKlqYFXFS/yrkjS/jho4FkRPbHdH6RF/RNk7A3TsMum4VdNguxYRbuulm46mYgNExH2fA0MRHL+XZnIAUVp1GJVtROBxqX2FWrFzwebN2Ab+m4DHyLy9X12vPKjdHhRGky06xWU3quin0H0whas4qQvz1N7qdrqN+0DuumDdjXb8AUuBFN6CaU4ZtQhQejCQ9GGxqCLjQUTXAI2qBQdMFhGIO2YArZiilsC6awrZiCt2AODMMYGIIyeAMNIRuQfLmFhFdfYe1zzxK+NZiMrJ9oam5GpdVjEBwYxXZMzg6sbt9+Bt/52LuiTY834vel+YV2DxaXE53VikKvp0WtQtraQr1SQZ1aiUyjokmnocWgo82kQ2ExobPZvE2zjstLrUwuO0a3G53r/yCIF/BY6hFbduM8+Q/aj0zHljYBa8r92NMnYk+bhD3dH3uaP0LqJKypE7Gm+mNJn4I5fQqWfVPR7r0fy/5ZaH6cjSltPub0qThSJmNPmYIldSr69Gno0mdgTJ+FOX02ltQ52JPnISbPwpY6GfO+yYjZj3LpbAgeSwV2twazy4VW/D+oHf+mzWpHptEgU6s4XX2OnJws9sTGsCVoA6tX/oM3nn+MDcuXEfbYcsIfe4ywx5YT+Ngy1j+7nHWvP0ds9DakinOoHHpUTiumf3Zg6nBj77hwZTmo3YPd7cbmcmN1t3Oh4184VTZ0P1WhTy1BsauIlrg8FHH5qOMK0MTmYorKxRKdjz42D1X8Zei3xWbSlpTHE/fPZOTtfRh44x08eM94GnYcwpx0HMOe4+gTi1FG56OOKkAXXYg2ugBtVAGamHw0SafQZpzBVNaI0KjBZRW54GnH5nRgdTux+poN7R4PzosXES9d/Pmc/VX1eovLuwvA7vDgtLqwyE0YzrehOVqFOvkUith81JG5qCNyUUbmoIzIQRWZi3xHFm07s2iL7IR7zjWliMhGGZGFItIreWQWLVGZqNJPoTshRStTo1QZkWv0tKl1yORKqusbKK06Q1ZePmn79vHDDz8QFh7OJx+t/f0B/62dZbwedYrXo0/9IvBXRFexIvoUr3+VyoBxsxnUbyh39R7C7aMW88b3xby8o5y3E8p4O76YVfHHfTrBqrhy1uyp5uF1KaxOPMMbkaeuC/xO2853Eit5f3cp63YV8+2+EzSb3OhtVwLfO+bi8gHf+zWrw4DZlI2xcQ32xiUIzXOxNC/GLHsAc9NszE1zMMuWs/a1HkwYcTMj7rmL8cNuIHvvciz1y34d+HULEOsWI0oX45Quwl73ANbWJ/hp3yKGD/Fj6Mi7GDv8z6x9/S5MbQsw1o1DqJuCrcHfuzTGV8O3ySZhb5iF4vzzbN32d6pblKht7RhEW9fcq8Xt8L5xOj2YnW5sbjNC+1mUwtdU1j1MefUwJLLBnG8cRFk34JfWDaC87krgn5X0oaL6NiokQ6mQPsLasDHc3sePXr1u555+/RjYz4/NX/hTdH4sx2vuplw6nArpWErOjaGsZvSvp/S75P1auXTUbwJ+QeVSkvZtpkEh55TkLIcLMtgR9RWfffwU61YuISpsIWdzlqGuXo7Y9ii21gXYWuYiNAZgaVyCp+0xHLLHsEmXc7HtGRyyh7DLZiM2TUdsnOEbv5uDKJuDq2GO1/Ww8WFKip/hs40P8VPhAarbGtG57ejcdu9SJo+3M/9yGvYawL/GDLLZ4UBrsaC1WGjTaqmpk3AgeS/hb7/JFy8+S+GmtcjDg9EHb8IYHoQmbBOq8EAv8MOuA/xgL/ANIZsxhWzBFLgZ08ZQ9JtCUHweRvXnwSSsWsEnTz7G1vVrOZx9GIlMikqvRm+zYBSdGBztGJ0XsLov+FLIVwLf1pni7wZ824UO7/SLQ8Qo2lGaTagECwqbBaXVjNJqRm2zorEL6B2iNzPQ7kTocGO74EbocGDx2LG4nLiFdv5lk2OticJw4lXMR+dhS5uAaa93ll5IHe+Fvg/8QurELuCb06dg3jcN875pGA9M49TWwRQHj8e8/0Xa9szFkjoLIXUm5tQZGNOmY0qbhSltLuZOpQZgSZmPOXUexrSZGPfNw/TTEzhlsVwSynA5lVhcbvSuf6FzdqAWRPSiC5UgUK9SUSqtIfNkMVHJuwn8PJgN763iw1f/zsoXnuKDV/7Kx2+8TNCn75GSFsfxM8VIdU0oHDrULgvmf7oxd7gQ2tuvC3ybq51/ui9hONeG6UgVpuQSVAlFtMV7u/LVCQVoYnMwxuRgislDF5eHKi73cpQfm0na2q2Mv70vY3rezYSeAwl57i22PfUWKyY9wOvTHuGdBc/y/avrOL5tD9q9x1HF5KKNzEa9PRNtTD7q3UUokotpO3ACz5kWXDI1F60uHA4XgsvdNRlk9UH+emN33r+HyzsA3DYPF41ubDUqlBmV3r6EhCJUcd5mRFV0Hm2ROcgjs5FHZNO8PYOWiIyu9P31gN8WeRXwIzJp3XmMxuhMmtKPY6xoQmg1YTAK6ExW5GodCo0ehUZPs1xNfVMrhSdOcuhYBtHxu36fwF8ReYoVUdcDfjlvRJXzRlQVb0SdZuV3Bxk75xFuvulW+vQZxp8GzuKx9em8srOCN6J943ldOsnqxCre8a3OfDfem67/deBX8dHec6zbdYqwxCxq5DZ0Vjema0T4ZoeIWXRjFj1YHXpMxkx0Dau7AX8JZtlDmJtmY5cvwNSwjMfn3c7Ye/7MqCH9mDTmBkqOPY2l/pHrAt/eMBe7bCZiwzTEhhmIDdNwNkxFbJiDpXEZiRGTGDLIj2GjejN8oB9xX0xGI5uEvWUs9vr7vbvgG7qpfjKCJID6kmfZuu0talvNaISLmESbtzThOy+jy4pBdGNxuLC5W7BdOIxE9TfK6yZSUTuQc5J7qJQMpKwb7L3AH0CFdACV0gFUSgZwTjqAqvP9qJHNYfPXY+k7yI/be91Iv353MPieG1ixagCnaudzsqEHp6W9Ka0ZytmG+yivGUZlzQgv6GuGUVnr3ZZX/jPoX6lyyagr4F4uHUOpdBSldaMpkXp1SnI/uWUPsj3mI1q0KmQGNWebm8gpPkVycjTfbtnE+lXL2fSOP7u+nUt5zlK0DY9gVy3B0rIQS1MAtsZ52BrnY5MtxNGwBEfDYkRZAKJsHmLjXC/sfcB3yuZgqZ9L6/knCQuZQczuzVQ2VNNkUKNzCD7YO7wRfvv1gX8F9LunO51ODA4RjdWKymxCaTByruosx1JS2PLOSkL+/jT5n71P4+ZNqLYFo9ociCYsEHVoEOrQENQhoWhCQlEHBaMJDEEXGIwhKAxjcDiGIG+d3rAxHP36ELQbQqgND2PX26/z7mOPsDVoHZn5GZxtOI/cqEFnN2EQbRgcTgxOD0Z3O0aPB3O7G8tV9eRrAb/rPN1uLC4nJqcDjU1AbbOid4pe3wufjG5vt7/Q4fIB34XQ4cDaLuJ0WcHURHt1PKbsF7EdnY0t3dtxLySN79Z9P7FbPX6iL6XvjyV9Gpb0GVjSZ2A6MpcjG0awevINHP4ogNa9z6BJXYgpfR6GvbOwJs3FmjTPC/i0AMxp8zCmzUO/byb6fXMwpi7CkrwQc8pCTFmv4qn9gX8Lpbg8WiztHgyODvTODnTODrQODyqHE7ndjsxkori2lvTcTGL27uaL7d8Q+nk4X3z3NRFxUez76RCnzpbRbFShcVjQOQW0TgHrP9sxtzuxeTw/A77g9vbjOB3tiCoLysJztCbmoY7LR5tYjDq+CEVcPsr4fNRxeehi8tDH5KGOze3qzm+OzECyfT/P3T+HUXfcxdBbezOl92A+W/wcIQ/8jbenL+XB4VMYc8cAxtzej1n9R/DV86to2H4Aa2I+uugsdDE5qGNzUcTm0ByTgSq5CENWBfYzTbS3GXHb3YjtF3B0XMQs+sZSnU6v97+7u64EvtNxAVFtw3ZOgTVHgiqxyBvVR+aiiMyhOTKbpuhsGqNzaIrKpjU6l+aILJoiM2m9HvAjOzv4vY/RpYgclDuzkUfm0BiTQ2vaKXQn6tGrTFhtbnR6r+GQUqunSalEplQjbWnjnFRGxXnJ7w/4b0eW/wfAL+XdHRlMXPwUd9zRm169h3BD36k8vj6VV3dW8EZUJW/HVFyhVXGVrIqt5J24yusC/+24Ct5NqOTdhApWJ3qtOz/ee571u0rYnJBDTZsdjcXTbRzP3TWWZ3SKGB1uTM4LWF06zPqjaOveRGx6AHvrXKwtizE3PIxVNhtH2yJayxYyY/QtDOl3I8OH9mam/000lL90FfAXYm+Yfxn2DXN9qeEZiPXzEesW4Kybh1i3EHX1Q0R8NYFhg/0YPKIHE8fexJFdATSfH4ajbQSibAy2+onYZJMvq2EaltrF1Je8TFRMIDXNAlrh0s+Ab3JZMYoeBJcdo1hKqyGMUmkA5dKxVEmGcfb8fVTWDqOs7m5K6/t1qbyuPxWSgZRL+lEl7U9lzUBqJDNITh/H+Kl+3HaXH336/ZkBA/149Ik7yDk9n+PSOzndeDOldf2pqh9FSc3dnGscRFW36L6ydjjltf8F4NeNorRuFCXSkZTUjeSUdCSnJPeRkjWL76LWoLWZUDlsNFvMNGg01DSeJScri70xX/PFZ+8QuuZxwtZOJDXen/ozizC0zsbSMhOhaQ422TwcDfNx1Qfgql+Es34RLtliXLKFvrW3cxDrZ2NvmIO+fiFZhx8gMOwJTksrqdfrUYtWLB0uzO1OzO1OLB2X6/W/BPzuzXtdXftdBiXeplK5Skf12XMcTUti05q3+frVZzjy/mtUh36GcksQutBA9CG+yD40DHVYGOqQEHSB3t323np9GMbAUIyBoeg3hqDZEIJ8UziHVr/HZ08+zjdhmzhSnEFJUzVSRRN6pxWtw4zeYcPgdGJ0ezC1ezB0uDF2uLG2Xx4P+y3At3aO7LmdmDxX3nZ+bHF3/v5cWD1ObO0ObB4rF5xyLp6LxpzxEro942lPHo/H13V/5bjdZeALKZOwpPpjTp3SDfjTUaTNpHXfCyS/u5RlvW8g/IkBlP0wA236g1hSFiEmLcSeHIAlJQBTynxMqXMwpM1Be/BetAcmYExbjG3vUhxJD2Lb/yCW3BWIdXG4LGdxddgwiu0YHV6Z3B5MrnZMzgvoxXZadGbOt7RxvqmFwvIKMo4XU1BeRmlNDdKmVuQqHSqtEZNgx+R0oHc5sFzs8G6xvHrCw/f6sbnctNvb0VQ00LSvCEV8HprYfHTxRWjji1DG5qNMyEcZn4c6Lg9tbB6qLuBnoUosIPYfnzD2zz259+7+TB00kuT1X6FIzMUQl0NrfAbHtkSxctnz3Nd3MKNu64P/zX35ZPajNH2XhiLhGG0JmSjis5HHZtESnUFzbAZN8VkoU4qxZZzFIlFgMgnYHR4sdhdmp9M7hud0dHXzW1y+iRa3y1e392DT29FUNtJ04BSa3cfR7chB/10W2h+8vQQtMbnIYrKpi8pEuvMYioRCWmJyaYnO8uo/AL4ywtv4p9qZQ9vOLFqjcmhJOo6iugXR5MRmdWAWHOgtAkqDAaXJhNJkok2tp02u//0Bf8DMV//Q/4caufDvTHn0aR56ZRmffjGLQ8ce45FHenNXvxu5o/9tjBh9B9Nn3EB+yYMcPz+CCtkwSqUDKJUOprxuGJXSIVRJ76FKOowq6TAqJUOpkgyjSuKt5XvVDfJ1o7rW5pZLxlDhU1ntaEokI6lsHENx9T2UNA2nSNaXE01jiU95jn1Hf0AvGLF0XKLNYqVRr6FFr6RGVktldQkZ2QfZsSOcdZ+9xIcf/YU1700k/6cA1NLHEWSPIEjnYqudhkM6DYdkFh0NS7jYvAxP0yM4G5ciNizBVheAte5Bqouf4tttS9l35EfKGtU0mcUuaJmvEdVfT7bOmWqfrvWGbnF6y0xmu0htnZSDR/ezLXAt6/72JAc+WY16+9fowkIwBodiCA5HFxKOanM4qrAw9MEhGIJDMAWHYgoKwr4hCMvGQFShoZwPC+foJ5/y3vLlfBsYyOGMg5yor6TRpkFns6CzWTA67d5ykO+8OmX5jed3BfS7lTeuWdboWtnsxurqQHT8k4uiSLumHFPFF1j3L8W8dxq2pIk4kyfhTJl0BextyRMQUif6NAkhxR9r6hQsaTMxp83GlDINS/oUpHFTqdv7CoFP+TOlhx8Te/sxf+QNpGyYju3gEwgpAVhTFmBOmYM5ZQ6mlDle6KdPRZc+DUNqAELKA9hTAhDS56BLfxhtxko8tTH823we0erCZndiEUUsHrvv/7Mds8uD3uZAK9hoUmtpUut9t1padQbUFgGtRcBgs2O0eQ2bzB4Xlg4P5iua9S6/TgxubzOc2KJDvq8IRUwWmtg8NHF5aOML0cQVeoEfX4AiLhdlrDfSV8Rmo9uVjyYhjzMRh1gyeiaDevei/003Ef7cClrijmHZXYQuOht1tHduvTEmg+9e/5RBN/RgxK19uO/PvQh54u+0xh2lLeooiphsFDE5yKOzUcbmIo/ORBGdgyI6h4a4TORHSjBVNmJXW7AJIjand8Nf52pfo+jN+Lg8HbRb3HRoRIzF9aj3laLcXYw6rgjVzjxUO71wVkTm0Bad6wVzVA4t0bm0dZP8Kl0rpd+Zzm+LyKYtIrtrJW5bhLc80LozG23qKdqrFFwyuLHanOhtNoxWK0ZBQC8I6KwCeovtD+D/of+PNeFBevcfyp39buGeYX5EJcyhVDqT8oYRlEpGUS4dTpl0qA/4w7pg3wV86X8O/PLa0ZRIRnFaMozShuEUSoZyXDaOtKIJhH7xPKerstBZTQgd/0IlOLyWrzYzSrOOJlULNY21FJ7MZU9qHF98E8qnn73C+k9mEvnVFCpyl6CteYAO+RI8rbO52DaPi/L52GUzERpmedP9TQsQmhdjbnqStNhlRP7wLmVnK5EZnLQJ3uVLl4Hf/j8HfJcvSyPaUOi1VNac46eMI2xd/zGfPLGMpDdfQ/HVNvQh4RhDwtGHhqPZvBltWLhvzj4Usw/4wqZN6IOCkIaFcnDtx2x8/gW+CQzk6KGDnJGcp07bilI0oRet6EUrFrfj8jF1zXu3/+bz+y3Av9ZIn81pw2Mz8C99NY7zMWiP/QP3/tnYkyYhJvnjTJmCPXnirwB/EmLyRBwpk3EkT0UTPRb3vnnUJz/De4+PZOwdNzD0Nj8mDrmZV5b05uQX83CmLcSdOgl76mTMKbMwpczElDzbe+uTOWUO1rT52PbNwZo+B2P6EowHn8OZ/xGeswlc1DXzb7cRh8uI2WPB3G7H4nFidono7SJaQUBjtaK2CKgtVjRWAa1gQ293+OR1aLS4XVh8fSDXA77F6US02NGX1KJNLUIdlYnOB3xNXD7q2AKUsfmo4rzAV8Tmo4zLR7OrmLrvj6JKKib8+XcZdWd/+vfsQcDwMeSF7kCf6LXh1UXnoI3KQh2RgToii5Kv0nhyyoMMubUfo3v244Fh46jYlogiKgNFVCaqmByUUdmoY3NRRmWjis5FFZ2LIiYL1d5CFEdK0JTWYVcacDociC4HNodvza/Tiehy4xZcOJqMmEob0R6sQL27mLboPNRxRSgi87zReFQuiqhc5FHdgP4/APzukvsuAHTReZgOVmA7r8SisWAV7JisVsyCFaNgQW+1oLNa/wD+H/odaNwUPt4wkrKapVTUT6RSNoJSiXeO/lqwv0K/BHzJaMol1wb+8ep7OC0bSd75+yg4t4wtPwSw9auPaWipQ2MRsHX8G43NuyvB7HJgcjkw2KwoDBqaFC2ck1STmZdFTHwkgSHvs3LlPEI2TuBIyhzqShehrZ6PIAvA1jRTK8TUAAAgAElEQVQbUT4bU8tMtLJZKCXzUNYt5dypx/km/HEOpkfS3KbE5PKgE+2Y3L6IrN19uWv9PwR+99E9a/cI2DfTrLWYkOu0nJdI+enAQbZ9+BGBzz1Nxrq1yEM3owvdjD5sC4ZQr4WuOSQMU0gIpuAQr+FLWBhNYWEceX8NoX99idDV73PkwAGqJbVozHp0Np/vudOOySkidJUfLqftu9L3/4Uo/5qjid1ku9CB82I7HnsTHdpc7NXfYch5FX36Ypxp0xGTJuFI9gJfTJ6ELWmiV8leCZ1KmYQ92R9n8ngce8fg3DuV9v3LaYp4iLcW92VYTz/63ujHkNv9eGhaDwp++AvigRe4kPIAntRpCOn+mFOn+YA/60rgp87CkuaFvTl1LuaUBVhSliKmPYv16GouNKSDq5YOjxK9w4jBbcPa7o32vc2zdowOB0aHq6u0aPbJ4vZgcjowOR1do40Wn651ceQSXYj1KtoOnUT3YwHqmCw0cfldUsfko4r1juUp4vJQxBWgjC9CHnscxZ5Ssj/fw4Jh4xl2ew8G/vlmwl58lcaYw2hic9EnFKKNzkMblYMmMgtNRA5tu4oJfPY9Bt10F8N73s3oW3qS/m4I2vhc5JEZl4Efk+cFflSe178+KpvmuCzqd2XTevg0wtkWPKIbu9OBTXRgE504HW4uie242oyYTzUg338a+Z4i5HH5tEbl/gz4XdD/XwV+FoqdWbTE5SL/qRxLtRyX0YbVJmIRBEy+SN8gCH8A/w/9PvTQyy9y/Oz9VDWOoqR2IKW1g71e+NKhVEqHUvUzdQf+8OsCv8IH/E6V1o7itGQUJyRDKaodQv7ZWXwTs4TX3nicQz9lIJNr0dvdGF0XMDjdmNxur12yw4FesKG1WtGYTGiMJhrb5JysPM/ugzls/eFL1nzyJGvXzuHr0PspOjgXXe2zaOuXopIF0CyZTVPtAzRXP8vpvCf4bM1QdkWHU1VRhVppxCpasLpsXW/QQrvntwPRN7Jnuwr4lm7A987qOzA77BjtVvSCgNJgobFJTsbBI2z95GMC//Y8Jz/8iLagUAxhWzEHb8ESvBlLSBiWkFCMQcEYAkNoCgoh+4OP+Pqll/l8zUccOXCQiprztOjUmOwCFlHA6rB5xzndLuwXL2C78N8H/C9F/VZf7V7weHBcuojgtmFpPoaxcgPqrGUYD0xGTOuM1P29SpmCmOyPLWkSQvJlWZO6AT/FH2eKP/akcZiSFnHmh0f5YNHd+Pf1Y9LQHgy6wY95Q2/hicl+rHvgdva+NIriD6Yi274Q3YHF6FOnYUiZgTFlxjWBb073pvstSXMQ9y7kwp7FuFOW4TzxERea9tDhrEfvNGP0OLB2OLB6vH0JgsdrR9y52tXsdHvHZl1ur4/B9UyafGOc5m474d1GO6bCapTJhWgT81DHZqONL+hSp9mOJr4IZXwByvhCVAnFtEWfQplaw5tL/sboXndzb58e/GXsWIq2bkcdm4E22uuvr43ORxudiyYqG3VEDm0x+exZ8xVDb+rLoDvvYvjtvdj26KvXAH4+yqgc1FF5qKLyaIvIoik6i4boTBpiM2lJL8KqNmK1CV7g2524BQftrQZMJXWoDpSg2lWAPC6Ptq7RwsIu4Ct8sL8a+FdD/r8C/FbfrSIix6dsWqNzqE/MQZ1ZibG2Fb3RjNVuw2TzymwX/wD+H/r9aOmrj1JafTdn6odQVjOQKumQX9DVkf6wy8CXjPam87sDv7M7XzKS05IRnKgdQdH5CezPDeC5l+5jz96DnK2V06y1YPH8E7UgYvFcwOTzHehcoWkQnZhEJwabiMZspUltpKxZT25VNdFJCWz+ch0fvPswn7x5H19uHE/+0WXkZQRQVfIY+1MC+H7bTN58aSRfb11BcUEeba16TCY7epMGe7vo7bK/KvX6m/VLwPe4EDxOrG4HNo/XplcrOFCZBCrPV3Po0AFCPnqfLQ8/QP7KVciDN2MM+RxL8FasIVswhm5GGxKGMmQzhevWsfX5Zwl6/TV+OrifkrMVyM0mb4bCISKIdqwO7/z7/yvgC+1uTE4R0X2B9gsiOk05yuNBtB58AGXavdjSh+BKGYkzxb8L+GLKZOwp/l7Qp/ojpPpjTZ6ENXkK1uRJmJPuR0iZiDV1OsZ9i2lK/RuvzO3NmNv98B94B2N7+PHKvLto2P82NT8+SdXOv7LlwQE8dLMfLw6/ka3P3Ik89WG0KQsxpM7GlD4NU8o0zKmzuoBvSvVG+NakOTj3zuXSnnlcSJ6P/dgT6As/psNYhLNdi/2SiK3Dg9B+AcHtQXB70/ud0O6+i+CXYN8d+FaPG6voxNNqRHfgNNofC9EkeEftLgPf564X6wW+OrYAVVwBqoQiFAklFH5+mPt6jWRwzx6M6XkrO95ajWrXT6i2H0UXlYciNh9NdL53w15UDuqoXJp3ZlH0+Y/cd8cgBvTsxZAed7J29nJUMZm0RWSgjMqmLSITVbQXzKrIXB/wvdCUx+ahSiygZVcOrbUyTCYLDtGJw+akw2BHOC1FfuAEzXHZqOPyUMblI4/PRxlXgDqu0BvVR+Ygj/4F4He7GLji61E5l+v9VwA/+2fAb/UZ9ygic5BHZtEak4UsOpPGxGyaMkrQNSpw2ZyYBW/5xWj7o4b/h35nWhM2nyrJICprB1ApuYdKyeBrqlwy1CvfRrzLRjsjqZDcS7l0LOXSsZRJx1ImHd2tM38Ep6TDKKq6j33HFrDyvUls+yaQnOLjNGm1qAU7Jne7N5Xvacfc7vZ1gTswdY39XN6IqLcLtJkM1CsUnJHWcfCnY0RGxhEeHMrKt55hxYqZvL96EmtWj+OtFf6888YyvggNZX/yURplLajUOiyCA7Now+qyXzFT/LPxqf+Wum1Ea/c+ttHlROdwoLIJlNefZ//RdH749H3WL19KxAsvkLnyXc5/shHp2g2cXbeBn957j7g3XmPNc8vYEvgB6WkJnDxzkkatAr1DxOB0YfSNSVk9zuum8f+nUvrdL2yEC+2YnU4uedy41MdpOfU2xv1zcKT4Y0+6H/uP4xD3jEP8cTz2pAnYkyZhT+5syrssc+oUzMkLMKfMQLf3Pmz7pqPYE8CJ+Md4dlZPxve7kWG9bsR/wE189txgalIW0LpvGprURaj2Pop6/1MUfbuAV6bezIKefqyZ24vSLx9CnRKAcOQ+dEnjvLBPnYMldZ5PAQgp87CnzENMXYCYugjHvqXoDr2A7sRGXPJU3O31iBdERPc/ERyXsDo93q5095X6Ndhb3W5sDl8q/8I/MbVo0eecxbS3GEViPsqEAlSx3qi+U+qYAjTR+ZiiC9FF5aBPKKYtOpeG+BxWBjzFfXf2Y9jNN/OPWTOpjz2GIbIIIbIYQ3QhyjjvRYL3cfJRxxQgj8knd3MC9/boT9/bbmN0375898xbyCOOoY7OQRmRRdv2n1BF5qLYmd2Vfm+L8BrgqGLzUcbm0pyYTW1lDe3tF3GaRcxNWvQnJVj2laDbU+jd4NfNJ0AZm4smrsD7WFE5vxjJKyNzMcYVodiRRfWWVBp2HKPm+0M0xmYhi8ukISYTafQxyrYmIfv2CJq4QlTRBTTtyKBlZxatEZm0RmbSGukFf3NkJi3RWTRHZdISnUlbfDby1CLs1XKMegtyu4De7vgD+H/o96eM4hFUSQZQJRnkhf81VC4d7NPVwB9BhaSzYW80ZdLRlPpgf7p+JKekozlV609ByUN8/Nk4PvnseQ4fO0JNYzNNOg1a0XZFp3ynTB6Hdy6+Q8TcIWJ02zG4bBhcNnQOAYXRgMYqUNvYxImKEg4c288PUdsI/fxDNga/yfoNrxAa+g7bvw8l49hBGmQNKDVqDFYrVofT62TomyH/T0Fvafc2sP1y1/vVwHdicjvQu+1onBaazSoqG86SkXmAz0PW8+HLf+XjZ5/gs8eXE/rII2xc/girH3mA9597ks2bPuLA/j2cr62gRd2E1mzwLo5yur1WwO0uLB1uhAvXB/3/JPCFdg9GjwvHpUtcELRoynciz3wCa/pUXCkTcewdj33P/Yg/jsd2FfA7QW9Jn+LTVEzJ8zCmzsSwby6G/cs58f1fWDrrdgb3uJFxg25n7MAb+Pzle2lNDMB5bDb2ff7YkwMwJ89HkTwFY9Zj5Hw1n4V9/Zjb04/V8/5MQ/wiDKkTsaZOw5o65wrgW9MWeJW6AFvaAuxpi7HvW4r54NPoM97AcGoTptZDOGxtXPBcwmb/N1ZnOxa3t6ZvcYvdgO/06ReAL3q78h02N6ZzLRgPlWHcU4x8VwFtCQWoYvPRxBZ1qRP4xpgCNFHeNL1yVwGHN37H/bf1YVyvPkzs2ZuUT4NQxOVijD6BOeo4+mjvsh11rPcxFTF5KGLyaEsoYMebGxhx+13c07MHY3r24uCaMJp+OIQyMgtlRBbyHcd+BvzOW3Un8BOyqS4sp93kRGhQoz5dS+uhk6gTCmiJyqQ5KpO2mGyvorJQRmajic5BEeEbs/uFFL4yKpfG739C+sNRwh55k4f7+7N0+FRenP4Af5u2mJemLOLxEVN47b7FHHnrS5p/yKJ1x2VHvuZI7/NfSy3RmcijMmmMPErr4VPoqtsw6a3YRPcfwP9Dvz89v/phn0nP1aAf6JMP+JLrAF86nPK64ZRLh/s6/UdTKh3L6fphlNRNIL9kEWFbZ7J27bPsTf6RyvNNaAQ3BqfTG6m6HNcHvm8+3uRxdDPHcaJ3imhFEZVgoc2sRqqqo6rxHEcKs4hPTWbP/jSyi/M5U1tFQ1s9KqMKg82CyeG4IiV7rTnp/w7wLzf0XQl8ocPVdQ4Glx2t04raZaW04RyHCjP4PnY7G4I/5YPVb7DxvZVseH8ln6x5m+++28ahjINU1ZxBp9chmC2IVhG73TvLbW53Ye7wSuhw/a+k8K8ljejBcfGf6BuKaclYg/HwQsQ0fxwp47Enjce297KuBr6l0zY3zR9z8iT0u6ehTZ6DbM+DpK2bxdIxf2JAHz/u7X8r4+70Y/fGAExpy3HtmYh992icqf44kmcjpk3HnD4eZcp0dIdfZNWCXozrfSPT7/TjyPrJmJMWYUubiyVtzmWlzr0M/LSFWNMWYU1djC3lYYT0ZZgOPI3+4Isoi8No15TRYTHisF/C6ujA7BYxeeyYPGLX6/O3AN9qF7G73Fhb9RiyqtAk5mNILEK+q4i2+CIUMQXdgF/oi8zzUezMQ5t4nPqdR6mPzeAfUxcy/JZbGHrLLbyx+BGksftRR+ahiyxAE12IJroQbVQhmpgiVLGFXSnx5l35vDb/UUbdeTcD/3wrcwcPp3ZHOsbdhch3HkMVmYViZ6YP+JkoI7JQRWajiPRuslPH5COPzqZu51FqDh7HXNGMIb8G1aEyFLsLUcTnIY/PoyU2m7bYHOQxOagistBGZKOPyPOuvo28PvA7m/l08QVo9h7nbPwx/hbwOINvvZtBt9/BsFtvZeQNf+Ivw8dyaO02dHHH0cQW0bYzB3l0Di07s34G/KaIYzRFZtASmUFrZCaKiEzatv9EQ3Qm8sMliNUq2u0dfwD/P1H4jn0AhO/Y97OvVdY0U1nT/LPPX/2vVWX41edpVRnIKj57xf1r/dyrn2wH4NVPtv/sGLv/u9bxZhWf/dn3/dqxAyTuL7zusSbuL/zF33/347jW81/rOH/r+fynyi8fcg3gD6BS2o9KyUAv7CVDrgH8YVTUDaHcpzLpYEoloymT3E9J/RAKz4wjInESq95eTNSOGM6eUVHfZEdjdfmMYZy/HOF3A373zxndTrSiiEKwIrdZaTQZqFUrkGiVnFU0c66tkTq1AplGQ4veiNbuQC86MP5K/fV/E/hm3/Eb3SJ6p4DeIaC3C5yvk5J/spi0wweIiI/i2+1f8+32b9iT/CNH87I4XVdDnUaN3mLHZnbgtLgRHR6EjnZMF90YL7kxXXD7gP//BvoG1yWcly7SenYfjfueQ0iZjCNlPI6UiYhJk7AnTcSeNOEXgW9Jn4I1bQqmH6dh2reY1E/G8vzk2+h7gx+D+tzA3GF/5sf3Z2FNfRhz1ARciTPwpM3BnD4d0/6ZuFJm4UqbTmvcFJRJz7JiZi/63XYzk3v/iW+eH4Jn//OIaYt/Gfipi7CmLsGW+jC21KXY0h9B3PcXWg+8TkfjUf5tUeOydWB1en4b8N0++cbyzB43zo4OrBYbylIpln0lWGLz0SYWIt9VRGtcIfLrAF+TcBxZZBba9NMkrgxmzE23Mq5/bwb96U9sf+dTlLvz0UfkoY4q8D5GdCGGyEI0sUUoYwu7Ns3tW/sNE3sOZuSddzOmVx/W/OVJGqMOoorJQhnhBfyvAb/u24MUbYimJe0E5uzz6PaVoNlViDwmB2VcLq0JubTE59Acn4MyOgf1zix0O7Iw7cxD98NvAH5kLtbE47TuOEbjjwV89tK7DL1zAAN63MLwW29m4aB72P9ZENokbwai9YdMFDuzaI3IoDXiGsCPzLgM/IhMlDsy0WzPRL79GE0Rx1CknEAlaf0D+P8V4NtE968CvxPGV4PaJrqv+fO/Bnz4OWyvBn7n/e7f1wnh7hcFlTXNv+lzcCVcO8//6mPrfv/qY7vW+XU+V/fH7jzO7sf+W8/nv6JtsdN9G/b6Uy4ZRHntEMolAymX3kW5pP//Ze+9w5ss9D7usBQH4h4oggtxALI3KKLi3luhLct9nCBuVGSvriSdQNN0sronoEDLktIFndlp9k5aPO/zvp/3jztJQymKPh7PeY70ur5X29Dkzt0mfO7f+v78NfzBVNYEFuV0bsc7UDeQA3UD/Sn/69hffSWHTtxA+YHhpO94iH98OJmkxA389ONBGpuMqPRO2hxC17LZv53O7J9dDsjsc2P2ubF0Kw8mnweDx43e7ULncqO2u2gxW2i1mlHYzLRajbSa22g1m9Ba7bQ5nZg9Xsx/Qr3eGqLT/t0XkNDYFiqLTzhPk8+N0evC7HGhN5tQ63S0qtTUNjVysOYY+44eYe/RI1Q3NlCnVNJsNqNyONA73FhsbuwOv7tfhwfLSb86PCHH+tcD3+L7J+72kxyvzORg/HO45FOCjXnO1HtwyIbjkA3DIbvbP3svzNgHgG9OE2RKG0lbxv2kfnIn9w/uzfBLezFhwMU8MvQ8Uv9xDybZ/ZiTb6JdPhxH0mjMm8ZiTB+PKWM0/0/KZLybxmLLeoIf1zzGxGt7cMMVlzLyqt5EvXIT7pRnsKdMwSofh1U+wa9J2NImY0ubgi1tGra0e7HJZ2JNexB72oM402fiSb+flpSHMe3bwD9NzbgdHhwuJ2bvqbA3+9z+Ln5PEPYOjyCrV3A2NLV7cbvb0dUrOLFjL8YtuzHHl6NJ3IUycRetQeCH1vBL0EjKaIkuRh1XTuOmEmbdMprBF1/CLZf3Z/D5F5G+ZA3qpFLBk15aQktcCQppCRpxCc3iIjRJu6nfmEP1umwiJj7OzZdcx6DzLmHmgCFs//gHWsQ7aInagSq2EFWMf5QtpgBFAPixBSii82mNzqM1Ko/KLxPJmLsUU9o+DPKf0CaUopUUoYwtQCERIvtmSSHN0kLhMaMLUEcXookpElzwugF+a2whypgC9NJSFBtzOb4ig9bkUr587g1uvfg6bup3Fdef34cbe/Xk/hsHk/LJ5zRv3iGYA0XnotqwE11kHsqYAppiBIe+ltgCmmPzaY4W1BKTT2u0MKanihSkjC5AIS2iKbfyHPD/KPC7RvNdgX/wWNMZo3mgW0j+GvDtTi9wKui6Aj8xs6zbi4nQxwvcp7souUVtOOUcuvu5rsf4vcD/teMHov4zHeu3jvl79Nw7Dwcj+4rqAVRUX09FzTVU1F5KRc1VpwM/EOXX3MTB2ls5UHsTlbXXUVF7FRW1/dhXfRUlPz7Bx58+xEeL32LX7jLqjtei0qvRmAwY/SNkgTr6mbud3d3IizmQEfAKY1JGf0e/3u5E77Cjd9hpc9poc9owuGwY3Y4/FM3/+aDszGLY2n1Y3E70VjNaswm1yYTSaKRJq6VRp0VhNqMwm2lzuTG4PUKTnsuD0S00i9k6PNj9GQT7XxTZB+Vtx+1xU3eogLx1r2KUPYZTPgGnfBRO+UhBqaNwyEYE99gHGvZCgW9MG0XWJzczY6CIuy+7kLsuvYgp1/RC9sFQzLLpuGV3Y0sbiiXlDqybRmCXTcSWOgWbfDz/s3kSns1TaUx+mvdn3ciVPXtw14B+TLqmB4WfTcS75RFcKROxycdhk0/AJp+EPW0y9rTJONKn4Eifij3tPmxpMzGnP4g1/WEc6Q/gSn8QpWwWrcXf4W1rwuFw43RbMPkcwYyTud3tB/6p6XtnF+BbfF4caguqPVU0ZexBv3k3bUm7UCfuQpkgAF/ZBfhCl3456rjd6JJ/JGrOYgb2vZxBV17LXVfewEDR+cSEL6ZRnEdrXMkpUvj9+Gs37qAxuYwNr3/CyCtu5vq+lzPkvMtY8+wC9IlFKGJ20hKVE7SobY0OjLr5gS8upDU6F7W0iLakcmSvfsb+rxKwpuxFn1CGViKY/GglRaikRajFhUKXv79vQCEpRiEV1G3dPrbIvzwnn9bIHGG3fVIpXz41n6FXDGLwJddxW98rmHbDbTw9fBwDe/Tm0SH3IP/kexpittEctQ3Vxh0oV2TTEplDU2w+zSFb9gJd+y0xQnZBEX16V39rcuk54P8R4HcHra7Ah9Mj8lCw/Vpqvzvg5+86ctpFRHfAD/3+TMf+tQzDr0X4fwbwf+v4ocf8s6L57jTl+WeprBrMwZobqKi5VoB9zdVU1FzNT0ev8NfwB3bRIA7U3MKBmiEcqB1CZe0AKuuvYG/1AMoOjufjL+5g4QdPkrItlXpFI1qjDr3FgN5qxuxxhgD810abuge+1Q9OwdzEh629A6uvXVjgEbR87bzPX1nf/q3sgKWj07XO2eETZvXtdgx2e9CxTee0Y/L6/JML7Vg7TmJt7xDGFT3+jvx/I/AdXg9Op52qw+UkLXuFY/FPYZXPwJ0+Gof8Ln+kPxaH7J4g9LsDvkk+mh+XjePRgT24rZeIKQMuRvrBfSi3P4lFPg63bAw22XRsKZNwySZil03DJpuBRT4Nc8o0LFtf5qMHLmOQSMSEgdcy5XoRXz9zA22yZ/HIpuOWTzgr4FszZmHLeBRnhgD9E1ue5kRpJFaj0r8vQY/BZ/9N4Ad3K/hfn06PF1etGlVOBQrZLjTJ5WgTy1AllKOIL0ch9XfWx50O/LqoQg5s2M69197NTRddxY3nXcJbDzzHIwNHMuPimzmwPEVo6JOWBKWWlKCNLUaZXE7Mm99w96WDuP3Ca7ip90V89vBrVEWm0xy9DWVsjn8kLwD8AlSxBSii81DG5Atfiwuo27CNg8tSiHriHRTSQnSJZcLMvrgwCHzNHwS+MqZQiMqTSmhMLuKLh+cwpPeV3NTvWm7scykzr7+Lg1EZHIrO4vmhU7hedD5P3TKegiUbUMTnc2J1BuoNOSij/d34Z9iydybgt8QVngP+HwF+KIy6A353tfVfg+bZAv+asUJJoGu0HnqcQPofuu8XOFOvwW/BN6Cu2Y3fC/zfOr7d6T3lQum3zuePasj9L1NZdxmVdZdTUTOAeuUIfj5xBwdqb2TP4avZd+xqKmuvEi4Cqq+novoGKqpvoLJGsN094Lfk3V97A+WHRrJOMoHX3hhDXLqEfbVVKKwGdDYzBrsFo8OGxe387ZGms5QAoY4g9DttZQNp7t9hqvNXKxQSXm/QptbodSPsr+/A1n4Se8cvOE7+E8fJf/rPpV0Avk/YV273/bXP2+nzYLdZUWkb2RT9CbKl96NMmIE7ayQW+SDBJjdlKg7ZSD/078Emuwdrl7E8i3wEOtl49m54gvDxA5h+ZU8iI4aj3DELQ8ooXCljsaXcjz3lPpwpk7HL7sWacj/mtJkclj7Iew9czMhLRQy7uh+3X9yLJbMupyr2MSzyWWgkd+JOG4f9V4E//RTgO9JnYdw0nQMxz3J8Tzomqx3jLycx+nQYfwP4Zp+Qwje2+y2N3W7segvGgp9RbdmFIkGYpxc88ktQxZejjitHE1eONr5Turhy1PF7qI4v59Nn3+WaHpcw9LIBPDh4OJWRaexbI2P+HTN56vLhpL31AxWr5bRsKheUVMbR9VksfWwe91wymKt6Xsy9A+5g5ZPzqYnJokmyk1axMHuvjClALS4OduSrxYUoY/L94215NMbm0RBXQFL4F6x9+h0U/gY9dVwROmnRbwNfUoxSXCpIUnxKKl8VW0Trxhzqo3dyKDqLxY+HMebSwQzpN4Br+vTnkbsmUPxtXLBkkf91Ai8Me4Cbe/TnmYFjyVm8XpgKiM7zb9cTovvAWN4pG/W6AX5rdAGtMXnngP9HgR+AUQBCfxXwQxsHf+04oQ10ocf6vcDv+tEVuv9q4P/W+fxRDZr6GvvrrmP/sTuo+PleUjNGsfiLiynefx37qgZSWXstlXVXdAP8ARys68eB+is4UH8bJZVDSdk2iXn/GM8q8VeUHKrghMGAym5F77RictoF2HvOYob5dwHfH0GfAfh/xEf+r1B3zV72jnasJ9tDzs0/W39SAH8o8P+qmn1XuXwerHYrKoOa7Tvj+e69e9m3fAoW+Ugs6Tdild+FY/N0bLKR2FLvCaor8K3yOzFlXYV2x738GPkCi2feysu39OKweBK2zGk45WOxy6fgSJ2EQzYBS+o0zPKZNCbdR/j0fgy/UsStF/dg+MCLmDvrOpqTnsYkfxxzymQsW+7Bnjoau3w89rSJp8Be+Hoqdvk0bGn3YUl/EHPaw7RtnkmrZDIFq56n+qc8bN5fMPxykrYOA8bfSOlbfF7aOgTZOnzYrA7aaltRbSpHk1iGOqEMdUJ5EPrqBD/gE3ehjS9DG1+CLq4UfVw5qoQ95K+Qc/dVd3DTFddz+yVXsvzFBSgS82lNKODgilRWPKkT5bEAACAASURBVDKfyRffzDO3T+Xd+19m0RPz+eTxeUy87Fbu6nMtt/W9kpcnPUzGxytpjMxGv7mEVrEAfKWkEGVsARppcafhjv+2Jj/sGxMK+XHVFt4a+xiRr39E4+ZiFH6jII20CK20CK3Efz/JGYAfos5UvpBJUEsLqIreyoezXmZwn/7cesGVDLrgSmaNnEpJdArqzWWoVxag3FhMU9Ie5EtieOzWKdwjuoZ1L7xPTeR26jds81+g5AuwP1vgR+XTvG77OeD/b4AfgGJiZlm3Kf0zdZP/0ZR+6P3tTu9vXliEPpfA/X/r2F3vFziHM9Xe/0hK/9eO/2u/t+7O54/q7gdfJa/kYbZuf5qnnryI0aN68sXSy9hXdSv7qgcJHfo111NRMyAI+4rqG6g8dgP7j17LnsNXs2P3QDJKJvLWp6P5YtmX7DlYSa1SRavJQpvLhdktrP4N7JAPjWz/LPif7YXBf566LLfppgRhb2/HEfIzZ1rl+69UZznCjdltR20zcKypmnUbv2X+zKEUrZqBOnsqBvlQPJmjsaaOxCofhS11FNbUe/wagdXvtGeT34k14zpM6bfTljIddcKTrLivF4Uf34ol9V4c8glY00fj2zkZs2wEmsz7KIt+kEdH9OW2a3ty+9V9GXmZiM+eHoQi82XM8mnCrL1sAs608djk406BvQD8adjTpmJLnYIlZTK21MlY5JNQJE6nYdNzlK5+hEzJV9TWVWP1+DC1ezD6LJi8jtPKS6f9jnw+zO3t2L3tqOpbaSo4SGtiCeoEoVFPk7gLdUIZqvhiofHNH9Wr4ktpE5fgkOzGGFWMMr6ctx4M4+LzL6Ff3748NXwsdZJsVNI8VNJClNIiWuOLOJG6m/j3l7Nw0jM8fcsUHrlhLK8Mn8n6uUuo2lzEsZRCmpIK0cYVoIsvQJdQgDahUOjQj81HIy1CIyn0N+oVohTno4gronlTMXujM4j6cCnvPvE6q+ctojYhF2VyMa3iApSxAuDV4mKUAdD7I3lBRcJFRUhkr4wRGgRVUXm0SPKpSs7hnQdf5Ppe/bj2wiu4s8+VvDFyFkfF26iKyqZFWoQqtgxVbBmNklKOS0vY90Ma299dT82G7cJFSYxgvNMclU9LVPf++q3RBbRE5dMSmUtLVI6gyJ3U/ZB6Dvj/W+AHIs+uDW9dvw9VaFr+jwA/8BiBdHcA+GeCb+jFSGgfQnc/FwpjOL1PoWt0/XuB/2vH71omOZvz+cO6+0FuHiSifz8REyaISNg8jKrG+9lbPZh91YOprLlRqNlX30hl9Y1UVN/oj/CvZ+/RK9lXO4Siivv48Juh/OOzl0jbnkvViWYUbWaMDi9Wjw+724fN7cPq8WL1eP9E4HtOq+//XwG+pT1gydsd8E/XKVa+HZ33/yOrb/83wLd0eDG3uzF4HDQYNOwsK+SHT97k67BRZC8djiptMs2S2zHLR2GWj8J6JuCnjsCWOgxb6gj0icPwZNyHInYU+uQpaJMmYk2bgiV9HM3SoVi2PcLutffy8O0Xcv35vbm6f2+GXC1i2ezraU16EG/m/dhSxwVr9va0CdiDafwpQkSfNjUIfKtsMpYUYZFOW+pM6hMep3DNU8QteYKcrESalQrMDmEBksXjwHJK30n3wLf7fNi9PixmBw0//kxL9l6UyaWoE4VGPU3iLjQJ5WjiS9AmdPrnq+LLaBOXYI0pxbFpHzsXRzN2wF1cceHlDLz0ciTvLEGZlIdGKmy1U0uLUEoLaU0opSmpjKakUpqSSmlJ2U2rrJwTm4o5nlhIQ3IRioQiNHFF6OIFaeOL/MDPOwX4OkkpCkk+P69J40RyAVk/iPn+/c+RrtzIO0/PZk9UKifi8vwre/2gF3dG9N0DX1i9K2zJK6Rh4w60SaUc2pjO3HsfZ3Cf/tx9xUAG9b2CBaNncWxdBi3xBTRLC2iSFNIsKaZFUkqztFiQuIim6Hwao/ODM/bNkbmCovLOGvjNkdtpWJ99Dvj/W+AHAAR0O5bXFVgBSP/acc4G+IHHh19v2ututK275xC4byjgu34fuK3rY/3Rsbzufrehj3W25/NHNHT0cAZcKeKlly4iNWsEuw7fzK6jV7L32I3sPza4s0O/ehAHqgdRWXMj+2sGsr/2eiqOXcOuQ6PZED+dtz+aRVZ+JpXH6mjRmzDY3FjdHdjc7UFZPT6sHp/fo9z3FwDfh/UvrnGfPUDbsXS0dwt8e/vpOg34Hf7H+IuBb+3wYWn3YPS40Dis1Kqayc/P4Mv3nmPRS0PIWTYNXdZTWDMmYk0fizV1TAj0R2CTD8eeOhxbyj2YkidgS5mMefM9WFKHYZEPx54xCUvaVMzyqZhSp2La/hx5307n9ZGXcGffntx+UV+GX9eLZW/eQoNsCv9f7lSs0tuwpY4NAf5E7GkC8B1p03CkTRcUEuHb5FOwZDzC8S0vsH3Zo6x8+yGS1y7hyIG9KDRqjDYLNpe/BOVxCfsRQsbx7F36J6xeL3avD02ThmPZZbQkFaNKKkOdFAL8xHK0CaXoE0rQ+4GvkZbSJi6lTVJKW+peXhwxg5v7X82g/lfy2uSHaN1ShCZegLNGUoxW7JekRIiexcWo/V+3xuajSihGlVCMIr4IVXwxmrhidPElQaklBcEIXy0pRBUjbOxTSPJokOSyb00KUZ/+wObELeze/RMLXwln4/tfUheXgzK+UAC+pNAP9gDwi08FvliYyRc28PlH8pLLKVuWxLxJj3DX5dcy5PzLuL1PP96a/DgVq1JQJ/qfc0IJJ6JyaZEU0SotDqopOp/j63fQEJlDa2yBkMqPyqc5Mk+I8iPzaIk8HfynAT9qB/UbzwH/TwH+NWNPb2brCuXQj986ztkA/0xADMA09KO7+4Y2wwU+uoN719sCo3OB2/8I8H/P8zzbn/u9ipdN4eMl/SjeO4rK+iFUHL+O/fUD2Fc9iIpjg6msuYnKmps4UD2Ig9VCpL+/diD7agdSuvcGktJGErZwBJGSlew5cIDaZiUqkw2Tw4vF1R6U1d2OzXuq/rXAD9T1/zNr+JaODiwdHVjbO04Dfqhxj6Pdg8PXHfDbhcf4i3oUgin9DqHHwORxo3c6aDJqqG6tZseONL545xWWhk9i94ZZtMnGY8sYjzV1bBD4gXq+Q3YPjtRROFPvxZQ0AWPycCypd2GW34E5bQRG+XiMsuk4sh5H9sEwHrntfO46T8S4qy5i3LU9SX5/DOr05zCkTKZNchv/zBiHTd4d8KdgT5smWOim3XtKpG+VTaY5aSbybx7hm/nTiFm2iH1luzjR1Iy6TY/FYe8G+J1TJV1XJFt8XmweH01HjvNzwk7UsQVCdO8HvjqxHE1iObrEMvQJJSEb8srRSwRL3OS3ljG472Vc2+9CRlx7PfJFK9DGl6COKug05RH7l+RIS9FJhPl7dWwRqphC1DH5qGPy0cQWCnV2aTHauOJTNvIFN+QFgO//WiHJQ5Fcys5PNyD5fj1lFZWUHazk++UrmP/MqxQtlXAiajuquM4IPrROH4z6xUUoxEKnv1JcgCa2mBZxEYeitvPG9Oe5sXd/Bve/lJt7X8RnM1/kyIoUWsW5tEryBdOc6BxU8WUo40qC3f4KP/Cbo/I6N+n5Jwxa/Cn9APC7Qr874B9cJTsH/HP6++mpt2ZR2XAFe+svZ3dtbw40XkJl/Q3srx7iT+cLsK+svolD1TdxqOZGKutuYH/9jeytHUrWztE8/+rl/LDqI/YfqKRZo0dttqMy2TDaPeeA/18KfFu7MALZ5nbSZNTSaFJS09TIjuxsvvswgsUvDqFWMgVTxnTMqaOxpYzEJhuOQz4am2wcjpQx2FNG0JY4HGvKWOypY7HI7sGcOkyY0U8fiSljJkfXTWPmdSLuuLgXoy4/jyG9RUS/dwuurCexJN6PY8vD/LL9UdqSR2KTjwkC35E+CXvaJGzyydjlgme+M20qLvl4nGlTsGfNoilxBvkrZvBx2HRiVn5CWWE+x461oDVaMTvtOH1e7H7QB/SrwG/3YXV7qa+oYv+GNLQxeWgSywXg+6VJ3oU2qQxd4qnA10pLqY7ewTN3TuOGfldwbf8LeW3aAyhTS2ldn4M96cdTR/fiQnoApCUo/a516pgCtDEF6GIL0YuL0EuL0UlPB75aXBgEvtBlX4hSkkflWjmbF68if2se+0/Usbexjrw9u3lz7kLeu/8Ftn+8lsbYXJSB+4RE9oG6vkpcRKu4gGZJAU1SwbGvVVqMdMFSBva6nBsvvZZr+p7P3IkzObp6C81rs1HG5tEqEXoIVPHFNETlBbf1BdTsb8oL7fhXxAjgb4ku+BXg59ASuYOWyHyaIwtoiM6lZJn4HPDP6e+nrOI7qay/isq6AX6L3IF+b/zBwq776ls4VHMrh6pv5dCxWzhYfQMH6q+n7OcbyPlpNO98Op5/fBBOQcFeGpqtaI0uLG4vFrcXs8sjzMZ7fFi9nfA9pZv+L9K/G+7/bQr8Xo1uF2avG7PbgaJNw9G6YyTJEvnHGy+xdv4Yflo/FfXmcTiSR+OWjcKZNgaHbCrWlAlYZcOxpI7yp/zHYE0djVU+EkvaHZgybseUeT/LZl7KmItF3H3Z+Uy4VETGR6NRb5mKKWUSli0TBKWMwyITHsMmH4c9fTyOjAnY5BODwLenTcWVNon2LUMwbRrN0cTHiFlyP5+99xwrVi2joCCP2uN1NKtVWNzO4EVW6OjkKb+DoI2yL2Q0sh2Lx01VxWHSv91IgzQXVXIZqqRdqJN3oUkSpEsqR59U7gdwOabN+1Fv2sPG8MUMu2QgN/e7msF9+/PRYy9j2XGAE2uz0cUWnWrQE1+OLr6ctoRd6OPLg9G/TlyCJrZYkLg4eLsmrjQodZxgmKOSFgufxXkoY3NpiN2O/PP1SCVx7D56mFqdimqtkooTdUhlMl5+6nneefJ18r6JFWrgfqe+QJd+YERPGVtAi6SA49JC6qSFtMQWYEjZy4czXuX6i67jin6XM/6qAez9JgpNzE6Ox+XTJMn3j9jlB0fsQrfshY7dtfr9A4KRvv/fmqOEDEAQ/FGCs54yZjut0dtoitpN1YZy5B+u54f5b54D/jn9vfTmV9OoqA71w7+RytpBIYtxbuZAza0cqrmVw8du5UjVbRysupnK6jsorRzPso1DeWfx46Rlb+bnquOodW7UbY4g8C1u7zng/xfL6vMKuwk8bsFAyGlFbzNyuPYo27fJ+P6th1kz/y5+Ft+PMeUBPJnTccrHC5a3KROwpowUIB8AvmwMttSR2FPvwpp2J64dD3F49YN8/OBNjO0v4sN7r8O0Yx7aLWMxpYzHEtQ4LLKxWANNe2njgsC3yiZilQljeM70aZhSJnEociIJiyaw7MPHid34LbmFBRyrr6VVo0JvNmH3uk7JqnSN5LsDvsMnTFKYPW6OHD5KzBfLORyThTa+FEP8LowJuzAm7saYuJu2JCGtr4svQRtXRktMEVXrt/PCbRO584LLGXrBldzZqz/P3TKeA6tSMSbtoi2uNCRKF0Af0O8Fvia+GE18sR/4xagl+Sgl+exakUjS9+vJKynhUPMJmswGGox6arQqSg5UEBMVy5wnXmLRUxFs/Xg1rdJ8lLGnAl8lFhr1mqQC8OulhbRIi1AnlLHsibe4pe8Abr7ieh659Q5+Xp2EKnYnDXEFNIvzaY3pBH7QOCcE+KEKAP8U6Adc9ELS/ILRTiHHY4uolpSQ/NFKvp+7kETJynPAP6e/j+577XEqam9kf931VNYN8vvi+/3xawdzoGYwh2puFqL7Y0M4fGwIR4/dRcXBOzhS/QDrYu8h4u17iJdFUvHzT7RZDRhtLoyODiGy7wJ8i9857hzw/6+rHXt7Bw6fIKEJ0xP0V7C4nagMeuoaashMXseX82YR9/50jsU9jTXjEawp47HKRmNNGYV1y3issrEhEf4YHCmj8GwZjjNlOBbZePSpD1Cf8CIfT72Kt0f1onXTLDQpIzDJxmHuBvjC44wVJBvvB/4koSNffh+H4x9j9cK7+GrhfSRFfcNPe0qoazyBUqfBYDVjdtixdQF+8AKnPTBR0YHN134a8G3+1/mJViXRyzeQtGgFjRt2YIwrw5K0G1NiOYaEctoSy9AllqGJLxbW4yb9SH1ULnmfRlL8nRj5P75l2eNz+XTis+R/sB59QinaOAH0upDI/vcCP7QcoIkrFRz6JMWo4gpojsslY1kksqQt1CiaqNMqaTa10WI2cKJNS7WyhfJdexCvi2LBk6/y9sMvk/npOho2ZKOIzkUtLkQlLaJFWkhjXAGN0gJa/P756oQyVNJSdn2dzGO3TOF60YXce80NbP/kOxTxeRxeKacxKu+0+fnAit6AOVBXBUDfHFNAc+gFQQD6kXk0b8zluKSYPVHZSBd/w2cRYcSuWkrurqxzwD+nv4eGzniKtZKbKD08hH11N1JZP5jKOsEj/2DNIA7WDOZQ9WAOVd/sT+UP4UjVEI4cuYN9++9BnjmGjz+bwIbo79m97wBNmib0Ti0Glx2jsx1TN8A3ewU3sr8a9OeA/68BvrO9Q4Cc1ysA3+vC4nFhcjvR2cyojW0cOlRJRryUL2Y/SMw7Y6iXzvBD/i6sqcOxb5ksAF8WCvzRnEwajW/TaBwpYzDJR6LdNIP6qMdY8VBPKpYPwb59AqbU8VhSJgjAl43HkjoWc+oYLKmjhQZB2Zgg8C2pUzBuGk9t9BhWvTOWHxY9R+amNVTu3U2rSkmrVkub1YzJacfscgR33Xc3Chn0Pugmwrd5hIvaRr2enJ0FfDrnHbbM/4qDy7dQF7kVRXwB2k1laBJLUCcWo4wrRCktoUVcwvGNOWg3laHdVEzdmjQsKXswJpZj2fIThsRylLEFZwV8oYHvLIAvLUUnLkErLkYpzWPPUglpkVJ2Veyjvk2F0m5G47ShdTlQ2i00GXTUN7ewb18F0WujePu1+Sx5cSGlH69HEeP3w5cWcDwhn7qEfJriClGJhU14jdF5qMXFWGUHyPxoIy/ePZVhPfswb8QkchetpyUQyf9JwFdE56OIzqMlMofmjTvZu3Yz37/7Fp+9/QrR65eyf18Fta2N54B/Tv/9mvD0O7z94VN88MldrJPcSt5Pd7O/9i4O1N9EZe2NHDh2EwerbuHQ0SEcOno7h6pu5XDVUI78PIqSfcPYVjqFT74axpKvXqewrJhmjRGd3USbS1iKY3L7MJ8S2Xs79W8E/rmLgj9DgrufvcOHs6MDR3u7ULv2CfsLzD4XRo8Tg1vYLtegauTggZ9JjInkozcfIe6TcZxImI5OLnTsOzd3Bf5Y7CljcW8eh3PLeOwpge7+SRi3zESTcD/qpIkY0+7BnDoei0xI2ZtlEzHKx2JIG4MpbSQ22T04U0Zgld2FQT4aZeoDlK6YTOx74/jm49dI2RTNvn27qD1ej7qtDb3NhsnjxOhxYfK6/HsYPP7Nh50NkdYOD9aAu+EpsG8Xfs7XjsHjodFgoKKqmuj1Mbz72Gsse/U9Mj9ZxaE1MlqTC1FsKUG7uQxlXAG6hFL0ybto2/Qj6rhi1JICNOICtOJCdOJiVFH5aMXF6OPLT6nhB8AfuD0A9kDjnDq2s4lO7R/b00gEv31lfCk6aSn6mGLapKXURmaT/uU6CrK2cUzVRI1Dj8rnpM3jwuBxoXc50ditNGu11DU1s+unfaxZu4G3X5/H50+EsX3JWk7EbkcXV0CTJJeGuDxaJILjnSpagHlLZJ6wwz6unB+Xb2H58wsIG3YvT1w5jLfufJjDy+RnBH5gjj/QoBeUP43fHJ1Hc3QeLdF5KKJzsUrLaF2/nYboHexdsRnJR1/xyZvziI9eyY978qk/XkXD0XNOe+f0X6xZ4d8gydhJecWPyDKS+HLpXMIWDOG7lUPIyh9BycGB7K0eSEXNICqqbuRA1WAOHL2ZyqoBVBy+if2VY8ipmMXideP44OsXSc2ScaS2Do3Fht5up83pwOT2YPa0Y/b4MAdq90Ggerro3w/4c8D/nerwCB4BHV6cHe1B2fyb4cztwupfYQWwHaVZSb1CRfn+Q6yIWsmit+9H9vV4ajbfi0E+BceWaSEpfX9KXjYOq2xCiCZhTR2LLXUiVtn9WFKnY0kbjTl1AlbZZKyyyZhTJ2FIG4chfRTGtJHYZaNwbxmJKXUYDZvHsCd2Fus/epBvPwlnS0oyu/b+SG3DcVq1GvQ2qwB6nwujz40psJQp4Inf3nHq+QfWEPu8IcD373Jo70DvcqGwWjna3Ez+7j2sXrGWDyPe5u3HXubrZyKIe/Nz9qzbQkNSPrqUclTxRWjii9EllgkWu9JiNJIiNOIiNLHF6MQl/ki85LStegHohwJfJS5GJe4C+y7gb40rQScpwRArXCAULYsjPSqBQ5UHqNMpqPEaUbQ7MLhdtLmcghwOtFYrzXodVQ3H2VFSwLr163jjpTkseiGCom9jUcfnoZLkohTnCvX46AIU0QUhIC9GGVNCs7iYemkxx6LzOLJ+K0fXb6MxJt+/Qa/wFPCrYgVL3u7q+IEmvuaoHJqjc2iO3klr1E5063bSGrmdPcuTWLdwMV+/9THxkRJ2F5ZSdbCEphNZ/FO19hzwz+m/QzdPX8C4pz/mqTd/YN2mnRxtbqXNaUNt0tGiU3Lo2FGKSnP4bvkbvBZ2F29/dBPyvCGUHb6DfbW3sLf2GvbVXsm+2mvZW3c1hfuvo2DPaFaKpzPvg1lExUdSVaegUW1GZ3XSZndjcHoxudsxe9qDm95OrdV3v/XuP0n/dqD+pysIfA/ODl9Q9pNCutvc4cHU7sHkc2PyudC7LLSa2mjR68jbXcSKlf9g8cKxxC8Zizr1WewpM4W0+xmBLwDdmjoOW+okbLIZ2GTTsKSNFb5PneI30JmIWT4Ws3wUltSxWLdMwrH5PjRpj7BP+jCbv3+U5Z+9RnpaPD/XHKVFrUJjaENvt2D2CrA3dbgxtnswdXgxd3iDToanAT+gds9pwDf72mlzu9E6nUHobyspYu3Gjbz75tuEP/Misx94nO9mv83Wb6Oo3ZSLQlaGftMuoYkvoQyNpBRVTGcdPgB8nbgEvbQU/W8Av+uIXHfAb5EWoxMX0yYppSZmB/GfrSInbSuNTY0c1ypocpvReE4FvsEvnc1Ki15LVWM9u/bv5YcffmD2k8+x+JnZlC2X0ijehkqcgzImF2XMqb72rTFFtMYU0yop5cTGPFokJdRs2E7Vmm0c35hzWlPeWQM/OjcI/OaoHbTG5LB/zWai3/2Cz+a/iywuiQM/7kF74igNhxJoa/4CW/0zfz/g7zjSQv+IzfQOlyF6XU6PsEx6hGchishGNCcDUVgWveZto8eczKBEfgVvC0unZ1gGvcIz6RWeRe+wTHqFp9MnPIuec3O58OUELpoQQY/+N9PrwhsQ3f4y/WZvQhS+k76zczkvbCu9IrLoFZFFz/BMeszNQjQvgx7zM+kxP5seC7Zx3oI0bno7jjUZh1Gq3FhsPkwONxZ3p0weQUZviDydt/+q3N4QBW53YfI4u/lZNya3J+Q2Z1BGjzN47MC/B9e1+j3khXrnn68AtALfB56TwWXH4LJj9jgxOe0YHVa0FiPVJ2op211IdOwKFr75GG98cAerJaPI3jWB/MNDKTx6C/mHbifnwJ0k547g6/UjCHtzKuuj11NxqJ66Rj2tegNtDicGpxeD04vR5cPk9v0q8Dvnmf/9gD8H/P8d8B3tHuz+9cPWjnasHe2Y24W/v8nrE9LBHgNmn5Ha1iYK9pbw7cpPWDx3Bju+egBTyhNCU10X4Nt+A/g2+VgsqZOwpE7xg38ijtSxOFNGYkuZhHHTAyjjHqdg+SOseX8GK76YTVpmMhXHqjihVqI1mzE5nVg8LsxeV8hSHG9QZwK+vYsvQijwjR4vtpMn0TnsKC0WGgw6qlpaKKnYR3JaGt+vXslH773P2y/OZsEjz/PFywvZ9l0sxzZkohAXoE8sQy0pQhFVhDqmBE1sKTpxmV+lQeDrQ4CvjS9HE1eGSiqoK/C7zsmrxIK/vSqmiCZxPjkrEpDFJPNz1THUbQYMbhd6pwOj24XR4xY++2VwCpG+ymTghFrBkebj5OzfzdrIjcx97mWWvDyXkq+jOb42A420wL+VL79znM4f8TdH5tGwMYeGDTnBjITyDHX6XwN+J/j9Hf7ReTTH7KRwqYTV8z7mszfeRyqN48eKQg4f2YKmKRJby3s4Gp/AWjvy7wf8Pc1mLp+bzHkRqYjC0ukRnokoPJMec7ciCstEFJFNj7lbfx34c9LpOSeD3mGZ9AnPpnd4Jj3DM+gVkYlo/jb6zBFz3rTXEF15Az0uvoYeQ17gkteTEUXkcH54ztkBf2E6A9+Q8EXCLk40WbA7T2Jxec8Bvxvgd4LfhcXrwuh2YHQLjUhmlwOTy4zB0YbSqOB4y3EOHDnEppQtLPrsfd78xxO8tXgES9bcxMqk2/lOehcfrRjMK2/fxOy3ZrJs7VfsqThAo9JAs06H3qnF5HYJkHe3Yz6LCP8c8P8PqxvgO9r9Ee/JDmwnO7B0tGP2CTJ63Rh8BoxeHUqjkcrmFvIOVrJy6aesnDuNn1ZOw5g6DUvqeD/ox2GTjcUWjPIF4AfW29pk92KTTcUqH4cxfQKmtIlY5EKt37N5DN4tI7BvnoZu87MUfT2DtW8/xKrPFpKdvZm9VUep1RpRWmwhexzcWHxuLB0ev3yn6leBf3pKPwB8o8eNwe1GY7PQqNbSpFZz9MQJ8naVkrxlM2uWLeeThe8R9uhzvPnYK0jCP2XXlxJORO2gNSZfiOBjS9HEdA/8trjO5j0B+J0KuN2pYwWp/MBXSTvr+wp/XfxQZDbx36ynuGQXDWo1KpMRs8sVlMl9OvANTid6uxWVqY1avZJKfTPb95SwZvVq5r/wKqtfeYcfv4hFn1QqdO7HFtDqB35gk11gR70yqgB1YO6NDwAAIABJREFUTFFQqmih5v9bwA88VnAML0bw1q9bl8X+FZv4/vV3Wfr2B6RvSqR8fxH7q2WcaF2CzfwKlobRuGpGY68d9vcD/s9aK4Mj1nNxRAo95m6lZ0QWorB0RBGZiMLShM/hGQL8w04Ffc/wbHqGZ9MrLJvec7LpOzubvrO30ydsK6K5WxEt2IZo4Q5E86Rc+NRCRFdfzfkXX0qfQQ9z6fNiekXkCsAP30bvudvoFSGAv8fcLD/sA8DfQY/5WVwyP5FXVqdzpMXkt2z1nArqbgDcLbD/A/SvAP4Z5XEHR6bMLgH+dp8bk9uB3mZBoTdwtP442Tl5/LBmBW++H8ELYQ/ywDOjmPHUSB55eRIffPUGa8Sr2X1wL8eajtOs06KxWtDYDFg83hB1rdv/fYFr7+j4Wyj0XG0dHUEXPlt7u/D68zmweG1YfG60DhtVzY3s2reHb7/5mCXvPsOetQ9gSnsUs0yo59tko7DJxuKQTcYhm4IjdQpO+SSc8sk4U6fjkE3BkjYBXeZ42jLHYpKPwi4bgWfLcEwJd6NNe5ztK57gs4X3sWbFF2RmZ3Gwupp6pRalyYat4584OzpwdnRg83WuILb94sN60oulw4Oto/0szrurhNe+raMDk88TnEjRWSzoLBaa1WrqW1o4XFNDTmER0vhEln77PW8tfIuXHnqSD54NI3rh5+z6PgllXBG6mCLaxCXoJYLapKUY/QrO5CfuQpewG238btTSMtSSMvQxxeiiimiLLqYtphituEQYv5OWCHa3sYIT3/GYnSQsXkVqUhpHm5vRWKwYXE7MLtcpgVRoQGV0uzD4ZXS70DpsHNdrOdbcSGF5OavXrifi0ef59sU32L9WRmv0ThpWpNPi31uv8Kf4A+tqA4APlTL69ChfGVN4uj9+ZB4tG/NQrstFFVvIkY0ZFKyNY/VHi/nig7dJ37yCmqNxVB38GpduEfbmB3GcGI+95m5cx4Zjq7n77wf8o1ozYz6Ip/+8VHrN307PedmIwuR+yKd1gv/XgD9nK73mbKXP7O2cN2cHPcJ3IJqbg2hBDqIFOxEtSKbPM+8juvZmel98LaKrp3HRo+vpNTeP8yN2cl7ErwF/Gz0W7EC0YCsXzk/ihbWZHFKYMdk9mM8B/3cD3+IWfh92rxeTy4XOYUdns9Oia+PnujoKystJTpGxasN6lnz/FV+t+pZlMSuJT0+mYG8JR5tqadQr0TosgsOax+3vxPdg8fqCOgf8vxPwO+HYCXxBQdvjdkFGlx2FUU9taxNpO7fxyZL3WTF/DD+teQh92jMYU6djlY3FLpuMI3VKCPD9Sp3qB/5E2jLH0pY5BmPaGCwpY7BsnoBi8/3s/GEqS9+aTuTaJeSXFHKo5jitbWaURismdzu2jl+CwA+444UC33rS+4eBb/UKWQEB+P7JBZcLk9OJzmJBZTDQotVyQqHgSE0NO4uKECclsfTrb3l3zgIWPPoiXz63gOiwRRxYvoWG6B1o4grRxhWjlxbRJi3GKC2mLa5UWLwTAnyNtAyNpAxdbDG6mGJ0XYCvDgF+S0wee1alIFsVR/mufdSoVOgstuAK67MFvsHlRGu10KTVUt3QwI7CQlZ8s4z3Xgzjq+fm89N3iSiidwaB3xpwz/OP2gUhHyVE+2cL/MB8ffOGQhrWF9IsKafwh0Q+fSWMT9+MIGPLWkoLltJU+yntxvcwH5+BuWoY9qoR2KuG4fi7Av+Y3saMz+VcPCeZHnO30Wv+VkTh6YjCMhDNThM+h50hwg/LpmdYJr3nZNJ7Tga956Rz/ux0LgjP5MLwLC4Mz+TCOWn0C4/j0mc+otegeziv3yBE/cdz3gMr6DM3j/PnCsDvE7GN3hFb6R2eJZQV5gaUTY+52xDNy6bfGyk8uyqDA82mswS+y69/P+D/3cC3hihQXhBqdU5MTg8GuwuNycSJ1lYqjxyhePcusgp2klmwna2lOew9doA6dSMtRi06hxmz19UNsANOeueA/3cC/ikQ9Kvze88psnf4MLmdKAx6jjU1sEm+hS/feZYVC6dSEfscbWnPYN4yzQ/5qSHQnyxINgW7bCK21PFY0sZgShuPMW0qhpT7ad38GClfTOL7tyYTt34xRSV51Lco0ZjtmNztmFw+rL5fsHf8gr3jpF8hz/WkT7hY8esPAd8ndPhbfJ7OEdRAGc/txuR0orda0RiN6C0W6lta+LGykh07c4mLjWPpJ5/z7isRzJnxOD+8/g5bP19LtTgbZUIebYnF6KUF6CX56KVFaOOK0cSVoY7bjTp+NxppuSBJKRpxqTCDLy5GJSlBKS1BFVeCUlpEszifozHbyVoaS86mbGrrm2g2GNFb7VjcHixuD1aP1/91J/DNAeB7OlP8Jrcbo9OJzmpF2dZG1fHj7MjLZ/l3y5n/xEt8++Jb/Lg8mYbonTTF5NAYmSOMz8Xko4wpQBVdgDIqH2VU3h8DfmQhLcn72fZVHF++FM7y98LYtPF9SnOXYFT+gEURjr5uHOrDt2D5+W5sR4cJwK/+mwK/ps3Jo99upX9YEqKwrfSev42eEdmIwrIQvZ6GaHa68HVY1mnA7xWWTa+wTPrMyaTPnHQufD2ei59fxcWPfcf50xYjuns+omHzEI15jYvGPMp5V97MRecPQNRvLOfNXM75EXmcN3dHEPh9QoEf4Vd4FqKIrYjmZnPJmzIe+iqZ8mMKjFaXP6UfUFfg/2eC/t8D/E4F+gdMHrdwle5yYXa6MTuFN67KaEDd1kazVk29qoVGvZIGXQvHtS0ozDo0ViNGl50zL6r547A/B/z/PnUFvuOXDsxeDxqrBYWhjZ+P1yOTy/nqg3DEH8/icMyTaJJn4pBPwymfKkBfNiXolGdLmYQtZQIO2XicqaOxpY7HKHuA6qgZZH81ja/fe5j4qC8oLs7l2PFmWtus6O1urN6TWL0nsfl+wdbe4Yd+APz+53vy9/3NgpmBgPNee+C132UKJaR3x+rxBKHfZrOhs1hoVKk4VFVF2Z49ZGRns2HDehZ99AFzn3mOfzz9Mhvmv0/e52upXrOF1o1Z6MS56MX5aCVF/si9DFVcGar4MlQJu1DGlaKSlqKUCqBXxnVKFV9MoySfwtWbyViTyMFdB2hoUaKzO2iz2bF6vFg9XmFttefU5x74f8PoCemNcrtOyWA0q9XsP15Dzp5yVv2wirefDeOH1/5BxfLNKOMLaYzaSVPUTpqjc1BE56GKDsA+T/C8/x3Ab9qYS+3qrez4LpElr4Xx3TsvkR3/FqU75uMwLsLY+jy6unGY64Zgq7kNx7EROI4Nw1Et6G8J/No2Ky+s2caAN2UC8Bdso+fcLsAPzz4N+D3nZNJnThp9wtLpOzuVS16TccFDXyC6+2lE19yLaODDiAY8iOiaGYiumYTo8qH0FJ1P/z79EF1yDxfM+Ja+ETvoM38rvedmnZLSD8L+FOBv48L5cia8L2XrvuPozK7ORj23+xzwz1Jd37gmjxuz243F48HW3o7B5aTNZkNtMtKi16C06FFa9CgsOgweG1qbGaP7TMA/1zR3DvhddNIXlK3DI0S+/teiymSkXqli15E64hLFLAqbTtpnM2hMfAxLxr3Y0qdhT5uMTT4Jk3wSptTJmFMnYJFNwJ4yEZdsLDbZdFQpT7P96+l8/MoIIiO/4af95dS3KtDY3KgswgRJKPA7Yf9nAD/w9z574Nt9ghWxzmZFYzGjNBpQGg0067TUtrZQdmAfW7LTWLtyBZ+/9S6v3/sAHz78PAnzFlG1fBP6uHx00jx0kgJhNW5sMdq4MlTxpagSy1EklKJIKKU1voTW+BJUcaVCB398KcqEEo5L80laGsm2zdkomtU0KtQYXcKFSOA5BtwTzxb4AeksFo6qFextqCVrx06Wf7WMV2c8ReTrH3NodSonInegiMqlNTKH1pg8lDGCI57SH/GfCfSBzwFv/ObIPBqic9jzTQIfPPccn73/JNK1T1L941z+x/cpxpapWJpGYaq9HWvtEBzVQ3EeuxtHdadsNXf+/YB/3Gzki5wS+r2yHtGcrfResKMT+LPTEc3JEDr2I7IF8PvVJyKLi2Zv5uKweC5/cQ0XjJiP6Lqn6TnyLS557Aeuej2ay8KiuXROLP0eWU6fIc8juuhGLrq8P6KLB9J/7NtcNDeVPvPT6DVPGP3rOXerUL+fm4UoIkMoLURkI5q7DVF4Dn3m7GTYO+lICo5jdv4Ts/M/G+r/kRcFwXq7B5NHcEUzetyYvJ1d/iaPG6NbmDgweZxYvA7MHieBrn9LMJ3ftQPf878C93/bBcC/Hbb/Zjl+ORkC/AAk/WlvrweD043B5eGYUsGBqgo2x37FV3OnseXzKVRvmYJ++wyMGROwZIzHnD4BQ/pkdGlT0KVORJ86CUfao9SJHyN+0b189d4jiCXfkVeWT72ikUatCrXN4jeA8hKaev9XnnN3r4NAv4DT/zOhr2+L14fJ7UXnsKOxWWkxGKhubeXn+joK8/JJFEtZ+e33vLfgTd544gW+fTqC+IjF/Pi1BHVMLqaoQtQbcmiJyUWZWEJLUgmKYDRfiiq+FJ1kN+oN5Wiku2mILyR3WRzJkmT2HTyCzmihzWLD7HL5QS9M9Qjvd+H/oM7n6sHc9f+pkAjf6HBgtNvR26w0qFQcrqlhZ0ExS79exhuPvULsm19ycGUq2sg8DNGFtETnhmzH62zo69qh3xKVH/xaHVuMKqaYhtgcSpZG891Lc/jHgumkZ7yMoeU9nC2P4Do+Amf1HVhrh2KvEeSoGYqjeiiO6jtDgP83jPBPmI1s3HeQK17fQM+wbfRZkEPPuVtDgJ9Jz3nb/MDfGgR+j/AMLohI5fwnf6DHyNmIBjxIrymLEL20iV7h6YjmZiBamEnPt3Po+2YOl7wYiejOWYguH4Coz1VcOCyCCyO2cN7CdHrPz6bH/G2I5m1FNC9L0GnAz6XPnFzufieD6IJ6DI5f/MD/z23M+08BvtnrweQTFAp8i9cdNB0JnUE2+TyCW1oQ7u6QMSZPSPRyZlOdc8A/B/wA8B2/tJ8C/MDf2uT2YnR30KS30qI1cGDvbjIka1n80hjki26jcdNMjOn3YU2bgCN1HLbUiZhkU9HL7kMre4jDkY8S++ZIlr33EJKoLyj9MY+61hO0Oc1orSbMXpf/WO0EInrHyX/+iefY3nlB8zuAb2v3+V0JvZh9wgirMELsoc3pQWO206LVc6KpmQOHDlJQUEhcXALffbWU98PfIOyBp1ny/AJki1ZRszGLVnEuysRiWpJKaE4sRpEgePSr4otRxRejk5ajjCxBkbiLvRvlpCxdz94f91Hb2IzOYqPNZsfiduNo92L3ufwX+Z3v/cD7vXvg++v7Aejb7egsFtRGIyqDgaN1J8jcupOlH3/JG4+8TMy8z6lel8Xxtdk0xeTRIvbDXlxAa6zQ0Nfqh31gXl8VW0RzVD5NkXk0xRZTHZ1P2XIxnz78EEtffYCSbQswqBfj0kRgqh6Pu34Yrpo7BMiHyF4zFFvNUGw1d/r1dwS+yUhK7QmufHE1vedspc+CXHrN3YEofBui2ZmI5mTRI2K7H/jbgtDvEZbBea9J6DVuLqIrJ9Nn6HNc8qyYXnPyOC8sn76z8+j7eh695xTSM7yQ69/YTr9xcznvstvoe/nNiG54kgvCkuiz4OyB32tODrfN38KqrYdRGPxXlmcCfqCuf8q8/P8t/anA9xuhdAV+6Bvb0uHD2tHuB74Q9Vu8XfaBe73YvO1Yvb/uoncO+OeAb+/owNbhxdbhDQGi34LW147F047F8wtm7/+L3uZD12ajcl8lKVEr+e61CcS9O5a962eilD+KJmEaRukM1AmP0ZzyKmVrn+L7iIkse+8p5AmrOHhkLw0aBS0GLQqDDqPb4Z8M8CJMEZwt8AOp/j8D+MK5nrJcx7+Ix9oemPXvCHoWBN6jJq9gS92i19Gi01DX0kx5RQVbC/IRJySy5JMlvPbkS7x2/1Mse/kdti5eR+W6NOrFuag2ldMqzaNVkkezOJ9mcS5aaQltSbs4EpPN5m9Wsy1xEw1NTbRo9bRZ7RjtQirf0e7F3u7pAvpTyxOhfUGBRsRQ4JucTvQWC1qLGbXFQqvewKHqWjK37eTbT79hwcMvszH8U2pidqKML6JVUiBMDnQBvsJv0NMSKWzQO75uB8c35nA0diebv1jBB09MQrzoXnQHPuJ/zJ/QVvMwpurpWKrG4KwZjiME+LaaodhqQ/R3B/52hZqbImI5P3wb5y0ooGfEqcAXhW8T6ujh2/3Qz6ZPWArnP74E0cCp9LhiIv3v/4zz5mxGNG8rvcK3cuHsrfR7dSsXvL4T0YJc+i+UcdWMNzj/ouu54LKbEV33OH3nxNNnfkb3wJ/rn/8PAD8ij95hudzwehyfJpRwQiPMjBrdjnPA/xOBb+nwBaP8wFiR3esNyub1nQP+OeD/DuAHuvNPB74goRbe5nKgsVmoVSnYd+AQSWsjWTTnGRa9PJKoD0dR/O0U9n4z/f9n77zjpKrOxz27i2KvSYzJNzGmGmMB6Vhii4ktMSbGStkOWGKlF0UQC9HYRbGgAgLbELYASxOQDrszs73v7PTby8wu6u/5/XHvzM4ui6JRQdk/ns/szty5c3fn3vuc8573vIeimTfy7D1/YnLmNUy9fxRL33+DrTu2UtPciquxEa8iWys2anJcVInCl6Id8WjD4Sx8v6bTKgs0SUE8ikS118Oeumo2fPwxeTn5vPzMi8x+cBojLruBcVf+k0f/lknuA89Q+dJyGl5bScO8FdS9alH/UgG7nn6PBQ8+zqszZ/PRulIaPa14QgJBWSMoq4iGJXw5kjCN8ksIP1H6XsHKTWgJhWgKhKjxtLG5wsUH+QWMH/MQj9ySzfxxM9k+610qns/v1sMvsqbw2cJves2aidA0bzXu/y5nwUOPkXHLZcydNIymHXcRabkRpWIQirs/wb3nITv7IzsvQHSeu5/whRjOcxGOVOE3iWFKm1oZOv4tjk1dSt+sImsefWpuvKKeIzXHFn6BJf30xRyX+iLHX3IXjhP/QMpPruCHd71AStpCHOnLSEpdxlGjlnHMyByOTs0hKTufY9Lf4sd/n4TjpLM47rSf4fjxZZx4y/McnbbEKt2bnmuRsYykDCtxLyl1KclpOSSn5ZGUUUByRj6npr3L6NnLcTWF7Tmh1spc1jh0Arpu881KOfQN8nUKP0Z4vyp/GrGVwWILhnSfViQmIBgJdJHzN7MwzqGWdq/w/1fhm4jRRCHuP5VNjBgENIk2RcQji7SGRTZs3MlLL73IA/9O5d5xNzFxzPVMyLiWBzJv4t9j72TmzInkf5iHu7qamuYWPGEJv6LZ56zW5TxMrBPw9RJJoCfh25jdsIUfI2yahCImIdMgZFq/B03DqlJoqPh0lTZVpkkIUdPSSmVtAxs2buGDRcv4z5xnGX/3g2TeMpKsm+7k/r+PZMkjT7N61jxK58znw2kv8Pq9U5mdcR9T77mXZUsWUV7rxhMOElRVBMOqHSCaBlLERIx0v467Xs9dEoBjJIg/qKn4FRmfLOGVJXySjE9RqA+F2F7uIjf3Qx6bMIO7/z6Kt+9+jJ0vLqPy1eVUvbyculfXUfNKCdWvLqPqlSVUvrQc9wtF1LxWTM28PFY8MoNJf/09a5dejunJRKq9hqDzfIJ7f4tScT7hsnOR3Bcgus5Hcp6HWP57RKeF4Pw9givGuRZHYtJemyyxw+PnutkLOT51MX0zC0kanW9n5ttz71NzSErLJSl1uUX6+5w0+kn6nnc1jhN/T/JZ13La6Hkkpy4meXRenJTUPFLSc0jJLuDY1Hf50a2zcZz+e44/9UwcZ1zEaX99mr6jPrCT9XJJSs8hJcMiKd0qs5uSlktKej4pmbkkj8nhhOxl/G18Lrtqg/GFHfyaaoWgTX1/jG9W+N9IYt23xDeRZd+btd8r/INuDESs3n08UVTtlEVtm4ePdu7grcXv8+QLzzF1zuNMmfM4U5+cxQvzX2PJinx2OZ3UNDfjCQv4ZRVRj9hC1Xv4Pjqn0H2zf9NXO1dikbWwXcsiHOka8QobOl5FpikcpjEUoqrVw8flTnILi3ntnQXMfOop7n3gAUbdNYLsm+4g4/pbGPPX27j/5hE8MCKdh+8dxwsvPsv6rR9R5WvBI4uEdC3+/xAjiTMMvsQ1aiRk8ScU5wnEpvzavX5PSKCqoZkde5y8u2gJ0x6ZyoM3p/HWhKfYM385e1/No/rl1dS9UkzVq8uoeHkZ7heKaJi/gb0vLiLn4bt5JfUKGoru5LOWKwmX90d0D0CsuAjB3Q+x4gKkigsQ3ecjus9Hdp2X0JO3HsOurgiuI1T4NbLOrf8t4LjR73N0eiGO0XldMvI7e/gf4khdjiP9fU4cNQvHWRfgOPE3JP/sek4d8Q7JqctISc1PwBZ+Vj7Hpr7Lj29/AscPfs+xJ5+B40f9OPXGORw14oPO3n2C8JPTrdr6fdLzSEkvIDkrj6SxORyftZRrH/yAjyvb8Cry/sI3utMr/F7h9wr/8KS9i2zihV1UhVYhTFPAz84KJ5v37GD1lo2s3FhK0YZSNmz/mMqmehrb2mgNBtE6OvCLCiHFGn6SzZ6E/+18L19Z+AnEpvt1F75Vn1/Hp2rU+wNUe9qo9/rYXlbOytVreH3+m0x/9FEmTpzMvffcy4RHHmHy+Ik88/hM3nvzdbbv2EpVUz1tuoRHFglo6tcq/B5rfKgqAVnGK0h4BQlfWGJXmYuCvJWMH/MAaTfcxnP/ns6a59/H/UoujS8tp/aFFVQ/t5qK/5ay97/vkDshm/ceuoR9jbOIVNxC06ZfI1cMQnTGhH8hYsUFFrbwJdcf4r14IUH4oQSOSOF7ZYlaWWXc2xs5duQC+qSvwJFaYPXo0/KsaXJpuVaIf/QKHKOX40h/lxNGTcfxf2fjOPlskn56HSffsZi+GSsTZF9An7QCUtJzSMrKp+/oBZx5x5M4fj6AviedjuPUc+lz2SOcfncRSen5OLoJPyXDKrd7VEYBfTI+JDmzAEf2Mo7LXMo1Dy5mU0Vrj8LfL5z9HRln7xV+r/CPVGL/r5jYwoaORwjTHArS4PdQ09pEZXMj7oZ63A31NLS10SoE41PJBN1E0E1Ew7SFf+i+l6/z/Oku/JChE9ANArqBX9FoCQm0hMLUe71UNzezy+lk9YZ1vLf0A+a/t4DXF7zNgsXvsapoBeW7ttPU0khz0IdPU+KlccOm0U34X5KDEH5IVQnKKiFFxy/IVDe1sH1vOe8uWsLDD4xn9D9H8O87Mlk4YTqljz3H5jnvUjLlVd4f9whP3XIRm1/9J582TcR034heeQmKayChsn6IzgFIlQN7FL7oPh/BdR6C08Z1HmHXeYQSOCKF75MlmnSdfy9Yx3Ej3yQlbTmOtHxb+Pm28PNwjM63hZ+PI30BJ4yahuOnP8Vx4k9JOuPPnHrrEo7JKCLF7pGnpK2kT+pKUtJzcGQV0DdtIWfeNRfHWYM59sTTSTrtXI667AFOu7sYR+ZyHJl5JKXn0CdtGX3S7Hn5GXmkZBaQYgs/KXsZx2Yu5ZJ73mXNnkY8Uq/we4V/+HKoRfpdofv/LS4NVcErC3jEEB4xjEcU8ITD+ESRoG4XiTE0BMOaSSJ9gei/q8KPJdEGDT2+OJUU7bCmNaoqbaJAS9BPQ1srVY11lFdWsLNsD7tde6msraK5sR6/10NQDNMmhuOriAY0lbBh5Th8VeF3uZ90L+qlWUW9QppGQNUJKBo+UaY5GKbeH2DD3r28s2QZkydNZ/Tto8j42/WkXfUn7hp+ObcN/QN3XHwsDSW38mnDGLTyvyCVD8G38/dIroGIrgGEXQOQqg4sfKunfz6i63xE1wUIrgsJuy8k7L6AsN0gOCKF36rKvLFmOyeNfBFH+jKrfn1aLklpy0lKX2Il8Y3+0Ordpy7Dkb6Ak0Y8juPHv8HR9zQcJ5zPiVc8wfGjl+LIzCEpPZ+UtEJSUktITs/HkfUhfcYs54RRb3DixSM47uQfk3L67zhqYAan3L0KR3oBjuw8kjJy6TM6h6NH5+LIzLPIKsCRtZKkrA/pk5nLUVl5/PaBxTz55lo8gh4X/n7yjbU4e4XfK/zDmEMt28OBnoQfa6gnLtMa1LWuSWKx6WMRzZoN0OPY/bf7/f3P+zTNeMMlJvtOuXauRmnNdDDs7HjZWvZakQgqEq1+Ly2+Npq9Hpq9HnyhAEFZIChL+BXFihJ0K6rzVTnQvSUm/TiqVWjJJyv4VQ2volLtaWPr3nJylxfy9DPPcd+EhxidnsED2RncfvXZlK0aQbT6WpTyQYhl/ZFd/ZBcFyK6+iO5LyLs6jqGb43j97O5wBb+BciuC5Gc1vs66YfouvDIFH59yM+STbs5ZeRzODKW4MhYSlJaji38xVYPP3W5laGfthRHxvucOPJZUn45hKNOPIO+J/+aPufcycm3v8bR6Ys5Kj2HPukrSUkrtoW/EkdGPkePfJvT/zyO4085k6N/8BtSzruF0zNzSM5egSPbmpaXnJZDn7RckrLycGTn48j+EEf2ShzZlvCTs/P58b3vM+O11bSEe4XfK/zvNodatocDPQk/Jv34tC/7OdG0pofGhB+OqoSj1nr2YrthS//bE/+3Lvz4apQRW/jWCphhLUH6kkhADOMPCwREkYAUIiCHCSqSlUz3NQs/li+VeG8J6RohQ7OiCYZGQNPxqzp+1aqu6JFkGnwBals8OCtrWLP+I15Z+D7Pv/kOT89+lAXPj0Bv/jeRmktR3BcgOS1xy65+SO6LkNwXIbgHILj7f67wZfeFyK7+yK6LkFwDkF0DkF2DkF0Djlzh1/nbWFvZzCmj/osj44MehJ9LUtpSktJjLOPY0W+Q3P8Gko87haOPO43kH13EyVdP4JS73uTUzGX0Tc8jOf1Dqyxv5goco5aFilEYAAAgAElEQVRx1Ig3OfOGBzn25DM59vRfkPLrP3H6Lc9xfMYyq7pfeq41Fz8zD0d2AY6sApKyV+DIKrLEn5WDY8xyTrtnATPml9ISNvCpKn5NI6h1ir7LQjEJYaVe4fcK/3DjUMv2cKD7/ySx5xir6y7aNSAkM4psRu3wcUz2CcKPLdTzHRO+ZHalJ+Fb2PULdBPB0C3Z6xYhXSGkKYiqhaCoCKpGWFMJaQpBTbXqkhhWueHwflNrv4LwE2ZEdb+/xKYCW718A7+mx/HIMh5BxCuINHl91DQ1s7Wikp1VdXyY/y47107GX/kPjOqhlvDdFyJX9ENy90dyD0ByD0B0D0KsGIBY0ZPwL0SqsGSvuAYguwYiuwahuAahOIeguAYhuvofmcJv8HnZ2hjk1NHPd+vhF1jCT88hKeN9i/SlJKUWcHTqIo6+dhyO037ECSf05biTfkifX13HsVc/xg9Gvs1x6YtJysyxhwhWkpS1ghPT3uOMa++n70lnctJp/0efnw7k2IvHcvyt8zk2o4Bjxq7AkZWHY0wejuzlJGUtJzmrkOSsYquXn5WHY8wKTrn3XSa8VkxD0MpY9dvL5MZuEF2SSLqt59wr/F7hH04catkeDvQk/Pj3Hy/6FEEyoiiRDpRIh3V9mxrhiCX7QyX8rivmRb7yeZ5Y3EpKEHFX4cd69rbwdR1B71zfImyohHU1LnxR1RA0zc5zsO5VQc1IKMD1zQo/RrAH4ftUK7zvEwQ8oRCtgSDVPj8Vja0UfvgOuzfeT6j+OrQqq6iOXNEPubKfLfuBSO6BiO7BiBUDESsu6kH4/ZDc/ZBdA1BcA20GWziHorgGIzoHHHnC9ysKTQEfe7wSZ46aiyP1fRzpMeHnkZS+OB7Gd2S8jyNtGY7U5aSk5XDy6Lmk/G4oJ59xBsccfwyOvr+mz69v54d/mcFP7nqZ00e/zomj3qBv6rscddd8Uq5/HMcFf6PvqT/iuNPOJOWH5+L41fU4hk7G8bf5JKfFeveW8FOyPiQlq4jkrGKSs1aSlJWPY2whJ92zkMznPqTSp+BVVXyqRlAzCNkh/C58wz38Q11U5/su/O9/wyByUHyxNA9uP4cnn9Mgsnu8shlFjrQjR9pRIu3Wug4x4Uf0LxXSP9Tnao8Y3TDtzHwz8Xo1Ec2IVSwnQfhCrFKmLX1Rt9F0BM1ObDStokQh3SAYHxo48Bj8l6GnkP5+wte6Ct+vavgVa45+SFUJaRoeUaGuyUfB0jfYXDIGsfEm1OorkFxDkSr6W8KvGIDkHmQn7g1GdA9EdHcKX3RfaNMP0Ra+HO/hD0Z2DkF2DkVxDkEuG3TkCT+gKDT7fbh8EjfPXsTRI+fjSF1CSuoyUtJyScpYbNW1T1tsswxHWh7JafkcPXoBx94wBcfPh+E44ceknPRLko87h6TjzuXYHwzitLOv4pjzb6Rvv5tJ/vV1OH59Aydecgsn/fIXpPzo5zh+0A/HL67HcdmjOG5ZQJ+MPFKyC0geU2D17jOXk5JVTEr2KvpkFZGSWYBjTDEnjs3j8skL2VjptRNBVLuMbmyJXKUb3+w4/nchMnDIb2i9wv+fGgUHJ/xDfZzfPFLUWoSm8zkdMfLlvv9Dfa4eLD1dx4lrWnRu23WlysQIp2g3IOKL9dh82/ef+P3ZLnceK84TTMjTCEgKbW0iOe+9QdGSe2nem4pSMQrJeSWi+yKkypjsBycwyE7Cu7AbseS8ixBdAxBdA+3thyI5h6OUD0UpG3bkCT+oKHiCQdw+ibHzVnFCxgIcoz4gJc0qfJOU/oG9kM0ymxwcqUtxpOfSJ2MJp46ex+k3jsfxs6E4TjiLo4/+AX2P+SHHHX8mx570c1JO7Y/jh5eR9Os7OPWGuZx123845vwrSP7t5Tj+8A9O+tMEThr9LkdnL6dPZj7JmXkkZeaRnNlV+EdlFdE3YzmO7FWcPLaAQfe9wVqXB7+s4pOVXuH3Cv97TK/w48Rq0h8Gwv+2r+GDFX73xa4OR+F3iZLGKvQpCm1eiY83bOS/s+6gascY5JpbEdyXIrgHIbkuR3Je8b8L3zUcxTkUqXzwkSd8ryjSFgpRL0aYXVhB39tfIyVreYLwl9hr1FvV8Kyqezk4MvJxZORxTPoizsh4m77XTSLlvOtJOfNCHKf9Dsdp5+A4/TySf34dxw+8lx/e9DIn37GEk257j+RL7qfPVRM48bbnOHHUGxydupCk0Us695+eu5/wj84swnHnEhxZJZwytoDfjprLso3l+CQNn6QR1CK9wu8V/veUXuF/nXzfhB8yjfi6F92FHx8eMLtn/B8uwrfWQfHrKh5Nok2MUO6s496xf+XD3Dto2n4dcuUfEVyDkFxXIDqvRHQPRXQPteU95ADC7/e5whedw/HvvuRIFL6ALyTSIBg8sbKCY25/tZvwraz85PRca5GbjFg2fQGOjOUkZ+TTNyuXU8Yt5fSMtzj5trkce/McTvjXXI6/9TlOHvkWp2Qt5ti0ZSSPXMbRI3M5edRSTsnK59hx1kI8jrQPrMp6mfn0ycy3wvoJIf3kzAThZ67iuIylnHXrbJZtLMcryQkh/c6TqFf4vcL//tAr/K+T77LwY2P8nyf8LtscNsLXbPQehe81NNpMBa8WYU9VC3OemcIjEwayadlltO28FMF9kTV+7xpijd3He/iW8MOuC7vQ2cvfX/iiaziC8xKqNl975Anfr0p4ZY06UeK1TVUc+4+5HJORR0paDimpeSSl5ZGcnkdKRl68+l2n8AtIyrRC8SlpSzkqYwl9Mj4gOX0xfbKXkTImh5QxeSRn55KcnUdKdj59sj8kJSOfPtnLcWTkkDQmj6RsK5SfkplPn8wCUrIt2SdlFJCUsRJHejFJ6cU40lfiGLuc49PfYmDqcyxbu4vWsJV4eGDZ9wq/t1FwJDQKejlYvsvC74nQ17zdNyL82L0vJv74vVAloGv4NGtVQI+iU9kUoHTzBiZPHsF/Jw/Dve7PhCoHIVVchOQc0iWkL7oHEo4J391ZSU90/8Gqte8cjOg6D7niAkTnAAJlFxGuvoaqbTcw9q6zjzzhq2IIX0igxtvEB7sr+fEdczk+vXMRnKS0fFLSC+zed4G9lG0eyRn5pKTn0yejwF7gJo+UjFxSMnNJysolKTsXx5geGJuHY2wBjrEFJGXnW2Tlk5yVT0pWQVz4SZn5JGXk40hbjiNtBY60IpKyVpI87n2OvfUxrsn6D8vX7aQlFCSgKQR11aZX+L3C7xV+LwfmUJ+HX7Xx0GWZ64PY7lDfT7oKX01g//thQFPxKyp+SaPZL+CsrufdBQu4f+RfePmx86neMhj/3n5Ibmvc3sKakhd29yfkvpBQvGzueQjucxGcAxHKhyC6zifsvBCt5lr8ruvZUnQtI24+md//X/KRJ3xt127k6gaaq8tZubOcC8e+zImpi23hLycpLZ9km5SMAlvstuDTci3Zp+WSkp5rrXKXkYMjM8cqkpPdA2NycYzJjwvfysi3EvWSMnKtpXIz80jOyiM5K9daNCctn+TUXE4a/T6np7/IT/71MCMmPUvptt20hAP4VekAou8Vfq/we4XfS1cO9Xn4vwj/i+a8h40vmCYXK0z2rQs/di/uQfiaJfygohGQVNpCAn5RZvOW7bw4Zw7j7riQokWXUbdtAGJ15zx8yX0g4Z9P2H0BIdcAhLLhCGUXE9x9LYE9GRS8cTWXXejgrNMcnPuT44884bc9P4/A8hLaNq1heckqBmY9wwkjF5CSujwu/KS0fBypefbPufEEvuTUHEv2tvCT0u1COxnLcGQegKwcq4DOWGv6XfKYApIy83Ck5+BIX2rN+U9fYhUAylxMcvYyHGmLSb79dU6/4VHOuPYeBt0xlifemM/eulp8ioxPFnuF3yv8XuH3clAc6vPwmxb+517jCavaHT7Ct5L5QppGUFFoC4dpDYRpbGqj5MNVPD97BhOy+rF++cX43EOQKwYhVwyyi+8M6Cb8GP0IufoTqb0Gs/I2akrvYkrmb7n490dxzv8dzVk/SuKCsxxHnvDrpj1B3dOvsve1F8l79x2GjZzMaSPfpE9qAcmj8klKzSVpdC6O0Xm29G3hpx1I+DYZMZZ1ISnTInlMLn2yczlqTB59Mj6gT9oi+qS+R5/R79Bn1JscNeIVjrrzRY4e+Qopt7/AMX97nLOvuZf+N2aSPmEKa3ZspKKpDr+q9Aq/V/i9wu/loDnU52Gv8D9f+F5BwBMSqG/1UO4spzCviGn3j2LOtAHsWnsJgbLBCM6LkJ39kcoHIzoHW+P47gsQXBcgOPsRdvUn5BqIWvVXPl50Bdk3nM4ffuLgtz86it/9rA9XXXkcee9cfOQJv/XhWfjvf4qaKTOpeOFVbr/+H/zwmgc4afQHpNy6gL4jFnPUyKUkj15GcuoyqwJfuiX4o9JzOTo911osJ81avz4lIxYByCE5PYdjRy7jhLs+4Lg7FnP8nYs57s636HPr0xx161P0uWUOR/3rSY659mFO/NM9nHDVOPr+MZPjLh3NGYP+xE8GXMZZQ67mnCv+yoA//5Orb7qTR2bM4b2cAnZVVNASChFQFYSIecgF/l2T+/etEXCoJdLL94tDfT4fDg2Mb5Luy5bHCvH4FYU2UbCQRBravOx2VrJoyVKyxo1izoy/UL3hz4Rcg5Cc5yLuGUpg5zXIVVcRqLiAtr3nINUMwec8F5/zJhbM/SPn/TSZ3/w4mV/96Gj6/crBuFGnsHfjX/E5rzkShT8Tz0NzqJ/8GE0z5/BG5r384g9Xc9o1j3D8dY9z0h3z6TtiIcmj7cI7tvD7jFzICXe8xgm3v8Lxt73Csbe+zMm3PMNp/3icU/8+k5NvepSTb5xO3yHjOG7QWE4YPJYTBo3l5KGjOeWSGzn9sr9xxuU3c+YVf+eca27hgr/cwqDrb+WaO8fwl7uy+PuIUfzzzhHcNjqNtHH38O9HJvL4U8/y/tJ8tu914wlKtAkSQV3rFX6v8A+5IHr5fnGoz+cjWfg+WcYriXglkQavn8qmZrbudfH8vDe5O+tGFr9wCQ3bryS4dzCh3ZdSXvwXmnbfTlvt32l0X0md8wY2rPw7Wbf/nLN+6OCcs0/mF//noP+5Dp6e/hta3beiN11PyHkE9vCbH3mUhvGPUjd5Ig0PPMj2idO54twhnHf5vzhj2F2c9qfxHH/9bI6/6SlO+PuT9L1hFn2ufYyjr5nAKZdlcMqlqZx8yWhOvSyNHw37Bz8Z8Cd+OvAaLvzz7Vx4za1cflMqV988mr/ensXNd43l5hEZ3JmdTuo92Yx58B7ueehe7p/wAA9OeoRHJk1k8vSpTJkxnaeee5annnuW519+lVfefIu3F37AqvWbKa9qoKbJQ0DS8csqAU236kMfBmLvFX6v8Hv5fnCoz+cjVviqgl9V8SsafkUjbJjUtXnZU1nL6g1bmPv0TCaMvZzc+Vfic96Et+yPzJvzf9x5g4Nbrz2NBzN/w203/oxLBp3Mr392POf+8iR+d3YKN/y5L7mLL8RXdQtB1+X4d/dDKhtyJAp/Gq0PT6V5woO03Hc35ZOmkH71ddw5ahzDr7mV8668g7MuuZ1fXHoLv77iVn575e2cc/Ud9LvmVv54/S1ceeO/uHlkFrdl3sfo7HFkjhtD1ri7eeDhh3jgkYeYMn0KU6dP5tEZk3hsxmSmPzqZ6U9MZfbcmbzyxgu88saLvP3eG7y78G0WLnmflcUrWFlSyMYtm9jw8RY2bd/Gx7v2sK3MSXl1PQ2eIM3+MAFZx6/oBNTuhRwOPw71xdUr/F56+XIc6vP5SBN+ovQDmkZQM/ArGl5Jpk2UqG31UVZRy8qVa5j8wP1Mue9ithTeQKDqTwQqr2HriiuZfffvuOqc4+n/Mwd/+IWD/uckc8VFxzB36nns/ehahMZraNk5kPCeQSh7h6DsHXrkCb/h4Wn4HphM6yMP03r/feycPJExN/yNyTMeZ8asJ5g2fTrZY7PJGpfF2HHZjLs7m3vuzeb+f4/hoYfG8cgj9zB1yoPMmDGROXMe4+lnZvPM3Dm8Nu8lXn39JT7IXciS3IUsL8ylsGQFK9cUs3LLWtbs2sLGvTv4qGwXZXW1uJvqcTXU4qqpxVVbS2VDA1WNjVQ2NFHZ0ERdm4+moEBjMEydz08oEiGg6gQ0i0Mt9e+r8L8rDYVDLYhevl8caiEfUcLXtK4FeWzhB1SdsBGhORimJSTSGhTZVd7AsqWlTLo/jccfvhDn+j+i1g4jtPsS5N0j8W3KYs+Km1jy6gDW5l5HoDwTpfo2mrcNxFd2IZJ7GMKuwYjbh6KWH4GldWsnTad+/DQaJkyh5aHJfDxxMuPvvIOcFXl8+FERb7w+l6dffoynX3iCZ174D8+8+CzPz3uJV99/k3fyFvN2/mJy1xSRV1pM6bZNfLR7Ox/t3snuygp2V1ewp76KvU1VlDVV4WppwN3SQFVrM1WtLVS1tFDd6qHW00Z9m5d6r58Gb5AGX5BmX4hGb5BmX5hmv0BLWKI5LNAiC3hkGSHaTsDQLA4DqX8fhP913hR6hf/956usdf994lBL+7vcKOgqfKNrafQE4fsVA5+s4xVV2gSFOn+ILWV1zHt5MQ+l/YuFc68muOsKwrv+gFYxDMU1HNk1HNE5DMF1MYJrOIJrGKJrqL007hDUvcNQ9w5DLjsCx/DrJk6hYcJ06ic+SssjM9kyaQpTRmdS+tE2XE11OJ07+GjXWkq3rKZ003pKN23kox1b2eYuY3ddFbvqqyhrrMPZ3EiVp4VqTys1bR7q2nzUetuoaGuiJuChLuSlNuCl1u+j3u+j3h+gJRimNSzTEhRpDgg0BwRagiItQZHWgESLX6I1INMalPFIKi2yTJum0KbJBKJGr/B7hd8r/ENIr/APvZS/n8LX48IPqKYlfUnDI6o0iRK1IYHV63bx1OMzmHLPFXz0wVWEdl6NUH4xgnswYsUwBHuBnTiuoUjOoSjOoSjlw1HKhyOXH4HL47ZMnEjjxGk0TJqBZ/zjbJ48lafum8iW7bW4GtpoamykuqWW6uZaqpvtMHtjA+7meipaGnC1NlDZ2ky1p5XGYIAWMUyLGKY1LNg/B2mRQ7TKYTyygEcWaZUEWkUJryTHx2hiWM8pBCSdgKQRlA0CikFAN/BrOl5dxa+peFW5V/hHkvATFgL5uoQv2UutfllE84v3Jx1gmy/kID+v+zY9fV5Pf1+v8HuF/0XEVtr79oWfSCT+s9XT12iTZVoVkbpwCFejl4LCEiZNfpDpY4awcfFVhKuux+8eRLDiYoIVQwlVDO0Uf6LwncNRnEeo8L0Tx9M8eToNk6fTNnEWmydPZe5DM9jr9NPo1fD7JFpCAVqDflqDwThNYT/NQoBG0ZK8RxZpUyTrUbbE3aZIeFWRNl3Cp0v4NBmfquBVZLxKZyamX9HwyV1/DylmnKDaKXyfYS+lKIu9wj9ihG/awtf+R+HrByF8/QsRe/w8HSnSuY0U0e3P07+cSA5r4Ue60Cv8Qy/n77vwQzYBVcevWh29RjFEeXMLe+q9vJe/iYljRvPyo0NwfXw5npohNO0dgs81xJb+YAT3EETXEGTn4F7heyZMpGnSNBomTaNh2hOsmzSL5yc+SWVNmGa/SThk4BdVvKKEVxTx2kURPJKARxbiPfc2RcSrSJbkFdmaT6kq+DQLfwxVxa9q+FXNDtnonaJXVQKqSkDVCCimhWoSUA0Cmo5fU/EbKn5dpk0RCOhqQmbngfm6xB06SML7oR9iNMLGF3NYCd/u0UtGB5LRjmSYSKaGFFGQTBUh0hUxegASxRvV4yKMIZtGD1JXeyaiIUc0xEh34VuCl+zX5YiGZOpIpmGL/yCkYd9k45KOROIkHm/nce8v/P9lu88jfizR6Jfmq3xeIl2+v4iOENEJxzEJR0yEHv6vPe8v8pWJ7TdsH0PsWGLfn2QTj0Qd7pim3ZA2uz2vIRoWgqF3IXZtB7vxVYXfiU5I1+Oh/P3RCGiWH3yqRKscolEMU97i5aM9NSx6exH3pV7FS08Pxrn9SporBhKoGErIPdQK8bsHWIvtOIegOIchOa1xftk1/MgTfvPESTROnE7DpCnUPDabVROf4vmJz1BVG6CpTSYUNPGHdbyiEi+GEMMji3jkMB45TJsi4LVl71OVznmVCQS0mND1HkiYlqFqtugThK/awtdl/LqMT5Pwa8q3KvyDOpn1zvKVhw8agnkwHPreRddehols7EM22pHNCHJERY4oyAfdozcS6N47NhLQUUwdxTBQDLMb0fjPshk5QI9bt/cZSeDgetWJwpcMI/4eJRqN81WGHbqj2Hyl9yYcy5flfz1uMap3QYjqhOOYhKM9C7/n/UW/MnHh28dgNR71/T4v1js+3BHMiIURQTQSjtvUOjH0bu8xOoVvl/j9qsLviQMK377/BjQFvybTpoi0qTL1wQDuxgbWf7SNl/7zNGNTB5P/weU0V15OwGWF8UXXECQ7nC+WD0N2DkdyDUd2X4zsPgKT9pomTqVx4gwaJk6m+rFZFI5/gv9OeoqqOi/1LWFCoUThS/hkC68s0SZLtMkCbbKAT5XwqZbs/QmyjcteTaSb6FXNej5R4Kpuiz4WztHsfckJ9CB8tRua2nXax37rMR+AHt7TY++5V/jfaFixq0BtsRr7EM1PEI0EzJ7osGlHjERt9g/dK6Ytdz2Koneg6PtQ9E9QtE9QtM8s9E+Q9U+QjQ5EM4qY0OsTIxFko8N6Xf/EbqR0IJsdtiwOHNo+oPAj0TiHi/DV9vY4vcL/HgvfiPE5wv8fe/gHJ/xYjZXOpXUt6av4VIVWSaDO72NHWQ0lJaU8NjWbyQ/3Z8+WfxAqvxzZeRlS+WVIzsuRnJcilluyT+TIFf6kSVTOeJzlD8/i9dkvUVXvo645RCBkEhAMfJKKT1Zs5Lj4O7HC+H6l5153UFUJqdZjF+HHt1EIaHI34ffQ+0/cpid6iB70FCI6OOF3fV9YN/fnOyf8Qy/zgxe+hhVO15ANE9mIIpvttnQ7LKkaHUhGR4LcE4l2kiDdxB6+YhoopolmmGh6BE2P2nSgaZ1YDYEO+xii+42Zy0Y0vo2iR+PbfZUevmKaqJFonM8T+BeJvPt2B9r+c187LIVvHjbCTxw6OdQi/zqEL+sGsm4g6t3f0yn80Dcwrr+f8OP3485Fd2L3eZ8s4RHCNIVC1AdUNu+ooWD5SrIz/sKTj11K3bobUMr/hlR+NbLrUiTnMMTyYV1kLx6JY/hNE6fSOGEGjRMnUjVjJssfnsVrT7xEVaOf+pYwftHEJ+pdEur8ihqXexfUgwuxd5HzgYTfJbx/AOHbDYiu6HEC9mMoIfkjpBkHORZvva+r3Luhm/v19gWjc9z8wAJW44SNGF8wZNBTdOFgMHR7fP67KHwdOSpbYXzDtAW/D9nUEKOqHeJXkT5vDL/Lzbl70l6nkCzZ6SimhmwqKKaCElFQIrL9GBufNxKGCGIJbCZiREWKKPYxxbZVEE0F0dTtsWB7TN+MYXQ5L0Rdt48l8rnCV6JRS8z2jVnWrcZC581Ztz9TRzYsJFPvEkHoxB7OiBN7PhZVMVCi9nORCHIkGh/T/7LCF+2/sfM4TcT4UEn34RAda+hG7zYkE7HH0i3Zh6I6oahhiT/a2UCwGnTd/9bIl5B812GZWBJmd+HH8gOULyN83UAyNCS7Fy0cSMo2n78/80sQi5qZ8YiXZP+tXXv4B2okfMPC797Z+gLht4kCzWKYprBOtcdgZ1kL899+i7EZf2bJs1fQtPFfSOXXILkuQnb130/2R6TwGydMpWH8NBonjKfq0cf4cPzjvP3sG1S1+Kj3hmiTNHyJSXUHJXKrN79fWP9rJKiqhGTFQlIISRqCoiMqBpJmImlRRC2KoEUJaRECegzDRu/M8k9ENwjpVjKLZERQ9AiK3o6st9vJYzZ6O4JmIKgGoqIhqRqSbiCaJkFDp1UUCBnWjTysaYQ1lbAteMHULMmbso1I2FAS5L8/QUMlYFr4Ij0Tez1G0G5EJIq0szWtdR320Pff9vDAbqh0ubkZCWFHzcreT8R+jxgxkKNRlI521H0dcfSO7kTROiIoUR3JVBBNCTkio7ZrNiZqtN0i0oEc2YcU+QTJ/BTJ/AQp0o4U1ZCjip0L0GHlA0RDyIaMrEdQ9E9RDB3FFJENAUkXEVUZSdOQNAM5hm6iRNpR2ztQ2zvQ2jsw2vdhJqCa7VavM/Em3QUVMaJYmBZCREEwVcIxOdqJhoqpoJiyjZUfIRtRRKPdaryakn1+qpaA9AiCGROvgdRuILcbSO16/FFq15E7TJR9EfRPoxiftRNQRYK6TEi3GrfWvkwEI4podJA4LCNF2hGjIcSohGgaSPo+ZOMzFPMzZLMDUY8gGDohUyUY1Qi364gdJmKHibLPQNlnoHaYaPsiyBHdSvY0NSTTagxZDSyDkKIRkDUCqoEY2RdHMtutGReRrkmbYkRBiCp24qiCZGooRqxRZSIbJqKqIWgaYS1BnIkNfF1F0lQMXUU3dZQOk6CpIkR05Iid/GfLNRQxCEcMwqZhRzEiiJEoSrQdJdKOFolFlKxhJMloR9Q7EYx2RNN6FIxYlMtqpHZvDEnmwc06+Lol36Pwe0qYtv+noVikWFHwidaUbp8SpTGkUdkconTzTl567UXuzhrChx9cR8OOPxPcPRSxbGg32V+MUHYEhvQbJ0ylYcJU6sc/Qs2MmawY/wRvPfc6lZ4ADSERn2LgUzX8sSz5/0H4FrGe/BeE5uPbHDhq4FcUAopCULaEHxYUwmGZcEgmHFIIhVWCIYWAjT+k4A9LNkLPhESCIYlQWCYsKIiihiQYiIJBWNC6IEgakqQjSyqSqCAIEmFBQpRVFDOC1tGB9sk+W/haZxQgJnxDJWjG0DoTYXogYOr4Ixa+A+DvRsDUCRomoVj4zozEL67YtLoruwAAACAASURBVCohYh7mwrfp0tuIIBoRZD2GgazryIaGbGgopo4WjWB0RDHao2jRSFciEYxEogZ6REMzFVRDQjUkRDVooYQRFRFRkREVGUEWCCkCQTlEUA5YKB6CaiNBpYmwGCQsmoTlCGFdtnrtWjuy8gmCbBCSZARJRJIEFDmIogZR1ACqGkBRA4iqH0H1I2jWo2ij2K8ragBZDyLpQWQzhGwK3RCRTWk/RFNCNGV7lkEs0hFFNixpaHE+Qdc+QdeiSJJAINhESGxAUppRDQ+q4UHRPMiqB0nxIMkWsupFMwIYZhAzEsIwg+hmEM0IoBkBzEiISFRCN4Oouj+OZvpsvOgRL5rZhqI3I6k1SEoTshJCVVU03UQ3o2hGBFk1ETXdakDbjRmpXUPuMJA7NOR9nUgdCmJU7hL18atCwv1FJmAo8QaD0G4QimiEItY1GlvHPWAoVjShPYaB1G5iRNoxox0Y7R3o0Xa0aHs870KI94qtSKGgm0iqjqZHMPR2wmEZQdMQI1bURo1E0aJRjH3t6Pva0T6xEEwNwf7e5IiOEjVRovtHWGJTIWPXc0BXCJqq9bdENKR2E6ndRG2PWPuImKiRSDyKZN0jOq+5kN3oCH1rwlcS6Fn44QTxh2WNoKwRUAxaQhL1PgFnfRtF6zbx8IRsHvr3ALaX3oBYcTW+nRchuy/u0rsXyo7AWvqNE6ZSN34KdRMeoWr6Y3w4fjbv/Hc+Va0+moK28JWDFH5CaP1/F76SwP5hfr+qIbW34w9LeJp8CI1BQlUetMYwWmMYo0kk2ixjNApIVX7EKj9itR+x2odY3YZY7UGs6Ua1B6naG0eo9iJU+xBqAog1AYS6EEJDCKkhbNEYQmkMojQGkGu9iDVt+NyNBOs8RPUO9EgHfkXuKnzdQDA7hwWCRoSgEe0Rr6J1oU3V8ZsRfJEeMCP4bYLRDoLRDsKRDsKRTwib7QQ108Y6hpBuELKTYkK6QVg3viPCNxH1KJKuo7crqJEgolZFQN5CUN5CUNpCWPoYQbYIyx8Tkrb0SCC8CX9og4WwnrC0EUHZhKRvQtI3I2mbbD5G0rbaj1uQ9U3IxkYkfSOCto6QUkxAWoFPKCEk7EJVvWjRCKF2O3FQ1NAlA10OoAp1GEEnnwZ381nwYz4Nf8S+8Ab2hdbTHl5PJLweQ7Aw7d8jwnrawxs6ETcQlTYSlT8iKm2y2WKzlai4lai4jai4Yz86wjsxhXJUuQbV9GKYOpr6KaryKZryKbrSQYdUwT55M+3SGiJSARF5KfuMxewzFrLPWEiHtpB2dRFRZTERKcYS9mm53chBCy9ECy8kqiyhXV1Ch/YB+/SF7DPeZ5/xHvuMd9hnvEWHMT/OPnM+7drbRJVFmEIOerAAMbydyL4wmi6gKjqybCDJKrImoxsqqiYTDocJ+ixCNkJAQglraJKBIqgoghJHFVUUUUWRNDTFQFEtVNVE1aJoensc1WhH0CIokQ77HDSRdBNVs5BUDdWMIBsGgqYT1gx7yluEYKQdMbIPWetADBmIXh1/vUz1rkaayj20uLz4a4P4a4OEGkKILRJCq0RrnY/WujZa69poqWvF2+wj7BMI+8LIIQU5JKMKOkpYRxVNNDmCJps2ERTF+lskSbUaF4KMIEiIoowia+iagWlEMfUomm4dq2DG7gEmYdOIc+iFrxPWdARNR9Q0BFVFUHSCshV9bhVlPKJOU1DFWe8lt2gN9913M49NOAfXhisIOS/pInuxfAhC2eAjT/gN46dQN34K9RPHUzntUT58+AkWPP8m1R4fTSERv2KtWnQwwo+JPvS1CL9bb97OD/CrijX2r+iEwzItFY3Uf7SX4AY3gaLdNOZsoilnM83LNtG0dBONH2yk7t311L67jroF66hfUEr9gtXUv3sAFpRS+24p9YvW07JsM005m2nM3UpT3laalu+g+cOdtKzYRcuKnbSs2IFnxTbaVm7Hv3IHweJdhD9y499VS+2uCkIhyZqXr2kE1c4CQz5Zw2+3TH1qBJ8axae041M6uuBX93XBq+3Dq+6jTesZr2rRKkVolSJ4pAgeMUKbZOBXrDyMgKrhESTaBCm+OEUgluegJ0pW/xwOVtSft4+Dxd6PoVtj03oEUe9ANEXkSA1eeSP1gZeo9txPjU1t6/3Uej6f+rYHaPA+SJP/QZoCD9EUeIAG333Ue++ltm0sNa1jEriHmtZ7qW65l6qmu6loGIuzLhtnbTaVTXdT1TSOquYxVDaOp77xRXxtK/ALlXij7WiffoahKUSDXoSGEoIVryHsnoOxfTL7tj+EsesB9N0Pou9+EG33g6h7HkQtewil/CHUMgu97GH0socxyh7GtH/Wyh9GdT6MEueRhJ8Tn7NQXY+gOyfQUTYNvfxJ5NrXkdtyEQK7EcISmmqgKjpCKEC7bxGf+ecSbZ2OXH8fckMmUsMoxIYRiA13ITeNRG0ZjdmWQcSXScSXidGWgdw0CqH+zjhi/V2IDXchNYxAbLjTovGfiM1/Q2z+K2LzDQhN1yM0XU+48TpCjdcSbrwOoekGpOabUVvvQm/NwvTcT6BtPm3CNkSlEUPV0JUOdFEh7PPSVFVN5c5d7N2wA2dJBc6SClzFnVStqaFufR1Va6qoWlOFd0cb3h0evDtaLXa1IbjChNydyPUyaoOC3GghNSqEmxRkn4m/UcDXEMLbHKTNZ+H1BwlKMkFRQtB0e1zcGrLwtX9Cm9pBY7NI5e5GnOuqca6sYucHu/n4zc1sfXMzziVllC8tw7msHFeOC1eui+qiWiqLaqgoqsa1sgJ3kQv3qjJcJWVUr3VTvdZF/cZ66jc00rC5ieatLTRvbcG3249/bwBfmQ9/mb+Tcj8BZ4CAK0BrdRP+xlYUv0C7bNButseFb+UiRQkbkf2u6UMrfANBM5A0HUnTEVWDsGqvqiereBWD5pBGVavA5vIG5r05jwfGXspb/7kQ99phtG3vh1BuTc8TnUMQyo9A4TdOmEr9xMk0TJpA1bSZFEyey9svvUO1x0eLIMVF4bcrHfkTxn17En4iX6fwA6pCWLWmYwQUDUkxCDgbaSreTs2itbS9vxHPm2vwzF+DZ/5qWueV0PJqMS2vFNP6koXnxWI8LxXheWnlAWl9uYiWl4tofrmIppcLaXilkIZXiml4tYSmeatpfn01zW+U0jS/lKb5q2meX0LT/GIa5hVS/9pKahasorF4O77tVTS56xFUA5+sElCjtEgmVX4VZ5vK1oYwW+tFttYJbK2T2Fons7VWY2utEuejyrBFlRBnQ2WI9VWdrKsMsrYiwNqKAOvcFrFtN1UJbKqU2FwtsKdFYU+LzN5WmS1Vbawvq2FHTTOVbSG8qknAiBI22u3pZQaKoaGoEooqoiidaKqCrqpd0BQVTVFQ1QQ0BVWTuqBpsoVuoajifvtXFRFVEVBlAUUWkSQRWQkj6QKSLiMYHQT0zwi2N+NX86jzPsremr+yo/K8BM5le8U5bHcn8nu2deFcPi7/HZvLfsPmsl+xuexXbHH+ki3OX/Kx62y2xnD+iq3O37C1/By2lv+erc5z2eY6n+3uC9jmPJ+Py87j4/Lz2e4cwI7yKylz30ltzURqWhZQEaxDiUjoISdSzYf4t07At+5f+AuvIZQ/GKVgAMKKIYiFw5GKhiEWD0MoGYawangXpFXDkVZdjLzqYuSSi5FWDUdcPRxx9VCLNYMR4gy0KL0ogX4Ipf2Q1vRHKxqGWHIl2tbbUcuyCVc9R6h5G+16CFVsINC2CqN5Mu1NGZgNI9Dr/olaeyNqzXVoNX9Bq/kLas01qNVXo1RfhVJ9JUr1FSjVl6PWXNGV2ivR6q5Cr7sKre4K1NrLUeuHojYMiKPUD0SqH4hUNwipbhBK7SCUusFoDcPQ6i5BqbkCqfJq/HX3UVX9PKHgBkxdJKJBe7Adb3kLW/M2sPrt5RS9WEDhnCKKEih8ooiSp1axZu4aSp4qYdUzq1jzzCpKn1nNuv+sYu1/VlH67GrWvbCWtS+spfSFtZS+UMpHb6xn05vrLN6y2LVsB2UFe6hdXU3dmhpq11dTvbWWqm211O9upsXlpWZPPS21XsJ+BVWOourtCAY0e3T2bmlg3ZItFL+ymlVPlbD6iULWzS5h46wS1j9RyvonSlk326L0iVJWPbGaVU+sovDxIovZKyicU0DhnAJKnllJydyVlMwtpmTuKlY9u5rVz69mzfNrWPP8Gta+tJbSl9ay9uV1lL60jtKX1lIa+/nVUnbmbmL3is3Ubq4kUOlHC1kzSwTTGksX9WiXWUiJhXdCxjeVtHdwwhc13UI1CGsGAcXKM/OpJi1hldq2EJWeIKWbtvLsM9NIu/1cXn3yXPaU9Mdffg0+5+X4ncMJ7PnjkSf8psnTqZ80icYp43FOmkbBM/NY8F4Ota0+2kQpnpl/4Gly3w4hRUFRNLyqhleUiQYNWgo+xrNgLQ2vF1P/WhENMV5dScOrhTS+WkTTK0WW+F8tptV+bHwlto1F42uFNL1WSPO8IprnFdM8r4Tm10ponrf6AKyiaV4JjfOKqZtXRO3rhdS+XkjdG4VUvVlI1XuraM75iIqiLezYXkZrWKfar7G1RmLRRw08nbuLiQt3MGHRDia+t4uJ7+1k4ns7mfTeLiYu2Gnx7k4mvb+LyYt2M3VJOdOWOZm2zMnkRXviTFm0l8kL9zBp0W4mL97D1EUW0xbvZdrivcxYtJcZi8p4dHEZs3JdFnnlzMwp4+XVLhZuqqRgezVb6wO0Kp8g6p+hqe3oYRHD5yXsLmdfbTUdNVW0V1fRUVXJp9W1fFZVx/+z+ayyhnZXJabLje5yo7tc6G4nWoUTze2yqHCiOveilu9Fc5ZhusqJVrgx3U6ilW7aK910VLhpd7uIlpcT3VuGuWsP5o5yxF0ugs69BOvKkYLN6JFP8e6DVmMTVa33UFt7MU7Xb9ju/lUCv2C7+2cJ/Jzt7rPY5vo521y/YKvzLLY6z2ab65f29mezzfUL63Xnz9jm/Gkn5T9jW/lZbCs/m23lZ7O9/Jdsd53Ndvcv2Vlh4/41253nsr2sP9v3DmWP60/sqcxmd30OqliFp+xFhLJ7CZdcjbryYuTlQ5EKBiAvH4S0YjBy4RDkwkHIhQORCwdYFPXvJPZcwmtSYT+kwguQCs+zWPkHxJXnIq48F2nlOUgrf2vzG6TCXyEV/tJixS+RC3+DVnoOxrrzMDZdj/DxE3warsJbXUBUfIxwzQ3INX9GrvkzarUld7X6SvTqyzup+iOajVrdnctQqy9Frb4UpeoSm+EW1UNRqofYDEKuHoRUMwipZjBy9WCUbqhVQ9FrhqPXXolUM5K22v+g6fVEdAjs1ilf4mbTc+vZ8nQpm+esZs3sYlbNKopT8nghxY8XUvJ4IatmWqx5rIg1jxVR+mgRpY8WUzqzmFWzilk9u4TVs0tYNauY4lnFFM0qoujxIopnFlmvzypm7ROrWTdnNevnlLL+SZun17Lu6bWsn2sJdfP7W3EWuQk6BT4VP0NtiVK+uooti7ZT8FQha54uZc2sEtbMKqZ0VjFrZhax+vESSmYWUzKzmNUzi1g9M3a8K1g1cwWrH1/J6lkrWTNrBWtmr2T1EytZNaeQ1XOKWP1UMaufKmbVU8WUPFnUhdVPl7DabuSseWaV9fuTRWycXcT6JwopfXY1297fhb9cQZUjiKZBUFMw1HYkxRa+PYskLuZvTPgHUe1U06xkT91EVA1CmmYP8Vq1WqyqfCqNoQDltbWUrF/Po7NnMXLEcCY/8DNef6kfpSVX8PHaSylZdAQm7TVNnkrDVEv4lVNmsmDaf3hvYT7/n7z7jo66TBT/HxQBqYJKDaEK0kvoIEVEvevuusW9rruu7rproYTQSTJ9JgnNAiKkTCqg2BCS6ZNCTSaT0FJI78nMpE1LcPfe7+97vu/fH5/JJDTX3b17797jH++TBJPIOXrO6/OUz/NUNbdgc7n/tcDv7MLh8dLh6qQhv4LqTzOpjTNQeVzbg32snprYHvBrY+4DfowP/Fih2jgddXF3gR/3N4CvFqpS6ymN1VAam05NspmiL7Mxn83E5vm/mG808klaAeLUi2yNy2JT7Hk2xV9kqzqHbYkWtiVa2J5gYVtCLqHxOYTGXyEk/goh6iuEJOQQkpjD1sQc4ev4+7c17gqh8VcIVeewTZ3D9nhf6hx2JVuEUnLYkXSZvcnnkSSbOXzmCp9lF3H5VhMu93/yl/ZO/qOukVqjgdpTp2j+KIamDz+h6YOjNL5/xNdHNB76kKaDH9L4/gfYjhzB9vFRmo4epenoJzQePUbD0WM0HI2h4WgMTR/HYTsSh/1wLPYPY7AdOib0/nHsHwg53j+O/cBRbNFHsEUdpll5mEb5x1R/lEBVgprGM6fozL3A/2tuw/NnF+VNSZRUvkJJyQyu3xxPXvHkXk0gryTwroKE7gF/cg/4JUHkFwdhLRrXU+F4rIUTsBZO6qlI+H5rySR/eUXTyCuaSc61uViuL8Fa+DNyrikoLUigwRpOu/UVnMZV3NavpFO7HI9miZBuqa/FeHSL8OiChfQLetIt7Plz3z9z6+bj1s3FrZuN2we+SzsTl3Ymbu3TuLXTfE3FrZuCWzcZt24yLu0kXNpJOHUTceon4jIto+PCFlqvJmC/dZiOmjdwV72Au/J5PBXP463YgLfiOTornuV2+Vp/XWVr/H0v8MtX+FrWKwF1V8WSB4LfWbaMrorldFWuwl31Cs1VKtrbruJs/5ac09fIPHIBs0rPeYWe8wod5kj9HRl7YW/2lakwCMkNZMmFz41KAxlRJjKiTJgjjRhUBvRKPQaFkF6uwyDVYJRpMcp1mOR6TAo9JrkOs+/nTSojGpUezUEDuqNGrp69TmdFFxUXK0n/RIPmAx2G/UbM0SYyI41kdoOv0mOOvBd8IY2QSkNGpJaMSC2ZUToyonWYonUYIjXoozTC6D9K+NwQrcW0X49pv/AwYNyvx7BPhz5aK3xvpIZMlfC7DPu06D80kffVNZqqHbhv36a1y4P39n/S4f3XA7+1s5P2TmFk3+H1nanS2UVLV8+dKg6vh8b2dupbW6iob+AbnYH3DynZtfmnvP7LWWz64xw2/fFpNr459wcIfriYalEY1eI9lITL+VRxlK++MlDTZKfF5aHF5fFvjOiB/284COcfrHtfQIfbS0tbB62eTtwtLip0eZSp9VTH6KnyTbnXxBh7jfIF7GuP66n31XBM+FgXo6c21kBtXE89yJu+A/r7gB9rpDrOJBRvoibORH2siYZYMyWpGXxx/DSXbjZz5Gw+e+LNbEu8SEjSFbYk5RKSbCE0yUpocj7bkwvYkVzAtiQroQl5bFVbCFFb2JJgYXOChc2JFrYk5rElwUJIYp6/rYl5bE2yss3XDt/v2ZFcwM7kq+xKvsrO5AJ2JuezK7WAXSes7DphZU9qHtLPCpCfyOGDr/NJSMvD1txGY8E1WjOzqIg9TuOhQ7il0XikUbhlkXhkkbilSlxSBR0SKa1iMQ5xODZxOE2SCBqkIuolYuqkYuokEqqlEmokEqolUqolUmokUmolUmolMmolMuqkcuolchqkcppkCuyKKNoj99Oh3EerJJIW8X6a5QdpjIyk8XA0LUmx2L7+mm/tVq5f3UlR0WqKbgWRf3MU1sJJWIp83Y12USDWovHkFgb6sO8B31I8ibxbk8grmeR/KLAUC6N7AfxArIVBWAsn+sHPK5rY6/dMwFIcRG5hEJbCKeTeeBrLzXlYC9dgKfgt51J/hS3397hy1uEyLPGBvwx3+mI8miW4tUv+R8Bv1wbRrg2iQzubdvPLXDn5c2w3NuEqfwF35XoB+/Ln8Zb/88H/rjrLlgnoly+ltWQDlTe3UVNroKKsnDPvp6Pdb8Cg0GCWpZMp02K+G32lHrPSgLkbeYUBs1yPWa4nQ6YnU6YnQ94De3c6hQ69QodBrsMo06GXa3vAl2kxynzoy4Xfb1QaMKuMGBQZaCJNpB/Qcz7+MsWaIvK/tHDu0Bn0+zWYo4xkqoxkKgXouzMrDb26G3zh8wyV7h7wjVHae9JH6zHu0/nrxt+4r+f79YpzZETrMB8wYDhkQPexnqLLhbR2tNFy201b119o7/zzHedE/KuB39772F1fDq9HOAm2w0Vzu5OWDjfXi0rRG0wkxscQKRexa9s77Nr2Nnu2v/fDA78+XEytKJxK8R4Kd0tIEn+E1niZWkeL/2S93ofu/I+B7xHAb3N34mlsp+R0FhVxOj/ufx18Iw3HjP8Q+HWxBmpjDdTFG6mLF8D3Y+8Dvz7OjC02A3tMBtVJmZyIVvNhSgZhiVlsj89ma2Ium5KsbErKJyTZSmhSAaFJV9mWfI1tydcITSpga2I+WxKsbO7VxkQrG+MtvBuXyzuxObwTm8O7cblsUueyOdH34JBUwLbka+xIusb25GtsT7nKzuSrbE8tYHtqPjtOWv2FJhewO/U6exOtiJJyOPy5hWydmTK9huJjR2n+4CBNEhF2sZjGiHDq9u6hes8umqUSbAo5dqUCW6SSJpWCWpWMKoWUSqWUqkgJjUopHQo5HQoFTqWCDqWcpmg5jfuF6qMl1EaKqVGJqFKIqJKLqJaLqJGLqJOJaZCJaZCIaYyQ0BgmpTZiD5WyHVRFSyk//hFFuijyMn9Bya1giirHk188yjcKn4ClaDyWosC7wB93F/jjsRRPwFIyGUuJD/xbk8i7NQHLrUAsxeOEev2sgH7vf0fvAsktGktuUSCWoinkFc4ir3Au1qsrORO/iLbcl/FeWYTbOI9Ow3Lc2kX+BOi7C/7Hwdc9/Z3gd+gm0aHrBb7mKbqy13Lu/UCcpa/QXjRXWGu/D/idFWv99Ub9Hwa/YpFQ+eIHw18xn/Zbq6kufI/GRg1WyyXOvn8O3X4dRkU6Jtk5zPL0vwt8k1yPQX43+Fp0ci16H/B6ufDRoNBj7B7d+77X2At8oyITgyILrcqE5oAB/WEdp6SJGA5+gzk6nSyVkSzl/cDX9er+4JtVOmFaP/r7gG94IPj6aC0a5TlM0ToyfcsBxg91XDl7nta2Vlq+deO4/R+03f7zv94Iv/fdJneA76Gly+MH3+F009zupLndSVltHVeLb3DBeh5dpobkk2pSTqo59+WnPzzw68LF1EpEVETsoXivgsMhcs5fukato9V3N73Ld4perw17d2za+xtP1/uu7ntyXq+DFtxumt0uXE1tXEtJpype12sa3+BLQP/WR2dpUGdQGaOnOs5E+SdaamKN1CWYqFGbqVIbqVAbqEgwUJ5goOpEJhUJBipj9dTEGahWmyhV6yn8+CxVx/TYky9QFaOjMlZH5TEtVcf11KnN1HSP7GPN1MSaqY/NoCk2g+aYDOrjs0iRxaKMMbIr5TI7E3MJVeewMdHK5oR8QhLz2ZpQQGjiNbYl5bA94Twh6ktsTMhlU/I1NideJyThOiEJ19isLmBzYj6bk/LZklxASHIBocnX2ZF8g10pN9mdWsi2uKtsjbvGltirhCbeYNepG2w/YWGz+jzbUvLYniq07UQeW1Pz2JKYw46T+exIyUGWeoHEDz6mIiGZGuU+7Eo5ddK9NMjCaZCKaJSLaJCLqJdFUCcVUScVUy+XCCkkNCilNCqlNCilNKtkOBQy6iL20iwJp0UWjk0RTrMynCZFGE2KcJrkETQrI7CpJDiUUhxKGTaFFLtcgl0mxiaRYJfIsImlNIsjaJDspV4upiZagTn611j167lWNJ38W2MpKA3EUiQA3b32bi0a06ux5BcHYi0eT35JEBevPYm1dAKZBaPJuTWf65X/xhfn5rH/o8fIKXyK3OIxWIrHYCkac58Hh3FYigLvBL94LLlFT5JbPApL0QTyip4ir2gG1mvBnPlkEo6sNTizg3EaFuDWL8KlC8apXYhTuxD3HXVDfncPAn+OD/xZuP1r90/j0UzDrX0Kt3YqLu1UYQ3fN7Lv0E2iXTPRD367dgKe7Hl8pRxAx40f4S1dQ1fZc3jLn6ez7Hm6yjYIa/gVz+KtWIu3YrWQH/tn8JavxFu+QqhiOd6KZXgqetbq3WWLeypfiLt8vq8FvhYKlQULlQs5y4Nxly3CXbaIzvI5OEuXUV/4FlWlpzGnmzh74Cy6KI0AvjwNkzwds1KYwhfQ7J52787gS39HRpkBvUgnTNurtOiV6ZiiDOik6WQoDf5pfINc538gMCqEtX0hg5DKgF5hElKayDiQgT46nU/+tI/MA+fIiEwnW2UkW2kk40HgK3RkKHrwNyq1/s9Ncg0mlZaz8m/QHkhHG30Og0qPQWVEp9RhijaiVaSjj9YL6EfpMEbre4rSYYzSYYjSYYjUYorWY442kBGtx3gwHVOqFluTndbbHuxd7h7U7zi185+5ae9vvNCs1xHpLV3enttTvcLMtN2HfkNrK5WOJgobKrlZV8XVsnLyb5Rw69qVHyb4dTIx5aLdlIgiObhRzOXcQupb22lyumh2O7E/4Hz8//Lueq2vd3avm6YuD/UeJ87mNq6mpFGl1lEbp6M2Tt9rtG6iNs6ARZnKJz8LJeY3ezn+lojETSqO/0nM8bfFHH9Hykdv7uH93+zgg9d38cHru9j/xk4+eVfCZzsPYZDHcfGDTymIT6P6s/PUnsim9LiW0uPplB1PpyrWQE2ciVsfp1MbJzxA1MZm+GuIzaQpJhNbXBanZGqUxzMJTcphhzqHnbE5bE6wsEWdx9aEbvCvsi0ph20pF9iSksM7Kfn8KekaGxML2ZJQyNbEIrYmFxGScoONiVY2+dqcUMBmdQFb1FcJSbxOaGIh25OK2fNpJduSr7Mp9hJbky6x69M8tiflsiMpl10nrGxPsbA16TIhKVfYdiKX7ScshCdnowrdRemBj2iVRNMslVCjFFEvFVEvFdMgF/vAD/fXIBVqkohokoiwicU0S8Q0iCKoEYmx4cDkBgAAIABJREFUR6moV0ipk4toloRjl4Rhl4Rjl4iwS0XYZRLsUik2mRSbTO6vWSKlMcI3wo+Q0CwWYxOLsYml1EtFGHb/GEvaSq5cD+LSzVFYb03AUjwWS/FYrEXdjSHfl7VoDNbiUeSVDMVa/AS5hYFcKZpCfulqvtKs4bdvjGDhwodYt/4hrtycQ07xGAH9Xg8MvbP40fc9aBSPJrf4cXKLn8BSHEhe8RSsxTPIv7aItGMTcBiX02YKpsOwEKfel24BTl335rv5uLTzcWvvh/1fB9+jm4lbO8M3sp+OVzMNt24qbt1UXDof+LpJOO8AfwIdugl06MbhypzKWWV/nPkv8W3Zy9wue5Gusud9baCz/Dm8lc/iqVyLt3I13srVeCqewVO+Ck/FSgH5yqV4K5cKu+wrF+OpXOQfuftBL1+Iq3wurorZQuVzcZXP7cG/bAHusp7vdZYvxFUWjKssGG/5HNxlS2kqfpPyG6kYvs7gXPQ59Kp0AfzulFqMKq1/elwAvXsaXo9R1gN996jeJDeSpczEHGnknOIMZ6Sfo49Mw6TQCdBLNcL3K+7CvVcGX3ql3t/5A9mYInUc/0MkFw6eJVMljPAzVUYyVHeDrxVSaO8Ev9dmQ7NCh06ehuEjAynSFD54OxqDSuP7OwkPH3qlrhf4D84cqccUpcccZRD2OhzQYEpOp7leAN/R2Urbt55/Gu5/L/h+2Lv+yi2o7k5a3V5sHS6aOlxUtzkpa2mnwt5OeXUTt26WUZt39ocHfn24mDqJiPKIPZSIItn3XgRXrMXUt3fQ6HTR5HYKN+B5/46z8v8J4Nd5nHTcA77uHvCzwo6z5ekN/GL0QhY+OpZJfYYQ9PBQRj/0KKMeHsicoRNYN3Ye60fOZsPIOSwfMZ0ZA0cy45GRzO07hpWPPcWbwS+y77VQjAcSqfgsk5K4NMpi0yg7nkZljIG6hExq48zUxN8Jfl1cpoD+8Qw+lalRHs9ia7KFHepcdsdY2KK2sFVtITQhXygxn5CkfEJOWNl8qoD3Uqy8nWDhjSPZ/P5wNn86dpl3Y3N5Lz6XLUkWNifmsjkxl42Jubwbn8s78Tn8Kf4Kb8fn8qfYy2yMv0JoYg47U/LYnpTDNvUVdqda2Z1qJexkAXtSrexItrAzNY+dp/LZdSofaeoldvzmDxQq9tEuicQul1EXKaVRLqFRJqNJIfUl9mfzZZdLsculOGRyHDI5bXIV7bJobIoomiKjqVUqaZTJaJHJcPhwb1EqaVdF0qaIpFWhEpKrcEgV2CRymkRSmkRSmiNkNEfIsImEGqRijLt/gjVtJTnXg7h4cyz5tyaSVzyWvOKx5N9VQdFYAf7ix8kv7YeleCiXrgWivzCBl38VwKxZAQweEMDI4QGs3zCISzfncaXkbvDvzFI0tmfav/gu8EvGkVc8hbziGeRdXYgmZhIO43JajcF0GBbg9OXy5dTNx+lD//7Y/63gT3sA+JPp0E6iQ9sb/CDadWPpME3lG3l/2i0v0nXrx3T5wL99F/jubvArnsFTsQp3xQpc/ml6YdOdq2IRzspFuO6L/UKc5XNxVs4WqpiLs2Juz4i/zId+L/C785bPwVu2DHvxm5QVJGH43Eh6dBpGlcYPvlGRLnzdG3yZHqNU60sv5IPfIBdG9VqphgsHszm16wRhL+8i+g0lX4s+58K+TPRSDTpxmn8639Abd5UBXaRQD/g6//p/9v4sjCotn7yh5MJBYYSfoTL6uht8YXNehkJzD/hGpZBBoSNdkcbR0E94YeZ6lj4xg3TVaYyRaZiidGik6Ziizeij9Oij9BgjH1xGlMFfN/iGxDSaa220dbpxeFtp+9b94Ctw77mv478R/NvCyYf3v/DMl7uTFpcXu9ONzemh0fUtjc4/Y29px15WiC3fREdm1A8P/IZwMbURYVSK9lAcoSLstc1cL66hvr2DJpe7B/y/53Kc/0LwWzwemjs91HqdtDe3ci05jar4B4NfE6un9dNL1KaaSAgRsWDYGJ7s05dhffsyftDjyP6wk4IUI6WpGZTG6ilPMnPteDqZB1I58vu9vLHweeYOGM2EhwaxZOQ03tnwCtajp6lO1NGQmkFVrLBUUBubQd1d4NfGZVIXl0ndJyZOK5NQHM8iJDmP7eo8dsVY2KK23gN+aLKV7ScsvHbgC34TdYI395/knfdP8+77X/Du+1/x1r7P+LUylbc+1rE9NYe9n1/l3dhMfiFN5o2oU/z+wGf88cBnvBGVyot7jvLbg1+yOSabkNjLbI27wu5EK7uTLOxOymV7whW2qS+zLfEKO5ItbEvKIUKdyZ7X36Zy/0fYw2Q0i0TUKcTUicKoE0VQLw6nXtwzqu+uUdIzwm8WSWgWyWnaLaVtj4p25YeUi5QUK1WUKFSUyOQUi8WUyyQ4Dh3EFX0Qp2I/rRFyHBES2kUyOqQKOqRy2sQyWkVSWkVyWkRyHCI5drGcRpkE8+6fkJ++itwbE7hycxwFtybeC72vq0VCBcUjybL0IbdwKNdKp3AhbzJRh0axZvUAhgwI4InhA1i6oh+Xbi7gSslYcovHYvHNFPxd4BfNwJK/AG3cFOzGFbQbg++A/p8OvvYpP/pu3VRc2im4NFPo0E7pBf542nRjaDVM5mtpf1pznsdT9CM6y+8F31OxDk/FGjorhel8d/lKOsqX4yxbjrtsiX/qvaN8Ie0VAtLuu3KWLxSQfxD4/u4H/mzcZUuxF7/Jrdx4voz9AsM+Yee6WanFpNBiVGjuA74Bk1R/R93g631r83qlhq+lX7AhcB1BAWMJeng00p+Gk6UU1tv1ojRhw57ScAf4BpUBY6TxjnQKrX/93xxp5JzoKw7/RsrFQ+mYVWk+6A3+Hfrdu/SzVFoylRoy7wu+7y2AaDOH3z7G2P6BjHpoGNMGD+fQ73aTfehrTJFnMamMmKKy7vk79c7sq/uNhO63Eoz7tegT0miqttPq9dDsaqH1W893gt/xLwh+m7eLNt8JfN2bzu1ON82uTppaW2mtKcBZkEKLIQzbqZd/eOA3houpDd9LpWgPNyKU7H1tMzdKamnocP7LgW/r8lLr6aCtuZVrSb3Bv3tKX6jquIGqOA11p77h90tWMPnR/oweMpDAfsNJ2HmA+tNXqIkx0nzMhON4Bo3HTNgSs6hLMFOo1pISfohXFqxj6qNPMHnACH48YQ5xf9hFYexZyuP1VH0P8L+ITEF+LJvNST7wYy1sVlsJUVvYqrb6C4m9wLY4E8te38XA6csIGDWVPk+M56EnAgkYPp5+QfN4YunPeHX/GUKSrrD9RB5/PGpiyvo/MHzqMvoOn0SfoRPpO3I2o5b/kpfCYtgaf4Ft6ly2q/PYm1Lgb2eSlR2Jef6d+ztT8pEkXiTsd+9SffAILSI5domEeqWMBqmIBomERpmYRpmYJrmI5l7ZZRE4pBE4ZCLsMhk2qZJG5UFyt4v5cO0LvBk0gTX9HmFpvz4sGRDAokf7sHz4AF4a/xiRy5dSsGcvddGRNETJaYiSUx8po04lpU4upV4qoVEioVkioVkso1kso14qxrTrJ+SlrST3+kQ/+AW3xtxZ8WgKikdztUiooHg0V0tGk1f8BLk3n6CgNIjr5SuIkE1k0IAAHh/el8Ur+3PpxiKuFAeRWxSEpbB7t/8orMU9WYp8a/z+7gZ/IpbCaeTnL0KfMBW7cRUdhsU49cG47up+4Ds1AuYew1w8+gV06oPx6Bbi0s/HpV+A07CQDt1COnTzcenmCfBrZ+HWzMSdNg2PZjpu7fRem/Z6uj/4U/hK2p/WnA14il6gs/z5+4LvrVxLZ4WwKc9Vvo628g20lj5Pe+l62srW0F66htaydbSVraajbAUu30OAu3we7tJFOEuX01G2wtcqX8txlS7HXbrYN7rvgd9Z0ZO3Yg7usmXYCn9HSc5xvo79DMM+LZmRBmF9W6HFqNBiVGkwKDQ9a/TfAb7BB75OmU7K7kTmDZlFUMBoJvUP5HdzX8Ug0ZCpMKAXCSP87wO+f0pfoSMjyuQDX8bFgxof+Pp7wM+MNHwv8NPkWg786Qhj+o5jzMBhjBvQl98uXkfW+6fRyT8nM9qMQZmJMdL8wMwqoYzIjDsy7tdhSNTQXOugzduFzdP2vwN8/zXmXlq7XLR5PLT6joO3u1w4XE7anE4crU0011noKDlJi3kjttOraUj6AZ6lXxcmoi5sLxURu7kiUyB5dw/ldS3Uu1w0eTw0ezy9Ls/pwvHftEv/7ksTWr1ebF1eqtzttDS3cT1ZS02cnrpYgy/Tfas9pqUm5is2r3yGiY8+zJgRw5gyaCyf7z5MrToDR+J56uPMNBw30XDcRH2MidpYA1XxesoStdxK0iD/8RusGDyKeYOfZN7oIH737E/JOHyaKnUm1WqzsIbf60GjNt5MXZyZumMGUsUxAviJVkLjreyKtbJZbWWzOpctCb6p/fg8QmPz2RaTx47YLHbEfsOU537Kw0MH8cSTj/P4+Nm8F/U1f/xEmNLfeiKfralWtqZa2ZKcx9sffUWfMZN5ePgUXnzjADvUlwlNvERo4hVCEy1sT8xjR6KFXcn57EnOZ3dqAbuS89mZnM/OFCFx4kV2vfY2N6RK2iRyHFIp9UoZzXI5NrmcJrmEJrmEZrkEm0KKTS7BLhfTIougXRpOiyyCxkglVfsO8v4rv2LGowN4fvAQIucsIi9kG82q/VzfuYfPX3+NX08czbxHHiL4iYGk7d1OqURKa1QkdaIwYYe+TEqDTO6vUSqnSaKgWaKkTiYhc+/PyTw5H+vNKeQWTsBaHER+yUjyS0ZSUDySgpInKCh5nIKSERSUjCC/eHivHsdaPIK8WyO4fH0ScSkLGdg/gOGPPcziZYO4dH0FOYWTsHRXFISl5EksJU/4Pj5JXvGTWItHCg8ARaN96I8ip3gUOSWjyCkZSW5xEAUFi9EnTMZuWIPTsBinbqGvnh34PaP4ub4W0H5uHm79TLzG2XTqg3FqFuBIe5pG7TQaM4MpTV+MJWkmN08spFm7nhbts7RrnsH21Tzazs7HmT4Pl3YGLu003NrpeHTTcet8I37tNFyaybi0E3DpAmlJG4vTNIuz8gG0WTbgurWO25XPcbtyA7crfFVuoLN8HZ6KdXSWr8N5azUXv1xEvGoZ6oM/IfbIjzj2yTMkxW8gJnItKZHL+frIU1TnzKajdBEd5bPorFlB2vGpnIxazFeH1nM++Q98dfAFvvpwKZ8fmk3eNzNoL1mMs3w2HRUz6Cibi7N8vlDFQrxV83GVraSp6A2Krxzl1BE1+miNbzq85514k0IY7XfvxDdJtb3qRl/42igV1vZ1sjS+ijjNm8G/YWrfIOYNfZoT2xMxywyYZUYMYmH936AwolfemUFlwqAyYVSahAcChR6DQoteoSEjysAXO09y+LVoLhzQYValC6/WqfRkqHRkRvXUe3q/u6woI9nRJjIjDRhk6WijDGz/WRgjA57kib4DeKJ/HxYFTSZuxz4y932DOcqEMTIbk6pnJP99MioNGPZpMSfrsde30dbppaXTSdttNz03dt4NvnAhUFvX7e8F9T+tzk7fHSFeWrracXhdNHu6qLrtoa6znTaXDVdTOZ5iHe4L0XiMIdhT19GRupDO0z9Q8BvDw6gS7eGCVI7kvT2U17X+y4Hf5vVi/7aTKlfb3wR+/TEtDTHfELLKB/7wx5k6cBxf7D5CfbwAfl28mfoYEw0xJup84NfE6alQa6lI0FBzysDhX7/HtD79efKhRxj/6HBeXfRv1H6W853g1x8zckIai+xoFpsS7gV/szqXkPhcQuIthMRdZWvsNbapc9iVksXPwg/xyJNPMmjwYAaNmMzLm46yKf4mW1OvEXLiKltOCm379CpbYtLpGzSb6StfYffRy2xLsLA1KZetibmEJuayLcnCtiSLMKL3gd8N/fZUIVHiRXb8uht8KQ6phDqF/HuB75RGYJNLKdsfzf4XX2JyQADTH3mE02+9R8v+j2jff5AOmYo25T5aPviQ4gP7CF+7ijmDHuLLTe9RKZHRHhlFgzicJpmEJpmMJpnCn03anYp6uYyssF+QeWoBBcVPkVcyCWvJRPJLRpNfMto3sh8lrNnflbVoRM/XJY9z5cYEElIXMGhAAI899hDBywZz5dpKLIVTeioK8mH/eC/wu7EfJUzx+6b2c4rH+MHPKQ7k+rXF6BMm+cDvGc07dfN7gT/3jlyauXgNC/EYp+ExzsRjXI7dNJ/WS89xIWE12346kHVBAQQPDGD50AB+NDmAXS+N5crxn1J3bjWtuuW06Wbi0k/CpZuERzcVj246Hv00PPppd4E/jg7NeNwZc/lCNIDmS2vwlD3L7cr1d4G/XhjZV67FdWslrUXLOP/lWD5RDOHfXwzgqcAAxo8MYNKYAJZMCUC1aQTpiSP4T9sqOsrn0VE+h47y+aQn9eeDnf35/doAZg8I4LmpAWx/NYB4yaNcPB3o2wMwD0fxDDrKFuIsX+Q/lMdbtRhn2Voab/6e4sufcPpIArqo9J6p+17gG+Xpd0H/3eAbpBqufHSRdMUZ9r+pIn7nMfSR6Zh84Jukwsa+7wO+kA6DQkNmtNEH/j4f+JoHgt89td87YfSv5+KBTDIj9ZyRnmHpqOUsGDOHYX36MnJQf0Y+0p99f9jNpQ+06KU6Mvddwvx3gp+RqsfR0EZ7Vydtt93/S8C/7R/ht3Q6cXhc2D1/psEFbR1eHFUFtN74hvYLB2n9+vc4Tv6EltSVtJ8IxvvZ4h8e+I3hYprCwqgWhZERIeHALhUVda3Chr3e4Hu7/P13gt+zEcNLy+1OKt1t2Jtb/wbwdTTEfMPWVat7gT+eL3YdpT4uG0fCJeriMqmPzaAhJkP4uTgTtfEGqtU6qhI0VCZrKIr9gtA1LzK530AmPfYkE/s9iejHb1OlNlOTYKY2zkh1nIHqeCM13SP840ZOyOJ84OcTGm9lR6yVjQlWNsVb2BxvYXN8LpvjLWyJv8q7sflsSchnS+IVNseZCAxeQ/9hI+g3cBQLn9+M9LMyNiflsTnFKpSaT0hSBr/Yc4CHBk7g9XA1olMlvsN4cglN6gF/e1IeO1ME8Lun8Xek5LPd91GceJGdrwrgt4sltEgk1Mvl/o14dqkEu1SCTS7BJu8B3yGT0KFUUR+1jxPvvMfcocMYGRCA6se/ovrAJ9RGKGiQynFIFDjEChrlkVRIFJRGH+Q3kydz9Ll/o0GswKFQUX8f8Huw7wE/O+wXZJ1cwNUiAfyC4knkF40nv2g8Bb7yi0aTXzTyjqyF3Z+PIr94FLk3JpKUOpfBAwIYOrwP85cP5sq15f5jdPMKJ/iO2h1NXtEo38fR5Pl37AdiLRwvPBQUBZFTHEROcSA5JWPJLZzAjWuL0SdOwG58Rli/183159HPw6Ofdy/42ll4jTNw6ifg0s2k6culNBh/x763p/DM2ADeWTeC07IVZB9fzdlD89j725EsGh3AyvGPcHDjKOp0L+HMWESbZhTu9PF4tdPw6qb7uwd87XjcGQs4HT6A5our8Vasvy/4XZUr6apaye3KlXRVrKC9ZD7emmepsb7G6y8NY+QjAYzt14dlk/thOvUiXfUvUX99HJ7qBXSUz8VR/DTt5bNxV/yWkJeH8OryAIwJK3EUP4erfAPtpUtoLZmFq3whf6lbJ0zzl63AXbYST/lKOiufoePWCzRdf5fC7GN8feyUD3zdnSN8uQ6jTPOd4BslGowSDQapL7EWXVg6WnEamYeMpCvPoFGc9YNvlhl7wO+VQWHEoDRhUPaAr5VqMKn0aKXnyIgykvBuDLF/+IgLB/TCoTmR3Yfo6MmM7N294BtkaWRGGjDK0jErtHz8p/cJHjEH5WYxYweP4MlHB/Nk3wFseu41sg+ew6QwopWZ/4vB7/T1rwp+Ty3eThweL22uTrrs/wdPeQWuvC9oMURgO/0qjtQN2FKfoenEEppPLqTls4U/QPAjJNjCwqkVizGFSfkgbB+VdW00Ol009wL/wUfr/pPB9/+H9dJ6u5MKH/g3k74n+Md1NMSdZevqNUx89GFGjhjB5IHj+XzXUerisrGrL1EXl019rLCzvj5WwLo23kS1Wkd1gpbKxHQqE89yPeYka8dPYdyAIUwaMpKZ/cdybudH1J/IoipO3wO+2iys68cYSZXFIe81wt8eZ+W9RCub1BY2xVvYpM5lk9rC5sQC3o7NY3PyTd5LuMomdR4vbZTy8NBRPDJ4LMODVrHz2EU2JuayKdkilJJH2EkDi375OwaOWczu2Cu8E5PH1qQ8QpMthPpG9tuSLOxItj4Q/J0p+UgSLrLz1+9wU6rwg98gl+OQyWiRSXBIxTikYuwysfCuvFzsS0ZtmJiaQx/x9opVDAgIYMKAIWg3R1Ave5+mcAU2pYJmqYQWsRyHRIldoqRRto+jL7zE4eCVOMRKHHIldZKI+4Av75WSeoXYB/78HvCLplJQOPmO8gvH3dVY8gvHkF84xrdzfyx5NyaTcmouwwYFMGREAPNWDOTK9SW+Q3aChGN1/Yf4jL3ruN3uI3cnYimajKVoMjlFk8gpmkBO8XgshRO4eW0R+qTxNJtW4DLMF96X180R1uf1c/Ho5/q/FpqLSzcTl2ESLsN4PPp5tJx5jn2/mseKYQ+z+8VRVH/zEi36ZTj1T+POmUOxfjmRW2YS2C+AOaMCiA+bQ5N2DZ2mybg1E/Fqp9Ope9qfAP4UXJpJuHTjaNcF4sqYz2cRj9J4aTWeyvV0Vq33Tet3t47b1cu5Xb2MjuL5uIrm4ypaiKtkJberX+Vmxpu8tGQ4M4YNYWL/AN544TFuZDxDV91SXFWL8NTMx148m9v1L3NcNIXX1zxMXtqLdNW+SlvFCpyVwbirZ9NRMQt3xTL+XP0C7ltr8ZSuw1O6Dm/Zs3RVrKej5Cc0XwvhpimOs8e+QhelwaTs3rSn84EvvIZ3f/B1mKQ6DBJNT1INJome85IsMmVmtNJzGFQadHKN8M6+zCjkA//ujH7sBfA1kjTMkXo0krNkRJmIfesT4v/4Mdn7dPcB/97Ne73TSc6SFWXEpNByfp+ZHevf4xcLNnDyfTVLpy9k2MODGD1gCM8GzePL3WphpkOV9b3AN/XKqDKgfyD4D1hz91313db1d7w//18FfZcX4aIdp3C8rucvODydOF0t/LmsEM/l07i14XR+9QruE6toT12C48QSGk4upO7ThdSfWvADBD88AtveMCrFYowRCj6WfEBVTYsAvttDs9uN3eMVkO/dvwL4sb7T9GIM1MYY71v9cR118WfZsmYNQQMf5vHHHmPio+P4bMcRamKzaI6/QHVclrDJzp8Afk28nmq1nmq1jhp1OtUJ54jduJfAhwcyfvBwJj36OL+dt46yJBNlx9KpjTVQHWukLiGT+vgM6mPMpEpjUR7NYos6j9D4PLbF5fFuUh4bE3L9vZdgYVOSlXfUeWxOucl7iTfYlHCVdw98xrAp8+k3Yjx9B03k51uP8l5CDptTLLybcFmY1j/+BY/PXsXyVyLYpb7BewnXCEnOY6sP/G70tydb2ZFy57q9f4SfbEWccImdr75LoVxJqyRCWMOXy3HIRMKGPGkEdmkENpnorqQ4FFFYRTLmDxrMgH4PM2nocMoUH1O/NxJ7mAS7Uk6TJAK7WIwtQkSHTEFzuAzT639A85Nf4YiQY5dKaRBH0CgV0yiV+pJh8yfFJpVSrxCRFf4LTKlzKSiZhuXWZKxFUyko7N0U8m8GkV8YeFc+/IsCyS8KJO/GVFJPzmfY4ACGDH+IuSsGcuX6Yh/yvet9RK+v7pP3bk4hr/Ap8gqnYymaRk7RVN8egMncvDoPffJYbKbleAxzcOtn4NbPxK2ficcwR/gz30l5fvC1M3GbptOhn4bT/BzfqBawckAAb80ZQcVnP8Ztnst/ZE3hz9op2M8No9k0mxuf/5I5j/fjkT4B/Nus/tz69AX+T3YwXs1UH/TT8Wqn49U8dSf42vG0ayfiNAfzWbgAvrtqPd7KtXRVPOuvs2I1nVWL6axehLcqmM7KYP5csZbO4g00Fyziz/W/QZO8htlPBDDvyWFMGdKHqB2TcFT8iNaqJbjqluCq2ED68aX8PLgvxuQV3K77OS2lC/m24Vnc1QvwVM/CVTkPT9kKvGXP4Sl9Fm/pc3jLNtBZtoHOsudxlvwc2/XtXNfFce7IV2ij0jCo0jEpu9/DTxNG+FItJom219S9BqO0Z9Svl6RjkGrQStPRyjQYpHoywkyYIgwYJMKxuQapcCCPP7kBw90pDD70uxPAN6l0aKTnMEcaOfbmRyS8/QmZkelkqDRkRRm+P/jidDIjzWTuM/N1+JdsGLMC5evb+CI6md8//zqjH32S8Y89waRHhvLBmxIyI3Wc33fhO8H3I+/LEGnEEGlAt19L1kkTLY3t94J/z+a8nlF/238j8i2dnbR4b/vqoqXTQ2uXi7ZOJ63eb2n1/IWO9ha+bblKV+6HOLWbcJz6Ed5PV+I9uYiO1Pm0nFxI86lgGk8twZ606ocHfsPecGx79lIskvBNmJwvYk5TWSvclCccrSuctPfPQP0fBb86tueCnAeBX3NMS238WTatWU3gwL48NmwoQf3HcSr0CNXHs2iIyaI6NpO6uGxfAvh18SZq4429MlGfYObivmRWjZrC+MHDGN6/P1MfD+TkrkPUJWRSfdxIdYyJxsRsGuOzaYzNJFUci/LjLELUFkLVFkLjLbyTZOHdhFze6y4xl41JFjYmWtiSXMDmpDxCEi3sib/A4p/8gYeGj6PvkLFMXvJL3o7JZuvJfEJPFbD1ZAEbtuxn0IS1hH6UwztH89mcfJ0tKT7wfW1LsbItxeofzXfnH+knW4lQX2Tbq+9QHBlFizgcu0RCrUyGXRaOQxaOTRrm60707VIxzWIZ2Vu3Mb9fPwYEBLBk9BhuyQ9Tt1co++AHAAAgAElEQVSJI0yMQymlQbSX5ogwbBHh2CLCaYqIwBYhwxYhxREhwSaS0CSW0CiW0CCR0CAR0SgV0yyR0iwRsLfJJNQrwskS/RJ9ymwKbk0jr2wKlqIpFBT3bjL5xePJLw78ziw3ppNyaiFDBwcw6LH+zFnZDf69p+vdWxD5RZPJL5xOXuFM8m7OwVI4C0vRTHIKn8ZyczrW3BkYkgN7gT/zr4LfrpmJyzSfVs0Kyr75d1bNDCDooQAO/WEmntzXsRmfpuar0djTgqk+E0T9N7Oxn3mNtYEBDB34CNMHBWDcv5T/MC6iM703+FPxaqfi0jzVC/yJtGum025YxqnwQTRdWY+rcq1vN/6zdJY/S1f5s8IRuRWLcVUG46nwVboSz62VuMtn4yxfQFvp83wUMZGnHwtgypAA5gQFcEA1joqiYBylL2L5Zg0/ntOHTw/OwVGymuaiaTgr5+AqXYarbLFwwl5pMJ7SJXSWrqKrdC1dpc9yu+w5vi17jq7S9bhLfobj2jaupR/jM1Ui2qizGCLPYlKdxaT8BpPiHGa5DpNUS4ZEfyf4sp51fbNUS7bKhFauJV2pRa8ycV6RSbYik4tRFzCI9RikOv9ufqNMj16u7/W18FBglN95tK4wpZ+OVpaOQSls3Nv3cwWntiSSGZmOQXqOSwczhQt8Iu/dqX9nRkwSE0aFCV2UjgO/28+SEXM4setjjPKv+fAP+wkcMIZH+/ThyYf68M76lzFFfYVRYvhO8O95qyDSiC7SgOaAltwzl2hrdj4A/G97ge/9nwH/jplmrx/8dncXDudtWh3NOMuy6bQcokv/czrOrMV+ain2U0toObEYe/JCHCkLcaQG056yFM+RF3944NeHhdMQvpdrUimJO8L4IuFL6prasXW4fO8xumj93wz+cS216rNsXLOawEF9GTp0COP7jeXk1sNUH8+i/ngW1bFZ1MRnUxOf7XulTpiS764+LoP62CzqY7OoTDax+bmXmTh4MCMHD2LskBHsfOENmlMvUnXMSNUxE02J52lSn6cpNosUURyqjzMIUecIt+Cpc3g7OYe3E3N5J7EH/E1JFrYk5RGSbBUuw0m0sktt4S15PP1HT2LgsNH0f+wpfqtKYWPiBUJP5rI11sC4+T9l9ku7EKeUERJ/nZAUCyEpFkJ9yPux923O+y7wt7/6LsVR0TjE4TRLJdTKZdhle3HI9vaALwvDJg/HJgv3gS/CJpZwISSEmf0eYfgjAUwZPIjMPVIa5Puw7Y2gVSGhWbKXZnEYTaJwf3aRyJeYZpGEJpEPfHEv8H3ZZGJsMpEAvviX6FJmkV/2NHnlU8ktnkhB8YQ7ejD0Qb4Csdx4mpSTi/9h8K1Fs7EWzSOvaE4v8J8m3zIbQ/J4bKaVvvX6WX7ge8C/cw3faZhL07mnadc/y8mIBYwfGMDskQFEbQomM2ktxmNB5CRN43xMMPrDU8g6Pp9PwxexaERfJg95nOkP9yFl0xT+v4xVfKubQZd+Op26ab3An3IH+G3aabQZBfAbr6zHVbUOb+Vq4cx831W43vJn8FYsx1O5DE/lMlzly3D7r7oNxlW2kI7SZ/DW/o6Q14YxZWgAs8f0Y8GEANJOrqLk/Ov8+/J+vL9tMi23XsRRMQHbrUBc5bNwlS7BXTofV9k83KXz6SxdSGfZUjrLltNV/gy3y9fwbZmQp/TH2G9u4ar2CJ+r4tBGn8EQeQ5j5DkMqrOYFGlkyHRk3A98ebpvM186GXvPcV6i47zCiFGqRSc6i1mShlmShlGSJuwBkAmb+oR39f828PVyDUY/+Eo+DUnygX+WSwcz7zu6vx/4GXIzermW7A8zeOXpl3ll1o8w7fsak0zDV+IvWBy0iGF9+zHioT48N3kOn+6IIVNu+l7g66OEdFFGtFEGNAc1WM5eptXmpL2zk/bbbtq7vgt8oba/duLdf+kI30OL10mbt4OWThct3tu0e/6DNu9fsDfV4Sgy0pG9H9c3b9L2xRqaTiyiKSWY5lThY1PifGxJC3EkLaQlcRGtR3+II/wIEdWicC6JJUhef4sTKV9SZ+/A0S6A3z3C978P7/3fDf6woUMZ328sJ7YepvpYJnXHMv3g16rPU6fOol6dRX18Fo13VReTRVWymQ/e3sa4Af14cvAARg9+jJ89tZLyYwYqPzFR+YmRpsQLNKkv0hR7nhSRGtXHmYSoc9gWL/SnvwJ+aFIBW5OuskV9HdnJy0xd/AyP9h/EY4NGsurfN7Ij9QqbE7MJOZTMI6OX8e87TrE3oYSdKdfZeiKb0JScO7D/TvCT89mZZEUUfx/wZTIc0nBapOHYJBHYJBHYpd3YC+A3y0Q0hodzcWsIc/o9wpjBjzD8kT6IX3qJqv0Hqdu7l1aZWJglkITTLH4w+AL64p6DfKRibBIxdokYh1SCQyqhUR5OtvgX6FJmcLV0OtbyyViKgygoCezVuHsO4hEaR35REPlFE/zgp55axNAhPeDnXA/2H8n7oIT1/N7gz8JaNBdr0RzyCmdiufk01uszKLDMQZ8c2Av82X7Y7920N094B18/h5ovJ+PO+Ck7fjSSiY/24ck+AayZPIC1gQ/x/JgAXhrzED8J7MNPJwfwo/EBbBj1EGtHP8yKxwN4cWwAn4eO5duMRXTpptOlux/4k3FpJuLSTqBN+9T9wa9cTWfFaroqhM+7T9fzlq8Szs6vWIanfLn/rntnxWJaK+ZRlvs8v//JcEb3fZjJA/rz3JwB/HzJAHb9ehT2m7/DXjYXZ/0k3NWzcZbOw1U2H3fZTFyl03GVzsBdNgtP2Vy8ZQvpLF9MV/lS4Xrc8mV4yjZgL3qHi1/IOPu+Gm30NxhUwgl1wqt4WjJkWgF8qfaB4J+P0HJJZsQQdg69KA2t9BsMUV9yVnqSo2/tI/KXYaRJvkYn16PzYX8/8O++Lc+oNAgPATIt5igTOoUOxUsyzu79DJPyHFlROv+U/l8H38D5fRmYo7Wc3J3AgoFPc+TtfZiiNHyz8yxalZE31r/F6IHDGN4ngFmDnuDw6wouqDIwq7ovD/o+4OvRRunQHEwn9+xlHM0dAvhdfw38//4RfmuXh7YuF+2dTlq73Lj+/J+0uf5Cq70R2w0NzQYF7adfpSN1HS2nlmE/tQRb6qKekoNxpCzCkbiQlqRg7Oof4Ka9uogIru0O5dTb7yL640YuWK5R09KB3en+lwK/pdPr36Vva2rhRqLm7wN/2FAC+47hRMhHVB/P+pvAr4/NpjRex4kIFRMG92fs8CGMGTKc4CFBXDv4NdVHTdTFZ/vBb46/4AM/66+Dn+i7Ajcpj62J+YQkFrA5pZKIk3n89M2NDOnfj8ce7seQ8U/z1uFzbD95ibkbfs60pa+x67CV0OPXCE3IIeSEnu0ncu8Bvxv97wJ/x2vvURQZhUMSgU0mpV7+fcAX0ygSc10iYcXQwYzo9xBPDOnPvGGD+fKtP1K9N4xWmZhWhQiHNMIH/l6aRHtpFt8LfrOoZ1T/IPAzI36ONvlprpVNp6BiCtbi8RTcGuN/NS+/ZLT/VLx7wZ9IftEkYQ3/5gxSP13EsKEC+HNXPPoPgD/nTvBvzOCadd5d4M+5B/yehFf1XIa5tOhm0HTuRX636FGmDhrGisDBWE9uouzMr2jR/oQ2zUu0aF7ArtlA9ZfLqT23gibjM5SemU9D+kradYv4z4tz6DJOoVM/hU7d1B7wtcLI3qWd4Ae/1biEU+EDacxZj6tq7X3B76xYh7fyWf+ted7KFXgrluIpW4m7dAXO8vl01I7G2biUjDPrWDYpgFnDhjFrRD+eeeohbl36Ec6a9bjqluGuWoWr9Dm85avwVM7FeWsqrrKpuMqm4S6bgad8Np7yuXSWL6CrIpiuisV0VQTjKV+HrfiPZJ8O45tDseij0zBF6slQGTErDWTKfdfdfscI3yhL54LKTJbSyKX3L/BlxBn2vbmPf5u5humPBjG+zxMsHjmbzyWn/27wjXI95kgzOoUO+Y8E8M2qNDIitWRFGb83+FnROgyqM/xx6a95buwStPu+JC3iLNmKS+iV2Rzc+gmP9RnA6P59Gd/nEbYuf5OLqiyMSt3fBX5eei72pvZ/XfA7u2j33sbpvS1s2vN6sbc2c+vy59Sei6D99Gt4T26g/cRqWj9dRsunS3GcXEKLL0fqYlpSF9OSFExLUjCNidN/eOBf3bKDU2+HsOOln3E4cj83K2upamnH7vLgcHuxu704/gc27bV1dd7xP1M3+DVdzr8b/HEDH+ax4cMIfGQUn20/Qk1MFnXHzFT7Tsfzn5AXf/eUvpn6uEzqYs5TE6dDKz/EjCGDGDt8CKOHDGf6oNEY5ElUxmZTp75EY9IVGhMuY1NfJiEsFsWRTLYkXPGD/05yDu8l5vJuQi4b1RY2qi1sSshjs68tCVa2qPPZknSTkITLhHx0glFTn+KxoQMZ9mQQ/z959x1ddZn2+z/03kMoSSgJhICQTo+AimIZyxTHGaeoozMiLVSVlN1SKFYESS8UFVEkye47CU0gjQDpBdLL3mm7BZzn+Z2z1vv3x/ebnQSwzJw588xZ/vFZKVJcy7V85brv676u9S/v4u1PtQyesYJfbDrEnsQiQmLz2JZwma0p5wlJvTKgQ397Si7b0wrYnlbAztT+6OezKy2PXal5hCddYPcfesHfS5ssgga5RNh3H7GXtohQWiWhtEj20iIJpUUaSrM0jFZZBLf37KVCEs1rCxYzZ9gI3CaMZ4yTE8snTiT5dy9SfzCKtrBQOsOFZ3x14aHUhYfSHBZOW1g4baES2sIiaA0XFuW0RAjLcowi9m0R4RgjIjBGRNAs3cu50F+iSekDP6/UnYKyaRSU9U7Dc7lvHK4A/ox+4LuSd3MBxz9fysQJToydNBKf1SO5UhRA/s3pD0xu8XTyi6eLnfqzKSj2pODmQvJvLib/5kPkFS8gv8ST/JI5FBR7UFSwBE2Kq3CHr1kiHun3gu/3gPhj1i3GqJlH9ZfreXTGIBaPG4vfRCeqM16mTb+SLu0CulWL6VJ606lcSLdmEV1aLzo0nnRoPOnSLKBbNZ+ODFesGnesmrlYNR5YNXOxqOZgVs+iS+XuSKfak3bNUlJ3j6Hl6hrMNWuw1QRjrwnGXv2w0LAn4m/r/Vi1FlvVKuzVS7FVLROm6FX5Y6p2p7l6Hqb6Z/kidgNzRw9i/pRR+LsPJWb3DLpqn8ZYsQTL7ZXC9r2atViq/TBXLsRc6Y2lcpFQ4VctwVrpi7XSH3tVEPaqZdytCsBa/TAt5a+R9XkYJ2RH0MWoxbn0erIUegxyHVlSHQaJFoNEi16qFqMSNs2J0UUoMciE3/vxyx/y8IRgXJ2mMWHQCKaNGMdqd3/OSE87oO+N1hFxc55M2JqnGwC+Eq1UjS5Kj0qh4u0N28mI+BJdZAaGKBX6SBX6SDXZ0VpHsnqP8CO1ZEXqyI4SolWoORV2ksUj5hP6/HbUUeloJVrOyS+hlmRxOuIMc8fMxXnwWNyGjmftLH++iTmJNlIpTOiLVKOP1GCI0t4HvjpKLSRagzpGg/I9JdcNRbS1dNPVcwdzj4Uuu/UnNe39lPxrwLfTaf07Zst/Y+qx0dHTQ3XNDYrORlH/+Yu0H1tL9/F1tH62mvbPVtH+2SpMJ1ZgOrEc0/HlmI4tx3RsGcbUpRhTllF3OPDnB37qS6+wcf2zvP36m2hUaorrGrjd0S1Cb3fkX/ks76f8x7133KLJJoBfd8dCS5OR60mZ3I79R8EfzORJk3Ad6sIXOw9RG5ctgm8Y0KH/QPDjBPDr4zVkyd7Hd8I4Zkwcy9RxE/EcM4Nv5ElUJ5ynLuESTalXaUq6TGvSFRLeiUUmgh+SeIUdCVfYmHKFt1Jy2Zh0lU2Jefdls5gtSflsTspje7KewGd/y4jxYxkzZhqLAp/kF69GMXrhr3njAy0hSVfZnpRLSPJVYeCO+P6+L7mEpBawPa2QnamF94G/Oy2PiKQLvP2nTZREKTBK3sUoF8BvCxcqe6NEaNJrkYSK4IfRLAujVRpOpzyGpqgPOPXqW6weNZ6Zg4cxbuxIZo4Zid+4kWxavoTzIZu4LZNSq5BxWyqjLiyCljApbaFiwiS0hUfQGiFU9cbwcEwREY7K3hghPBVslu7l3N4XUKd4c71yAUVVnuLa2+nCRrwSFyHF08krvrfSnyFi70FBiSv5Jd6c+GIZkyc6MW7ySHxWj+Dyj4Cfdx/43hTcfIiCm4vIK54nYF/qTmHxbK4XLkGdMqOvaW8A+P4PjE2/iJbM2VSeWs8qZyd8JowhcIoT+ceeoFXnS7d+DmaVN93KBXSrvelWe2Hul27lfMxKDyzq2Vg0QqzaOVg0s7Bo3DFr3elSu4lxp0vtSbsmiLSdo2nLDcZcsxrbLRH8mmAB+5o1A74WjvSXY69aiq1iBZbypXRXLsHSsIiG8gW0Vj6PbOsc5k5wwmPKIOZOHMKqBYM4neCDuf5hLPUL6ap+iPZSX/7euAZzhQ/myiVYKn2wVvoJqQjAWhGIvXIZ9qrl3K3yx1oTTEvFG2hOhHMs/CiGaD3ZUVlkR2WTHZlFllwv3GGLb+d7p+0ZZGoMMpUjOnFkrjY8E51EReyrR1juvIwJQ4YzadhQ1s0KJEP6tWMV7g9lAPYO8DVoo/RkRmewY8NGMiWn0UdlYIgSZv0botRkx+gcyYrWkh2ldyzWyY7SC9l3DsXvpcwf5Ebyjk/RRmdiUOjJEsfjqmQqXnvirzgPccZt+FRmj51CbMRBYYOgA3z1D4MfI4Cvel/FzZwSjC1munruYumx02V/wPv7/4tjc39Kuiz/hdX8vzH1WGiz2LhRdIn8L/dSf+JJ2pKX035sDc2fr6T9s9V0fLaa9pMrBfSPr6D9+ApMx5ZjTF2GMWUFrUd/hk17v1+1hr2bNnHqxEmq62upaG6lwWyhxWYX5hGL+U8DvyjxHwffbfRgpkyejOtQFz7feYi6+JyfBH59vIH6uGwa4i7QEK9FJ9mPz/ixTB8/mqljJzBvrCvpkWlUxV2gLuFbmlJyaUq6TFvKVRLeiUXySTabkoWmvZ3xIvjJPwB+ghAB/HzeTrvKn99+nyHDJzJ6tAujJnsxZtY6lr4o4e3UfBF8AfdtvUm6Skj/pOR/P/ipfeDfkMkxRuylVRpOvUwmPKULD7sH/PA+8GURdEnkNIbLqFIcIDr4cZaNGY+r83hcJ47CddxQnIcOJmjqON556lE07+6hRCanThpFy14FLe9KaQuVi8txImgNDxP+vvA+9E3hfWmR7uXcu8+jSVrAzUpvrlfPuw/83BIXcouFQTn3He2XeFJQMo+CUnfyi7058cVSJk10Yuyk4SxZNfwngi+gX1Aym4LieRQUL6Dg5kLyiudRUDxHHAA0mxuFPveAv/g+8G3agIHR+9Cmnkf56bUET3Ni0bgx+I13QvX+oxh1K+nWeWBWL6BbtYCuB4DfpRK68C3quVjUs0TwZ2PRuGPRuGHWuNGldu2H/lzatYGk7RxNa24w5ppgbLdWY69ZLQL/sJjeqn8NtuoV2KqDsFctxVIejLl8JZ1VD9Fe44294WmOHfRhg89gjh96hD/+YhpezkOYPdaJDSsGcTEzEEudD9Y6L6y1i+msCMRc4Ye5wrdvW15lAJaKICwVQdgqV2CvXMGdygBsNWtorniT9ORQTkQkoIs0kCXXkyXPEmMQKvyfAH6WTBjAownLQBWRwVuPv8WEQSOYOHQIT3qtRqn45p8EXyUc60cbyIzKYPvjG8mUfoU+KhN9pBJDlApDlIqsaI0YrQi+rl91L4B/7mA2v1r8LOvdV6A6cIp0+SnU0ZmoYzJRxyhR71dyIOR9XEfMwGOsK+6jJ/HWc39AE5mBIVrzkyp8TbS6D/zzZZjarHTa72C2WemyP2DC3oB3+D99lv6/Cnyz+b+wdv9vTD1matvauXrZQO7nb9Pw2dOYUldiTA3uA//katpPrBQzEPy2lBV0pL7w8wNfJpFwJD6W7MuXKG+sp7ajg2abTQC/X/5fBb++/7O8UYNxnvRPgC+i3xR/kaYEHV/vDMdr+BCmjhuJ89hJLHaez7dHlZQdyaY+8bIDfFPyVRLfjiXicDZvJV8lJCGXXXHC87tNybls+l7wC9iSWMDmpFw2JReyJ6WQd97PYL73GsaNc2XYeE/GeT7Ca1Gn2SWC3gt+SPJVQpLy7s8Pgl9AROIldvzuTYqkMtoiQmmOCKdWIqM1XEJruDhlTyossmmWSGiWSmiWRWCUhdMdFk57aDimqP3c2BXKwSeeZJaTEx5jhjHHZQKjRw9hwvjhuI0fxrIpEwl/7HHywhS0yw/Qtlchgi/HGCalLSyUNrGhzxgejiksnPawcDrCI+gIl9IqCePcu8+hSZpPcaUXN6o9KCzru8Pvv+Qmv3SaUNWXzqSw3JXCMldhSE+JF4Wls8gr9uLYZwFMmODEqAmDeGjFMC4X+T0Q+7wB4LuQX+pCQclMEX1PCoq9RfxnidP+HgT+Esfs/D7wgwbErg+gS7+EWxlr+MXCIcwbPop5ToP5+HUfOvQb6NZ5YtEswKz2pkvtjVnt/QPg96/wZ4tV/izManfMaldh0l4/8JuvrMRy62Fst1Zhr1nVD/2+3KleQ0/VSuzVS7FWL8VSsZLuiqV0VPlirXuK7JPBvLhiEElRfrSU/oqsr9azIXA4HpMH4TbZiU2/m0Kpfil/b16Otc4Lc7Uf5kp/zBX+mCv9sVT5Y6n0E57pVQaJLwFW0FPhj7VmLU2Vb3I6djdfSFPQynpx12OQGsSPPwS+8HWOQoc2PLNvVr5Mzcb1bzLBaRQThgzmF4vWooo8+5PA7x3t69hoJ9Ogk+nQRWeTHpnO5kfeQBuVgSFaNQD8vgjo50RpORfTH3wtCRs/ZZWzLxEvb0Xz4edo3vsS9Qdn0XyYgfbjTHSHVaiStCyfE8TUQeOZOWIc/lM9SY/4kqz92gfe4/e9v1ejjVKjiVahiVGh+iCTkgvlmIw22i12uqwWOm3WHwBfmLTX2XPn3wu+5e/Yuv8/TD1W6k1dnM9SYkh4i/qTT2H+fK0A/mcr6Tj5MF0nH6bzxGo6T6yk454Kvy11BTWfrv/5gZ/65RcY8q9S1txAWWMj9Z2dtFisA7D/zwDfiqnHTu0dswP82jhh0t4Pgd9wVE1DYjpb1q3D/Z8AvyExS0hCFs0Jl2hO1HFi8x5mDHJi6oTRTB3rTPDcQK4nZ1FxJIuG+Eu0JF2mNfEiHUmXSRUr/LeSr7I9IZfdIvibk3un7N0P/qbEPDaLx/mb0orYGp+H5NOL/OVv0YwaPYMhEzxZsO6PyE7msTX2/D3H91eF0br3JCQln5CU/B8Ef/tLfxPAD99Lc0Q4tyUymsV38M1SYZZ+s1QiTsKT0CqX0CYNxxweikUqoW7HbkySSCpDIzj9l1f5reds3AY5MXbYYCZNGMGE0UOZOGQQMwcPZa3LTAyvbaRJso8WSRTGcDmm0PvBb38A+OfffR5t8nxuVsznetVcCsvvb9pz5D7wvSgsWUhh6SzyS7w4/oU/Eyf2gX/lun+/5rz+K3H7bccrm0pe+VTyy6YL7/1L5ojYewivAErdKSye4wC/rRd81Y+Db9P603BmLqacx/nLuvHMGjyU+UPH8qelk2lUPke35iGsai/Myvl0q7ywqIX5+N1qLzo0XnSo5tOtnIdF7YlF7dEvc7Go52BWzcKscsesdsN8T4XfcmU1lltrsN1egf3WCuw1K0X4hfTcWoW9JhhrdTDW6lVYaoLoqllER7UvxopHOH9qHU8tGsrBrR60FT1HV9VSbI1PcTouGP85TsyfORJv52Ec2OiBqfhxrLcWYa3xxuIA3w9LlY+wXe8e8O9WBHCnZh1NlRs5fXQXX8pSRfAN/fJD4KsdX+silOQodOgiVOgi1Kgi0nl97WtMHjKGKcNG8LzPo6gj0++v5mX3xwG+uLc+S65BLzegj8kZAL4+6h7sI9ViNGSJd/bnYvTkROvIitJiiNYQsu5veA2ZwXKX+TzlsYynPFezYd46Nsx/hCe9HuUp7/U8uXg9XuPnMnXIGCY5DWHOyInEbvwQwwE1uihhY5/e0bWvQRct5EHgF1+uxNRhx2S102Ux0yX2Uv0nHel3W+9iNf8Xph4rJlsPGtU3ZHz0VyoSn6A9LRhjajCtJ1fT+T3gO9BPW8mtnyP4RVWVFNfVU1xXR11XFw2dXTSbLY6Rum02K23/4rW4/yz4RruN2p5uTK0dFKeqB4zWHVDV3zNatyEhna1r1+E2chDOEycxc8hUPtv+CXVx5x3v8O8F3wG9A3w9jR9m0ByfQejTv2ba0MG4ukzBeawzO559nfrUi9QezaYh9hyt8RdojbtAy6EsTu6N7wd+HrtjxeU5SfmOan5TgoD8W4n9j/kL2H68mE3HbvJm4lXeTvwW6aEMnN38GD3Nh1+HvMeuxGy2JJxne8oVsTkv3wH71pR8tqaKSclz3O1vS7rC7mOFA7LnWCGS5G/Z/tu/Uv3e+7SGvyuAL5XRKE69a+0/9U4qpU0mE6KQYJSFY1QIc/ZbZFJapTIawyMo3Psu7z3/DCudJzFp0CDGOjkxYZATYwYPYfzgoayePJNPfvsy9QcP0RymoGHXOz8N/L3Po0vx4nqZJ9cq5jjALyy/pyu/TIS+N2WuFBYvpLB4MYWlsygoXcDJLwOYPKkf+DcGgp8nQn9lwDrcmeSVzqSgxE2c2y889csrmS3c4ZfMprDYk5sFPmiTZ2AUm/asqiVYVX5YVX7Y1P7Y1P70aIIGxKr1p+EbDxozAzkmm8/U4U5MGjcSj6lOvLdpDt9lPYft9EKs6R7c1S7AqvLArJmPNdsXy7ml3Do1m1vHZtP+1QIs6QuxZHphVs3DrPLErBqIv0U9hy6VF2ZDMKk7x9CWux7LrXVYa5Zjq1ku3tP3oW+7LdzvW0H+w6UAACAASURBVGsfxlq7gu7bPpiqF2G+/QSlOc/yxENOvPPqGJpvPI6lxo+eWwvoqpyHseIJPpb54Ok8CB+XiQROdyIhcj5d1WswVczAWuPP3bpV2G4FYa5agrnKB3NFEJbKZVirVmCrXsl/VQZyt2YtbVUbSYj6C2djTqJzgN+LvBaDVNMP+n6Ragb+MNAvOrma5x56GpcRE5kweBivrnkBleLMfdgLf4YGg1S4GtDLVY41to7I1GilOjQKA8qYTPY8s42cA1r0kUpHshQacuQ6MXpy5AZyFAayFDqy9+s4K/uajH1fETzdn9VTfXl29hqeW7iWR2cv5TG3VTzqvoplLj4sd/ElYIo3CybMYuaQCcwcNppRTk5seuYlDB+pUCs0ZMcY0MvV/Z7qCdFGKdFGKdFFq9BFC+CX5lbT3nWH9p47dFjMdPX+f/gHuvT/3eB32u7QZb1Lu11oKr+af4XkvX/lyvu/oSntKdpTV2NOW0Xn8dV0nlhN+7FVjnSeWOUA35S2kqbYZ35+4Je1t1BpMnLbZKK+o1NYmmMRwBca9qz/8kl7/yz4bTYrt+3dmFo6uJGmpi5BS0O87gfBb4zT0JyYwbZ1j+E+YjBTJ/xj4Dcm5YjJouGTDG7FpfOrhUFMGjSYqePG4TFxFl/uPUxDQjb1sVk0xmXRGpuDMTaH1kN6ToUlDAB/z08Af2NSLhuTCtiUVMRbJ2/yRuK37Eq6hPSoHu+g55m34jeEpeawNTGHHWlX+3XjPwD71Hy2pOSxJeUqW8Vmvu8DP+RFAfw28R3+bZmcBqmERklvVT8Qe6NMTptcSptCSkuklGaFhBaZlDapFKNESr1cTvORQ1zdJ0XyzGMsnzSW6YMH4TJ8BFNGjMFtyGgec3El460QbofJqNv1DsbwMIzhoY47fAH6iAHgX3j3efQpC7he5sG18tlcK5/lAH8A8OWuFJbP7PtnZa4UlnhTWLKIwtJZFJYt4PPTgTg7OzFqghMPrRzKlZsBwomA+ENDbpmYcjFlM8krcyXvvkE+s8grnUVe6WzySudQUOLBzcLFaJOn/4Pg+9GU7klruj+V36zlhZVDcBk7hilDh/DovCGc3uuDRf00Xdpl1J7ypP7LeTSmL6QxPZjC2EfYsXIoyt3T+O+shzGf9cacsRCz0ssxcMeinidGwL9LtcABvjH3CSy31orgL8VWvQx79XKh2r+1AlvtSjprVtBZs4LWkqWYStfx322vU6T8DX94dDzL3IdQk/syXdWrsFYu4n/VrqSnZjHt5auov/ZX3nrpIaaPGs60UU74znXidLI/puonaa9YhrkyCPutAO7U+WG75Y+1avkA8P+7Koi/16zBVPk3khWvkBH9GXrpA8B/EPY/Ar5WpuIpr8eZMngMkwaP4LV1L6CKfDD42f3AN8j6gy/MA8iSazDI9A7w335aAF8XqXQkS6HhnNwwIOcjz3EuyoBSnk5mTDoxr0h5aIQrn/wlBl3kGfQfneFszEkyY06TEXWKs4rPORv5OSdDkzm8/T1WuPswbfBopg4eylM+S/lcegxVpJac/TnoFZr7rhIeBH5ZQTUm8x3a79zBZOmi+wfB759/H/h9sdJqsVBSXc6n4bv59K0n+Pb9DbSmPUZ32urvBb/zxEoR/ZW0JG/4+YHfZDXTaDHTZLHQahYjzs//yeA7nuv954HfFCuAH7J2PbNGDBHAH+zSD/xzIvi96GdRn5B1H/gNyVnUpeo5E/o+vuOnM23kGKaNHs+vfR/jdto5Go/qaYg3UB+rpzkui9a4LFo+0fJ5eLzjDn9bYi47e4/0k/LZJDbnbRJzL/hvJV7jzbQi/pZ8hV1JF4lOOs9412Aef02B5NQ1XvnUwLa0/PvA35aSz9bUXLal5InJZWtyrqN7v+9Iv5DdadfYk3YNSfJldv5+I5X738cYEU6rVEKtXEGDVEqjVEqzVEazVEarVE6bmHaZgja57D7wWyIktIRLMEXFUKuQUizZS+V+BWc2v8Gv589mqpMTkwYNZoLTIGYPGkToqjXcjtxHfWg4rY7GPeFpnilcIkaKKVxGizSMi+8+iz7FSwTfncJy935H+DMfcKQvpLDMTTzS9xbB9+bz0wH3gB8ovNcvdSW/1JXcMldyy/ulzPVHwBdSUDKXG9cWoUmZLhzpa3x+Ivi+2M770fLlQjo0K0iTerBkqhPTBw1j7pChrHBx4uCbHhR88SS3NL+hXvsSl+JXcvhNDx6dOIiUv82hO+MJ2r/ywZrxEOZMb8yZXlgyvbBkzseqnI9VNQ+ryhOryoNu5YPBt1cvFSNU+5aqpVhqlmKvX42tMRhj6eMUZmwg8q0ZPOk9giWTnFjlMQTdifU0Fa7nu6qn+K7sOf5X02/ouPkLqq/8BcnWpbhPGcxsl+FMHeNE8OKhxMofoiR7Md/VB9NVvhhL9WLaSxdgrggQj/SXYa1ezt+rArlb/TCt5X/hyN7fooz+HP0AxDXfX93fB75+QDRSJY+4rmby4NE4DxnNtmf+hDrqmx+t8PuDr1Mo0SmUGOQadLIs9NHnOCM5w9tPbydnvw5dpMoRocI3DMj5yHPkROpRyjPQHlCxYdZanpm7HK30FFnyDHSR6agUZ9Ao0tHK0zFEKTFEK1FFf4PmQyUvrfoV04dMYubw8fhNn8WHm98jM0qHPjrrweBHKtFGKtFHqTBEq9B8kEnF9VuYzD0Y7XZauzuECr/nTt99/X8U+DbqjO3UNDWhV6mQb/4T8TsepyrpWSyn1wvgHw+m/Vgv+ivpEBv4TMdXYDy+gsa0lT8/8BusZlqtNmEFrtVOW+/be4sdk8WOyWoV8oPg959v/K8B/973mx1WK0ablVu2Lgf4tT8ZfCXb1zzB7GFDcZkwAddB0/hs+2HqYi/Q8Ol56mL7z9HP/l7w67++xF+Cf8GcEROYOnw0C6fN4viOg5iOXaLtqIH6WB11CQaa4rNojs+i6YiOE+FxhB3J5m8pV9mamMvO+D7we7vxN38P+JuSingjpZA3U66wO/kiT/w5kinez7L5QzV7Pivi1eQrbErNZ3tKngN8B/oi+CEi+NuS8whJFX7dQPCL2JNWhCTpCrv/sIWy6P20SyUYZQpq5dE0SmU0SmV92+ukctqkCtqkCtplkRjlchF8Cc2KCFrkEkyRCjoio2jaK4zd7ZDLaXxnD+0f7Cc3OpzfBS5kxsihTBo5HPchQ3nK2ZlrEgkNikjaIiSOt/dtEeGYIqQYwyUYw6UYw2Q0S8O4tPdZDKleFJXOprDcjcJytx8Af/o94M+jsGT+94J/+WYQ+SLm+aVu5Ja5kVveL2Vu5JW5fT/4ZUIKSuZw/doitGnTadUvF4brqHx+FPxunQ9dhoVY0n3oTvegUelH2B+msGTyYFwHj8B9zBhmTXJilcdgHvMazpq5Q1g61Ylgl0Ec2+FJw5nHMJ5dzN9zFmNVLsCSsQBL5gKsYmxKYYmOMIhnLt2q+ZgNq0nZPgZT7gbMNWux1SwXh930A78yCHN1IOZby2kpWcKpw1PZ/tIgQn49mW2/mspbvx3F758ZwhsvOHHmsCumwof571tPYC1eT9axGfzll068/Nxw3nx1Gn9+cQKb/jCVzb+aTMgLI3lvhxNtNxbTXeGH/bYvHWXe/e7wl2GtWsZ3lQH0VAbTXPZnDu15AW3MF/3A/wHoHwC+XqJ3xCA1oJEqWTN9BVMGj8Fl6Bh2vfAamgeB78gDwBerd71Cg06WTVbUeb4K+4p3n9pOzn6945mcLlJNlkJHjsIwIOcUOWRH6tFFa0jensDi4Z7seORlLkYrOS/Rki03kBNp4HxkFhcVWVyQGzivMJApzUTzvg7Za3Jch81k+rBJuA8fy44XQsiMNqCNyhbu8KNVA9J7vWCIVpEVrUb7gZKqm7cxmYVr3NbuTrrsYmXfm/8g8E12G82d3dSbOvi2uJqPP/6EPX9Yz+e7fGk6tpKO48F0Hn+YjmOr6UgLpuPYKgF88Zme8cRyKpO9f37gl5u7HE/wHO/uLULaLXbaLVYhVqvQOCfGOCB2MbZ7vv/g/CM/FPR+3SH+/bXmTjqae8HX0BCnpT5WS32sjvpYHbVHtdTH6WiI19IQp6UxVkVjUibb1zzBnGFDcR03AVcnF07uOMLt+Is0xp6nMfY89XHnqIvLoi4ui/p4A40JWTQlCM16DUnZ1KVk8XXUUXynzMZjtDNzxznzlyd+RXWKgdaEbFpiDdTH6amN11OfmCX8/qN6joX3delvSxAq/E3JuWxJ7A9+LpuTrrIp8VvhuV7iVd5KzmNTUiGbU6+zOekye+JzGDb7Mfx/GcqO+G/ZcbyIt45fY5OI/L3gC+tx88TkEpKSL2zMS8kXpuul9lX4u1OvIUn+lrf/uIUSRQztUgkmuYw6RSSNMhlNMpmjwm9xoC/HJFNglMlol0hok0dQLw+lQR5Oo0QYjdsZGUW7REbbu+/y96ho6t7ZTfOhg5zdvZVlUybiPHE0bmNGMd/Jiaw9u6iPisIokYhv7yUYHdhLMIZJMIbJaIkI5UrYC2SmeVJQNpv8clcKy9wGVvQO8IVhPAL60wXwSz0pLJ13H/ijJzjx0IqhfHszqG8jXqmrAH6Zm6PCF6r7/hW+uyN5pe73gO+N/vhMB/g2tR82lb8QEXy7OnBAzFofmtM9+E63jPavZ9GpWUCj4RGO7JrPmtkjmDXKCbdRTngPc8J7iBM+Y51445GpfKkIoPorfzoNK7EalmBWz8ScMRdrhrcDe2vmAqxKb6xKL6yquVjVs+hWedClX0HS9jGYCtZjrlmDtXoZ9qqlYpZhrV6GpUoA3163Anv9Kmy1wXRVPMLdht/SVbUBc8M67hqfw1TxJJaKJ/ju1mru3lpCT/VyrLeWYqxchrnxBRrLn6D91pO0FT9Od/Fz2EteoKdqjdC0V+HLndpAuisfEsEPxFq5FGvlUr6r9MdevYqW0j/y8c5n0MecEhHX9qu8e6PG4Bi60z9a9FItOokQvUSHXqpHKc1ktctSpgwazbShY3j3xS2oo86ilasd0Tka/9ToZSoh8r5oFUq0CgF8vSIHXdQ5vgr9itBndpK9X4dOoUKn6AVfQ7ZcPyBZ4lpbdUw6u58JYeFgT468oeDKQT05Eh16uQGtVI0hQo0hXE12hIasCA2ZEhXKfSqS9iazZMpipg2ewuRBg/l10DNk7MtAFaVEH60mK0aM+LkhSoXB8X0N2g+VVN2sod1iw2i3YbJ0fy/4HXdsA/LvAt9hg92GyWal3dZDq8VGUZ2JiwWlHJC9w+6XfPgiLIDm1PV0HV9Ld+oqulMepjMtmI7jKwTsjy/HeHwZLV/8DNfj1tpttFnvDByy48DeTodZSLvV6ohJPOY3Wq2Opr42m5W2ft//ofwz4LdbrXRZbTR2dtDZ3MH1Y2pq49U0xomJ1dIYq6U5QU/9URX1RzNoSlDSnKiiNiWDbWufwHPIcOaMnsAsp6kkhnzIrWOXaEg4T1v8RVqTL9GafJGWpAs0J52jJSmH5oRsbsVpqD9+jsywIywa64rnGBdmDxnH62uepSjpLPXxeppiDbTEGmiME57v1SZlUZ+YRUOsntSIo0g+yWZz0lV2xuXyTmwu25Ly2JqYzzYxWxJzCUm9wubE8+w4XsTmxKuEpF0hJFkAOjT5Cr/Y+B6DnZfzQvgX7DlWxI6Ua+xIKWJnSiG7+mVnqtCJvz1VBP6e7ErJZ3dqwX2JSLzEO3/eyk25gnZZOCa5jPrIKBplUppkUscdfrNUSotUSqt4j98hk2KXRdK9fx818jBq5GE0yCNolUtolUlokklplUlok0toUUhpiFZQEhHK5ocWMmH0MJxHDGO+kxPn332XqggJJqlUiESOMUL2QPALIl8iOWE6V8sF8AtKXR/coV/m0g/8mSL4cyks9RCX7CxygD9mghNLlg/l0k1/rpb2NuxNJ69sOnllM8kvd+1Lqet9S3kKy9zFzKKwbDbXSmZz/ZoXWSddaTOsxKb1p0flR48qkB5VAHfUQnrht6n9sar9saj9MKt96VQH0KHxp0Prj/mCHz3frqbh7MOc/yAItTSY0ztXo5SspCh+NY3frKIrewVt2kWYNIvoUi3CrFyINXMhNuUiMQuxKb2xqhdjVS8QmvY0bnSq59Ci8iMhZAzdxY/SfTsYc/UyR2VtrVqKtToIS1Ug3dWBmGsCMNcE0F3tR1eVjyOWKh8slX50V/lhrvLDWuGHvcIXa6Uflqre7vveX9cXa6WvOGQnQBi4U7UEa6UP1kp/rJUBWCsDsFUG8l2VP7aqlbSUvkT0m2swRJ8iW6YmR6YlR6YlW7xfd4zWHTBLXyWOw+2NZkAywr9hyeiFTBk8iunDx/PR5gOo5ekDQO+d1W8QsdfKhfSB3xsNWTHn0CgMnA49RfRvwsjep3U0+GVFakTwtY5kybXkxFxGKVdyKiKFFc4+rHTx5yvpcb59P0sY37tfh1IcqGOI1Ijd/VqUsgwyojP5Kuo0zyx8ErfB05g2aBgBLrM5HvYJqn2fk70/c+CQH/Fj/8+1HyqpKq6m3WLH2GOj3Wajy95DV89dRxx437HRflfMvxt8ccR7u9WKsdtCa7eF2lYj10rLUeqyCNn9Nq+89AznFI/RkriOjuRVdCetpSt5LR3HlmM6vgzj8aW0HguiJe1nCH6z3Tqwuu8F39yHfYfZTofFSodY7f87wL/vBwAR/IaOdroeAH5TvI6meB0NRzVCo16ChqYEJXUJGVSnZbBl3VPMHTYS93ETmDt6Goe2RlL71VXKj6hoTcihOTGH5sRsmhKyaIzXU5ugozpFT81nWZyVfcoL3ivxGeOKz+iZbHz4eQpiz1CdrKEhTk9TnMGR+ng99cnZNCRm0xCnJ00Si+JwNtuSctkdn8e7R3MJScxzYN8Hfh5bki6zO+0GOxKv8G7aJfYmX2L3ET3vxhqYveL3uK7+M1virvDWp5fZmVIk5sHg3wd97/z8B2DfC/7eV0O4JpEOAL9JLqNZLvte8E0yOa2hEg6tXMEN6V5uy6U0RoTTKpfQrJAIv1choVkhoz5Kzu0YOcWREbzz8DImjxqGy7Ah+Do5USCRUS9X9ANfgTFCjjFcGLvbFiqhLVRKc/herkX+jpSEGVwpn0Ve2cwfAV9Ev6y3wp9NYekcocLvB/7YiU74rhzCxZLFXC2bTH7pZPJKnckrn0pe+TTyy2f8Q+AXls7metE8sj+fSZthJRZtAD1qf+6og7ijDvxB8C1qP7rVfnSpA+hS+9Kl96Xhaw/aNX5YsoO5/YUPtz8PpPVsMN3aNXSolmFU+tCpWUKnehHdqkVYlEKs94HvjVXt5Xin36n2oFXlR/y2sZhLHqXr1g+Db60OwFodgLnaj24RcHM/8M1Vfpgre8H3c4BvrfJ5cCp9HLAL4Ps4xur2B7+nwhdz5TKaSn7D/o1ryI75kpx/EnytRO1IH/jeTB00ipnDx/PR5oPfC74De8WPgC/X8/XeU0T/WgBfq/h+8LNlWjQROi4c1CN5fhvzBjnz+qpfc+5gOlei9JwPU3MhWotOnul4t9+LtS5KzxlpOtoP9Wx/bgfOgyYzc9goZg8bR+Qre9C9f5qc91QDJvs9KLqP1FSVVGGyWDHdsdNpt//Hg28y2zB2W2hu7+RWUws3Kqr4Mj2TkC1/5cCrK7lw4BGaUh+jK+UROpMfpr0f+MbUINpSlv/8wG8wNosQ96vs78XebPtB8H8K8v+n4HdYrXT/ZPDVNMRm0pSgpD5VTVHy1zyzwBe3ESOYOXEC00aN5zerHufcp19QnaanMTWL2mQdt5P13ErUUn40k7KETC5+9BnyF99ktfN8vIdP4RGXh/j09b1UJam4FaeiPk5NY6xuAPh1sToaU88J9/5xBk4qEok8ksP2lKvsTrjK3tirhCTl3jcYZ2tyHlsSC9gZfw35sWu8IU0h6Ok38Fn/ChteCWfIjJW8HJ5GSGI+25MLHeDvSrk2APxdKUIVvzMlj50peY6vvw/6HwO/RSajVdYHfkvvszypTLjLl0XRGnWA50aP4rM3XsH43oc0vRNBi0JOi0JGS6SUFoWAuFEip1UeSdO+GEKD/Jk8aBAznQbxgstMboTLaYmMERoCZcKf3RohpzVcRkuYVIycxohQiqJeIiVhGlfK3ckrm/EA8F36UupCYakLhaXTKSpzpajUnaLSWRSVugvgfxXAFGcnxk0ejN+q4Vy8uYyrJbPJLZlNbsksYU5/qRv55W79nvf1B17IfWt4S9y5fmM+2adcactaiUUXwB1NIHc1S0X0fxx8izIAi9Ifq9oXq2YJNs0ierQL6dF6Y1N7Y1UtwqISp/eplmBWPYRZuQizSsx94M/HrvbE3vs2XzWfTpWXA/xuB/grHO/fBfSDsFYHidj7Y63xE2bgV/kJQ3Kq/BwjcS1irPdGBN5W6YO9fyp6q/neX+srfgxwxFLhj73ch66KpdTffIH3tqzj4v4z5Mg0Px38fl/fC/43e7/Ce7gHLoNH4j5qEgnvHkWjyLwPfAfu/YB3TNgT3+FrFVo0CgMahYHj21N47/dysvfpHEt2ehf99I9eoUWj0HJW9gXPeK7Ca7gzka/uJnv/Gc5FZPKtNIvzURoMUcJSnOyoPvBz9l9CHZ2D7oNzJL5zjLnDPZg+dCSuQ0bza/8nOKNIQ7svHUOM9r7qvveHh+wYHfqP1NyuqBH+/37HTqf9Dl32O98Lfsf/0LO8drvw79Zh7XGcQpvMNppMHVTXN5F/s4Svvv6G7X9+icjXl3L18KM0p6yhKT4A44llwga940sxHluKMWXVzw/8Cxf1GC0W4c29VWjSa7daabdY6BiQ/wDwLTYa29vpFsG/Ha+6H/xYLQ1xauqOZlD+wRdciIzjo9d3snDMJKaPGsXUKROYMXESc8ZNYdOGF/l81z4uv3eMwoSvuXjoJN9IDnNsezQRv3iFdePmsnjQRNa4eLH3V6+Tf/hrGo9l0ZSgo+WoltajOkd3fm9qY3U0pZ2nKfkcDfEGPotMQnE0h+3HCtidcJV34q6wLfnKfeBvSS5ka9J1dscVsvdwDgGPv8qgwc44DZvBoAmLmPrQM+yOzSYkUbir35FSIFTy/ZDfNeDzXHb9g+CHvhpCkVRKuzTsx8HvfYcvj6RKtp+QZcvZGBBIveIjzJL3aFFIxEhpiRTe5zfLpNRHyiiRhvHanFk4Oznh7uTE/id/SV3k+xgV+/r+XKmcVokMo0QqTvuT0BoupUmy1wH+5XI38sqm/0PgXyt1pajUlaJSNwrKFnH86wAmTXVivPNQfNcM52KxL5fLpnGlbDpXymaIP1DMoKBsZr/cD/698BcWu1Fc5Mm5L2ZiNKzEpgmgRxPEHe1SejRB2NUB2EXkrRrxYz/wLWqhuc+u9MWu8qFHvQR7+mKs3/hgO+uPPcMfu3IJdtVDWFULsagWYlEtcMQsxqoUYlF5YVHNc8zUt6g9sSgX0alcSIvKh7iQMXSViuBX9Qd/uQB+VS/4flirBfDvRV04uh+YHwW///z8AbkH/DJfussDabz+HIe2PsqVfd9wTqr9J8FXOqKTqjjz7ik8h7kx2WkIs3rBj8xAL1ehkynRyYT1u/p7jvO1cvV94Osi9WjkWWjlBk6GpPD+72Rk79M5pvL1ga9xRK/QkB6l5q2n3mTOcGdmjhhP5NZQMvZ9SXa0hpxIA7oYNdp9arKihKl8WdFasvcZyNl/BXX0BTKiDZw5oMFvSgDTho7EbcQ4Fox0I3H3x+j2p6OP0aCP0WDYpxU/qtHHqDHsU2PYp0H7sYq6qlu0W7tpv9tD1527dNnFSXo9Pf9R4HfYeuiw9dBpv0On/Q7tFjvN7V3cbm7lVmMLlwtvcvTTk7z+65Uk7FrIjUN+1Mb70HZiqVDdHwug9dhyWlODf37g5x5LoaWukQ77HVpsIvgWC+0WM+2WLvFjX4xWywC8f+ox/v/pDwUdVhvdZhstHR1YW7opSM6gNl5NU7yGlkQdjbFCk15tnIbaOBX63R/xxpyVPDvVG5/hzngNG8u8ERPwHDMJrzFTWDRmGg8Nn4rfsOmsGDOb4MnzWDXJk9UTvQie5M2zbkEonngNdXgsVz44RUmSltspem7FqamL09EQq6MxTi8c4ccbhOd88VnUfKql9cRlamMNNMZnc1yWiOSInpDjeWyP/5a3466wJfEKW5JyxeSxJSmPralFbEu+ya7YQiKOnmde0LOMGDuTUVO8cBq/iOA/R/FO2jVhLn5y39v7/lX8wOT9w+DvfTWEm3IFpn7gt4rgt0ikjvQHv0UeSZlsPzEvvcTCYcM59KvXaDlwlGZJGKbwcOzR0ZgUEbS8u4c2WTjV+xRoQ3exavI4xg12YunECeRL9tEQcRCTfH8f+DKh0jdKpLRFSMXu/QhaJOGU79/EkY+mcuGmK9eq3ckr7teoVzqdgtJpYvrALyqfyY0Kd/JvuFF404O8Ik9uVm/gUFIwE6Y6MX7iKBb6jEH/7cNcvD6f7MIZXC2dTkntbHFEr/gCoN9Anrxi8W1/vxSUuQr9AiUzKb+5gAsn52HULqfjGy/uaAKxa5dh0yzFqg7Cqg7EovIfGAf4vkI3v8oPu8qXOyofvlP583d1EHfVAdhVPmLVvgCrqvep3Tws4kezGEu/z7tUnpg17pi1M+hSedCtmo8105M7+mUkvTMG441g7lYGYx8Afr9UL8cqjtS1VQVhqwwU44+1yh9LVSDm6kAs1QHCiNwq4fvWKn9sVb7Yq3yxV94fW4UftgrhGkCo9vuO860VgVgqArGXe/L3Wl/Kzq3l8Mb1nI/4QgRfR7ZM3JInNvDp++H+IPANCi3ZkTpUYelkR+pI2RbLorFujHMazLyJ0/l4RyT6Axkow75BHZEurtVVopNq0Mu06Bzpm7gn4K9Bp9ChVWSj35dN8o549v8pHH2kMF+/dzlOTrQWfDNxygAAIABJREFUvVxJdpSaL3cc570Xo3ncYz3e4z1xGz4Zt9ETCZ7vz5eRx1Ed+Abde2rU7ytRR6aTo1CTHanFEK1FG6NBG6NHE63B8L6Ws9GnCJ7pj/uIcbiPGMu0wcN55dHn+EIWR86HSvQH09HEfI3+YAaGg5no92eiP5CJfr8KzaF06qtraLeaRfDviE17PffNzO+4Y/8fAd9xpG/t6YtNqPRbu8w0d3TR3NFFbauJ7PxCPv4whi2/CeTQmwupP/EkplRfWlO8MR7zw5i2AmPq6p8f+DWfxnH7chFm6x1a7MK7+3aLGZO1C5O1C6OtG6OtmzabWcg94P/fyoPA7zRbaenspLPBRF7SWWpilTTFa2lNMtAYJ4B/O15LxZF0qo5mkLX3MBejk8naF0/2/kSy9yeScyCJcwdSyDmQQvb+FAzRyRiik9HK4smJTqPgk7OUJRmoS7tAY/J5GpPPcytWz61YPbdjddyO03E7Xs/tBD21iQbqEsSI63VvxeppSLlAfUIOTQk5pEXEEfaJhm0n8tgad5FdcZfZlHS5H/j5bEnKZ2vaNbalXWd7XB6h8Rd46rW9DJvowajpS/B9+i02HzKwNSGPkKQrhCT3ZUfKVXbeU80/KD8V/JLIaEyScIxyGU2KKNqkMoxSGW0SKW0PmLTXKo+kOvIACRvfxHWQE4/PW0jaaxtpjFRgksppeCeUxkgZLWHhdL33AYVRCl4L8sNj1FDmTxrF+79/ifoDh6gPjcYk24dRpsAok2OUSzHKpX13+lIpJqmENpmMG7IQ9kmduVLqTV7ZwKa9wtL+6a3up1FY6sK1sulcK15Acck6Dh9y4+0wL559aRYTnZ0YM2Yo06cN5dVXPNi23Z0TpxZScNOHC/nO5JdMp6BkOgXFMykonkle8QxyxfTd2/eloNSdwhJ3qkr80CbMo1kZxH/l+GJVLcGmW4ZFE4RZFSgmwJFe8IWxu2JXv9oPu9qXHpUvd1S+3FX5YlMtEqp49TzM6r439VaVBxa1JzaVJxaVJxa1J2a1J90aT7rUHnSq5tKlnk2XZjpdqnl0q+diTXen85vFxL09ltr8ZXQX+tFTtRJbdf+s7hfxe1XLxdW1QdirhHt9S3UQ5uqgPvTF+35rVQA9VX7fG3vvfX+F/4DKXgA/CGtFEP99+yEsZQ9Rc/E5jm76JXnRKs5J9eTIhA15Wf0G79wL/r0xyNWoIzIIe+wd/jjvJZ52e4SZTmOY4jQS15FTeMJrGTsf3cjhlz9AHXEWrSRDuP+XaNHLDOhlOjHC7Hy9rG+RjlahQ63IRh1j4NOtH6P449voFEr0IvjZUXp0ciXZ0UpyopVINuzh6amPsNY9mNWzlrHc1YcAl/kETZ1P0NjFrHVZyRur/syX0i/I3qchRyF0+euihC13+v1aZL8M48+BL/Ir7yfwGDSZuUMnMWfYJNyHjMNjjDO/DXyabY++xqcb96M7eAbdwW/Qv5+J/r1MdAcz0R7IQH3oLPU1t+iwWej47g7dd4TK/p/B/f82+I6GchH8DmsPRrOVtm4LLZ3dNHZ2UnCrHN25bA6E72TH75dxYncANYcD6Tq1HNPxQDpSV9GR+jM80m/88AiVZ85ha+0SN+NZMdq6MNo6Mdraxc+7/ufBt9kwWa00dXfRUtvC1ZR0Kj9NpzFOTWuiXjjOj9dxO07DrXgN1bEqbsdrqT6ipC5OS328jvp4HQ0JeurjddTFq6mL03A7Vkj7sUvUHdVx67CGig8zqfgwk9uHtdR8oqEp8RwNCdnUxeupjdNRGy9in5RFbYJBTDa1Cdncjs+m6lMtzSmXaE48T+LeI7zzYSabj11lc9xFdsdfYXPylfvA35ZawLa0QrbG57In4SIhH3/F2x99ydsfn0WScokdsZd441A2IcmXxVG6QnakXGVXaq54hP9Pgp9WQHjiRUJf205FzEGM4RGY5HKaIqMxSWSYJDLhiVyElNYIAX3hDl9Gm1xBY/Q+MnZuZf6wIcxwcmKty1Tef2YDNxUKaj54n2sH91G2/33O/G0LbwYsxd3JicDpEzjwh99Q8/FHtMYcpCkiilZpZD/wZRjlUtplA2OUycgP3cy7W13IL1vFxSJXrlfO/n7wS6ZTWDKd/GIX8m5OpaRiMaWljyEJm8Af/jiWN7fM5M9/ncFf35rD3zbO4K+vT+fl343lww+nklvkw9XrrsK2vZIZDvDzi93IK3Yn76a72PU/l8IyDyGlHhSUzCH/hgcXsrw5EupCi3YNPQYf7Dpf7IalWHVBmDUBmDUBdKuFPBh8IXa1Lz0i+ndVvljVizCr+8A3q/vNzld5YBNjUXnQpfGgS+tBp2Yuneq5dKnm0qWZ4QC/R+NF02kf9v5hLBfTl3Cn6tF/GnxzTRDdNUF01/R1898HfuX9uQ/83q79ikAH+NbSQO7WPMPlb54j4sUN6EPPcE5iIEeqJ1uq/8EK/96kv3OaczF6Ut9MIOEvn5Lwt0/Y+8tt7P5tCK+v/xMvLnmaX8xYj3TDXrTSTAF8mQqdVPeTwdfsy+botkNs2fAqWoUSg7zvOF8ny0QV8RUXDmjRy89iiMrkjOxrvlJ8wdnIz/gm6hhfSpPQ7j+LMvJrTod+jjpaiVamJEeuGQC+UqFi/+/3EfLIZrY99iZhL2xn47o/8rc1f+BPK37Li37P8vjstTw161Gkv9qL9mAm6v3paA8qxWSiOZCB8pNvqL9di8lmpuO7O5jv3hGP7+0Pbsz7d2/Ls4vgW/vAb7fYHeCbLHaMZivNXd3UtXdQ1dZKdVMdFy+qkOx+ha3PevFliA+30x6j9cRKTKmr6Uz9GTbt1YXHUB2fTuPVMjrNvbPzuzHaxArf2iWibxbyPwS+0WalxWalscdKc7ORoq+yKDl8hoZYFc0JOgf4dQk66hN01Hyqoi5eT0NiFnVxBupjDTTEZ9EUl+VosGtO0NOSmEVrYhb1hzXUH9bQGneOlvhzNMVl0xyfQ2vSBRrjs2lJukBdfNZA8BOzHdDXJpyjNuEcNUezqDiipeqwlsa4bLY/v5k3JSfYnPItIQnfsichT5ht71hsU8C25AI2JX1LyPFcNsVfYXvSZXYmZRN67Ao7jp5je+xFtsd+y/aEy2z/XvAfVOEXiPf6P1zd7zlWSGj8Od7+0yaq3/uY1rAITHIFLZHRGCUyTBIFbRFyWiPktEXIhe55iTB8p00hp/rtPVRHKwhbvYINU6ewZNhgvIYMYumwYTw+dRLBM6awZNRIFg8ewvLRI5E++wTno8OpORhDk1QmdN9L5dSHR2CUywdGJsckk9MukznAL1bs4eVfjOesNoBLRfO49r3gT+dayQyKSmZys8ydksrZ5F934dsCZ/JuzKS0ejnXy9dw9aYfl675cPmaD5evLaCw3Jvr1XMoLJ9GQZkzBSUujvn6BSUzKLg5i8Ib87lW7EVhiRfXSr3FCX5eXCvzJr94PpcLfTj0sRtvPj+SmoxnqPt6MVZ9IDZ9IGatP91iY973gt8f+n8AfNs/CL5FvYiGr59i6y/Hckgxm+6yX2KrWnMP8t8H/jIxQlPfTwH/TqUfd+/Jg8EXoa9YhrViGebS9RhL/8R74T68vn4Nn2/7/9l77+i4rjtB8889Z8/Zs9tzZtrtHvdM29NuWw6KDrIc1HKUbLUtyZaoLJEUiUAARCZSZSQiMIkBIAgwk6JIgshVyABBEgRAgESOlfOrHMDZnTm73/7xCkABBCnKlix5qD++g0LVq7r3pfvd8Lv3naFT1kGnrD1K+EsL69xd+ksL53Qoota/L2iiTnWeCwXnqSuup71cQ09pGy2yOjSyBtpVLRGxrxW+hjZFq0gk+E6tbKNJ2U5jgZrqHYeIeeYNzqacoCNf3EYtbaRd1bwie1U9LdKLkSDCRpoltTTknaM+9zT12R9Sn3WezgI1XYXtaKRNdMvVq4TfXX6F5vxWGlQNNBbW0Vam5vL7PXTv6aRjVwcdu9tpL2+ntbQN9c4W2spa0ZS0oC5poqW4kZadovCb9l3CbDDg8Htx3Q7iXQxGltYNrr+4zl/7aXnByOJuka78Va18v/i+zRfA7PZidgXQCR50gpk5+xynL31IbmIsqtd+TFvRL1io+RnOY0/iOfaDB0/4piwVczuPM/6BhoBLHJM3B33YAh7cXjeCz401KLbwP2vhm4N+DGE/FoeLm+orjBy4iLaiCWNVK6bKdkyV7Std7Ifb0Fa2oa1oZ6Gyk4XKTrSV3WgPd4qCrmpHd6QdQ3UnxuoudJVt6CrbMB7uxHi4G/ORXkxHLqM71InpSC+Gqh60h9pEKtrRHu5AV9W5LHptpcj8wTam97cwfaCJLkk1v3/sOd5OP0BKTR+Zx26QfuQmiTU32V5zY1n2SdWDJBy5QsqJfrZVXRGXwK3pI77iKmnHb5JYcZXtFVdIrbpGavV1Uo+KC+2k1FwXF9JZFbQ3RGr1YIQh0mqGSa8eJKN6gPSaATKODpJxdJD0mgHSjw6QcfQ62ccHyKvs4L3fbmB85y7MEjmCTIldGRnDlykxyyPIFFilCqwyJVa5KHxDXg7e8hKE8nKGc3JRp6dTuWkju//wAsW/fR7F755H+YffczpmC4PZmVhlEtx5OThkeQi5EjwKFdrcHEwK2SrR2+QKzJEYAkdkaMGskHMrfwcvPvO/sbfym/Te+h79E/8ctYTuGumP/QPDY//AjdEvMzz6FW5O/GdGJr5E/63/kxtTX+L6xN/RP/m/MzT1nxiZ/Co3Jr/MwMR/ZGDy7xia/r8YnPgPDI59abl1L/JVhm59g6HRbzA09g1ujD8krt439g0Gbn6Lq4PforX7SWK3/VeU23/GKdn3mT//LJ6WH+Fu+g6uhm/jrPs2Qt238TQ9gqf5UbxRY/jrCr/p0QiP4G/+Dt7mh6Iei/t1fE1fF6XftIKn6Wu4mr6G0Pw1hOavIjR8FU/jv+Bp/gfcTf+Mu/lrOBq+T8euX3NE9SZZsQ9xpfa3+Kafwz/zM/yzPyEw85PVol8W/g/uIfzHI8J/Av/sE/hnniA4/TihO3iM0PRjUcKPjvR/DN/UE/imnsQ3+WOMAy/Qfv5F5Bk/Qhm7hV3v7qFNoaFDrqZD3kK7vJl2hZo2WSutUnVE+s1raBEX3pE10SZvpl2ppk2lpk3VwsXcC7SWttNUqEFT0IpG0UxjTi1qWSPtKjG4TiNTR2iO0HJHS79JoaFB1cYFZR2V2QeQvZuJ4sU8GmSXqM+7iFq+9KS8BtqVDbTKLtEmr6dL0Um3sotuZRtdCjVdqha689voym+ju6CbnsJu2mQtdCk1tKtE4bcUtNCiaqdz52U0+a2oC5ppVjbRLG+mvaALjaoDTX47Lao2mpUampQttJd00FKoRl2opqW4iaaSehpLLtKw/wJGowGH34MQDuAOB3D9jQnf7g9i9fqwuP0YXD50bgtan5ne8SkunFOj2rqJvbFP0V/+JLYjT+J9EIVvyFGil+1joewEBs01AuHbGII+bD43Prcbj8eLLeRbDs5bWmp3OWjvU4rSFwIrOCNL9tqDAazBAAbBzc3xKY6q9qIuOsLNijpu7r3A7IFGDBVqTAc1mCs6MOzXoHtfjeFQG4ZD7RgrujBWdGKs6MBU2Ya5qg3zkY4InRirOjBUdWI43Im+qhPdWio7IhWDVnQVregq2sTV+SrbsR7tFbv8D7Qwc6CJa++fJ+UPm3j35Xd5O1VB0p7zZB25StrhWyQeGSep+gZJ1UMkVQ+RfGSIlOrrpNZcI6XmOslHB0muuUlqzShpR8fIPHaTzKM3yKi+Tlq1ON0upeY6ydVi0F760UiXfc0Q6UdvkH50iIyaAdKrB0ituk5qVT/pR66TcaSfrJoBso4NklHTT96ZG2RW9yCr6eTd1DJ++e3v06nIR1+4E6dUiUumwiJXYlGoMEf+WuQR0StU2BQqLEolZqW4nr5NIceiVGJU5qNTFmKQRVAUo1MWolcViHEBcgVOmQy7NBebVIJNoUAvl2JRiMMEDqkcm1SFRa7CqFRikSlxSJRYZUrmCuScSthASc6LvB33VQ5+8BS9Yz9iYPKrDE59lf7Rr3B97CsMjP8jgxNfZnDiywyNf5mh8X9kaPwrDEXG1wfH/wsD4//EwMSXGZj8EgMTX2Jg4h8YGPsSA2N/z5Wbf8fl4f+DKyP/gf5bX2Fg9KsMjC3xNQbG/oXr41/n+vjX6R/7GoPT/8TAxDe4OvgjmtRPoyz4ITJVCnUfvM/+nJepLXgRd9O/E2p6jEDjw/jqv4O34Tv4Gh/B2/wIvubHIzyCt+lh/I0P42t8GF/joxFWxvq9zU/gbXkCn+ZxfJrH8baIi/V4mr6Lu/FbIk0PITQ+hKvpIVxNYjS+59K3CVx4DF/dP+Jq/hL2pkcY/vB5dslepOX0IU4fUpCX/D2uNDyDbuBXuKZ/hzD5DK7pH+Oe+RHumR/hnX4K3/SP8c/8mMDMTwnO/JTg7E/wzz2Fb+5JvPMivvmn8M//hMD8TwnOPU147hnCcz8nPPcLFud/yeLCL/BMPol38od4J3+Ad/J7eKcexzP1KML0d3BMfxP79PdwTf+ahf7f0HzqLXZK3kVz8SC1R/eT8e4mjiTtpy73HGrFJVrktajljahlHWhknbRKO2mXdaGRdUbRgVreQYu8nRZ5hxhNr2ynRdmORt5Gq7ydVnk7alkbLbJWWmQaNDINbQoNbXI1bbJmNLIGWqX1aKT1aGQNaOQttMibaJY30CRroF7ewsXCZg7Kqjm0u4bzZ2rZ/PybKDblUrfzPPXKS3QVt9Emb6RN3ki7ojmCWnxanlJDu7KNzvx2Ogs76CzuoLO4m67iHjqLOuko0oir5eWLdBSo6Sxsoz2/lVaF2OPQrmyjXdFGh7KDDmU7bfI22qSttEnb6CnoobuwmxZlJ5qyLj5QnaVacYDuuhasNgtCwI1rlfBDkSj9KHmHQwifgtxXlmoPrHkcexT+4KouffuqNWQCWH0ezF4vFo8Pg9uB1mFiXLfA0NgsJ4+eI+mVf6ci9seM7/s3hOonHzzh63Ik6GU7MeysZPLoRcwzWmwBH06PB6/HhdfjwRHwrsj6MxT+kvRtAT8zZhMXq09zKEPFB9JdDB6+xMxRNWP7LzK+/yKTB+oZ3VfLrX0XmapoYqqiielKNdOVzSKHG5mqaGDyUD0TB+uYOlDP9P4Gcey/QsNCpYb5VahZONTMQkUzusMaDNVt6I+0oqtUs1DRwkJFMxP7LnGt5ASnU4vJ3hBD0tuxVB2uprSimjj5PjL2NpBy8BqJh26QUHGVhEqRxIqrbK+8QnLlZZKr+kg63Efy4QGSDw+RUjVEStV10g9fI+1wH8mVl0k6fJmsk0NknRwirfqq+L3KPpIrr5By+CoZ1dfJPD5E5rFhsbJw7Cbpx26SWjNMSvUISTUjJB2/RkJ1O5nH2ti6s5ofvfA2mbFJ7NmylX6FDKNChUuixJWnwCVV4pIqccpUOGUq7HIVNvmS8FWYlWJL366QYVPIsCrkWOUKrFIlVqkKmywfqywfiyIfizIfm0KJXaHAIRNb70aFAqNC7EGwSZU4pEoc0nxssnzMUgXOXAXebAW2PBUThSoqk7ZwrmYXu6uy2Jb7FKUVX6e29Z/ouP5tBiaeZHDy+3T0/ysd/f9CR/+/0H3961we/CaXB7/FlRvf5eqNR7h64zH6hh+lb+Q79I18m8sjD9Ez9DW6B75CZ//f03n9P9I1+J/oGvgHOvv/iY7+f6a9/6t0Dfw3eoa+Tu/wN7h86yGRm9+i/dp3uNjyMIeOPIJE8W125D7LhUsfMnS9ndqaAnYmPs+Vgy9iu/QS/o4X8Hb8En/HTzFfegLLxe9hufg9rLXfR6j7Pp76J/E1PYm36Ye4Gr+HUP8EzvpHsF36LtY6EVv9wyvUPYyt7hFsdY9ivfQY1kuPYat7HEfDEzibfoDQ9APczT/E0/xj/M0/x9P2A3SN36PzwJMcyPslVQdl3LoywNjVfvaXJpGw8R85WPYYXY0vcqP3ZW5efoGxy79n4vILTPa+yETPC4x3/YGx9t8z2vbvjLY9z832Zxnp/A03un7JcNfPudn9C0b7fsnUlV8ze/1Z5vufZe76r5i59gumrj7DzPWfMz/0S7Qjv0I//Av0wz9HP/JvaG8+zdzIT5keeYbJ4edp/PDHVOz+LvKM33DiQBmjV9oZG+imYmchqa8kkP+WlMrt+zmVc5Tz0rPUyi9QL6+lXl5Hk7yRenkD9bJ6GqRNNMmaaVG0olG20apsp1XZSau8i1ZZF+15nXRJuuiV99Kj6KNL2Uu3opdOWTeduZ10STrolbZzWdbGZWkrfdI2uhTtaPI70BR0os7voDm/nZaiViqzqtiVt5eGS61c7R+mOKeQTc+/heTtLI5mV1Kf/yGaojraiutpK66nvaSRBskHItLz1Msu0iCvpVFZS1NBHU0FDTTlN9GU30KTqoUWVQtqZQsalTqy1r8GtbKNNmUXHQU9dBX00lPYR6eqm3ZVF23yblqlYiWoTdaFRt5Fc0E7Fwvr2Je5h4PK3dy40o/NbsX1Ny58m9+Hxe/F4nFj9bqxel1o7RZuzmvpvj5GRelucl99hprEJzAc+/WDJ/yFnGwWpHJMRbuY3l/NfFcvdqMZp9uFw+vC6XXj8nqX599/9sL3IYQD6BxWhgeGOFK6m5yNsag2bWNXfCqVKblUpOZyKDmXfQk7KNuaSvHmJAo3JZL/biIFGxMo2pRI8eZEijbGU/huHAVvxlD0RhzFr8dS+mYi5W8lsfudZPZuSmPv5hXe35zK+5tT2f9eGge2pHNgSzpHEvKoTsjjcLyE3ZvSyXrlPWJefI3Yd96jpuYo3Vd70PR1kFVUxBvJCraXXSS+XE3K4SskH766TFrVFdIre0k/0kNaVS/pVddJrxog48gQmUeuk3XkKplVfaRXXSbt8GXSDvcu/02v7CXj8GUyKvvIqLxCWmUfqZV9pFVeJbVqgPQjg2LX/tER0mpGSD16i4Qj7aQcqWNTYQU/enUTL2/bzoWLF6lQ5XEqLYHJnfnYlPm4cxR48lS48lS4ZAW4FEUIyiKE/GJchSXYCoqxqPKxK5UISgWCSokjX4ldpcKpLBBRFIlz7FVFWFVF2BWqKOHLMCgUmBQKbArxO4KiAEFRhKAowiHNxycpIqwqxVJYjCYnk4OyXLq6u+m6cZX83anEpfyQpIxvkJj+r0jzv4+s4DHkhY8iL3wEReGjyAseRqb6LjLlw0gVDyORP4JE/hiZud8iZcfXSNnxz6Rm/1cycv4zO3K/RLb075GqvoSi6MsoCv8LsoL/hrzwG8iKvom04BtICv6VvPx/JU/1dXLyv05O/jfIyH2cuIQniIn9OdnZG7lYd4KBkSGmZ29xo1/D+zszUMb8mvK4pziQ/gQ18u9yXPF1Tki+z6m8pziZ9xSn857kdPYPOb3jCU7veIyTWY9ycsfDnMz6Liezvs2pnO9wWvodzsoe4az8Yc4pHuac4rucVz3MhYJHqS16lLqdT1Bf8jgNpY/TWPo9msq/T9OuH9BY/j0aSp+gtuQJPix9grL0h1AmP81OeSydnRpmp7RMjU1z5bKGwvytpKU/R8K2H5G8/ftsi/0OSXGPkBr7OKmxj5Oy5TGS33uU5E2Psv3dh0na+DCJm77Nts3fJP69bxC/5V9JeO9fSdjyDVJivkVqhPSYh0iNfYi02G+RFrfEQ6THf5OMOJG0+G+yPf5bJMY+Qnzs94nd+hNys1/hSOVOrvZ0o5ufZXJinK72doqlRSS+Fc87v3+L+NcSyNuaQ8GWPIq2SNi5VUFprIrSuHxKYwspj93JrrhS9sbvYn/8Hg7G76Mm9Qgn049zJuMktXkfUpd7AbW8iWalmmaVGICnVrTSImtBHXlAT6uymXZlEx2qZtrzNWiKWlHvbKOluJU6ZT3VOw5RtF3G+0V7GLwxwq3pedo0vcgy5bz3p3eJ+9NGEv+4mYwN8WRuSCTr1SSyX9+OalMW+RuzKNiUR+EmKYWbpexKyGd3UgF7k0vZn7aXg+n7OZRxiMMZh6nOOExN+mE+kJ/mrPwsH8jPcVb2IWckH3Im9xync85xUXGJi4pL1CrqqZU3cEFWx3lJLeckH1KTU0NxQgGyhDxqDhzBqNNjd9pw+l24wwG8i8HI0/I+L8IPi0R150cLXww4F4Vv8y89+dWLzefF7HUzY7czNGek7+ooJbm5JPzxKY5mPP7gCV+bs4OFvCzMBfnMlO1Bd6ke1/QMTpcTk8+F2evC7Xb/1YXvDKxmWfghHza/C6NgZWZhGnVjHQdLi8nbFkfym68S/8rLxG14mbjXXmHryy+z5U9/Ivb114h7/XXiXn+d+DfeIHnju6RufpfU994mZfNbpG56m9SNG0U2bSJt0xZS3tnEtjffWEXim2/eyRtvkfjGOyS9+S7b3nqXrZs2kZadSemh92m/dpnRuVH6b/VRq6kldkc2r29X8FbOId4rqWdTaSObShp5r6SRmJIGYkovEVtWy9ayS8SUtxBTriG2XEN8eTMJ5Y3ElzUQW1ZHTHk9sbsbid/bTMIekcS9LSTu1ZC4V0PCHnXkfTUJu9Vs2730t5ltu1vYtruFzcojbEhT8O+bk3jpna1UnjyF5nIHzXVnKI3fyIXkOCbkUkwSBRapCotUhXWppS7PxyIvwKosxKhQoZPJMEgkmCR5mKV5mGXiQjtLj9G1SVWYpUqMUiVGmQKzVI5FKsUuUWCRKjHIlZjk+Vik+Vgl+dgl+dglBdglRdhVJZjy8hnPzOWDLZsoin2DSxeOcnV0hEmbFXVvE4cOK8mVbiE+8U9sjfs9W+OeZ2v879ga/xwx8c8SE/cbYuKeZWvMc2zZ+lu2bH2emJg/EBv3e2ITnicu6XfEJ/6WbYnPsmXr02yN+RlbY37C1piniIl9mq2xvyYm9rfLbIk55vvHAAAgAElEQVRbzXuxzxET90eysrdRsjOfM2fP0T8wxIxuHqPdgM48T0d3CyeqyimTx5MZ/xyZCf9GZsJPyYz/DRlxvyUj7jky4p4lM+43ZMX+hqzYX7Mj7ldkxP4ywi9Ij/kFabG/IC3256TH/UIk/uekxz9DetwzpMf/jPT4p0mP/xlpcT8jeeuP2b7lKbZveYqULU+SuuVJ0t/7Eanv/YSUbc9SvjudCw3HGZkeYc6iZUo3w7R+htrmi+w/sgtVaQbygjiypZvIk8chlSUikyUikyYglyQiz0tCnif+lUq2IZHFkiePEZHFkCeNRSqJQ5IXhywvHlneNqR525DkbUOSlyiSm4gsNxFZbhKy3CQkuUnk5CaxIzeZzNxU8ncqqDldQ/vlbkanpzHYHegsNiYXtJyvq2NnWRnbkrazNS6ebVvjSXp1E0kbNpK4YSOJGzYR9/I7xP7pHeL++Daxf3yb2D++Q/yfNq7mpU0kvLCJpD9sJv1P20h9OZGstzLJfScb6bsSFBvlqDYr2LVtJ3uSdrI3sZj920s4mFzOoZTdHErZzf7EUsq2qsh6I4ay3Fya6i4wMj3BqN7I4Pgs9c2tvL97Nzmp24l79y22bdpE/MbNxL67kZi33yHh9XdIfPVtkja8S9Krm0nYsIn4l98m9pU3iXvlbeJe2cTWP73N5hdeZ8sfXmfr718n9vevE//S28S/9A7xL24k/sXNxL/4Hskvx5LyShypG7aR/loCO15PJvuNFHLeTCX7jRSy30wh480EsraksqewnI62ToxWGza3E7vPhSvoxx0O4A4FcUdk/9kLP7QsfIdvZVXYtcJf9pLPj9Xrw+bzYvF5WfC6uGWyMTTloL7pGtmZmWS9890HT/iG7Az0uamYlBKmFPnoqk7iuDqIy2bDGvZh8Aq4XS4cHg82nw97BNsS/qjXvvsL6PtYa+gHAqseu2sP+rB4BKxeJ2bBzujUOB2dGo5VV7JvdzFSSSYSaQaq/FwUimxk8h3IFdkoVXkUFsopLJKjKpCiKMhDWShBWSyLoEBVrERZrES1U4WiWIasULoKRbEMRbEMeZEUWYEEWYGEbOkOcqRZ5EpzURTnU3JgNycbL9A7PsSofpY5yzwG5zy9g11Unz1BTGYOz7+TwNNvJPHT1xL52asJ/OzVBJ5+dRs/2xDH06/G8ZMNcfx0QxI/3ZDMT1/dztOvJvDMhnj+7ZVYnn4llp+9Esuv3kzhV2+l8Js3U3j2zVSefSuV595K57m30nn2zTSefTOV595M5TdvJPPr17fzq9cS+eVr8fzytXh+/Vocv/nTRn730pvEbEtmz+69tLWquT52g1vjQxwuVaLY9Cr7N73BFVke11Vyrsqy6cvNpHtHGp2ZKXRlpNCTkUZnRgptaUl0piTQnZxAV0oCnamJdKZspys5ma7kFLqT0+hMTqMzJZ2O1DS609K4kpbKtYwMrmXt4HJODpezs+nN3EFPWjo9qen0pGbSnbqDltR0Tm7azJ5XNyB9/Y9U7ytgZOIat3SzTFkt3Job59pgH+cvnWPP/l2U7dlJ6e4iSnYVUrRLSfEuJTsjlOzOp2R3ISW7iynZJW5Xuief0r1KyvYoKd+joHxPAWW78ykpV1BcJqW4VE5RaSHFZSUUl5ays6yMnWVllJSXU7KrnJJdpZTuLmZ/5R6OnjpMg6aBselJ5vRazC4bDr+beYuB0bkZWjrVnDh9hD3vF1G+R0npHgU7d8sp2i2jaLeM4j1Sdu6VsXOvjNL3FZS+r6Bkr5KSvUp27lFRsEuOqlyKqlyKfGc2ipJsFCW5yIqzkRZlISnMJjd/B7n5WeTl5yAtzENWJEFWLEVZnEfhTimlJQr27inm2KkqWnqaGJq9wbxTy4KgY96pxex3MGFYoOdGPxdbL3Hi4lGOnK2k5uxRas6coObMCY6fOcnxMyc5ceY0J8+c4sTZU5w4e4Lj544tc+yDoxw7e4xjp49Rc6qGmlPVHDt5lJpTxyKcoObkcWpOHufoieMcPXGSo8dPUH38FNUnTlB18gRVp47T2Kmhf3SYGbMRveDE5PExbTIza7Fwc3aW+jY1h07WUHJwN8oiJQUyCfnSHOS5O5DlpFMgz6FQkYtKno1cko4sLw2pJA2JJI30zHhS02NJTY8lMy2WrJR4krZuJH7rRhK2bCZx82YS3t3Itrc2Ev/WO7zz0h95948vsfHFl9j04ku899LLbPnjBra+tIHkN94l6bW3kackceZ4BWNTw0yaFphyOJixO7k2Okq9poGaE4cp21NEQYkKVbEKmUqKVJGHUppFviSD/LwsVNJsVJJsFJJMZJJ0pDmZSLIzyMtOJS9nO5LsRKTZiciyEshK3UpWiph3kW1kbY8jKymOHYmxZCbEkBKzie2bNrJ9yyZSY7aQHhdLVlIih3bvpqWliVntAna3C4fPixD04woF8CyGVrXwXZ+m8INR0+6C68k+uPx67TNfVgs/6n+fKH2bVxS+wetl1ull0hhgcNTOudp23nvn2QdP+JasTAw5KejyMpjNkzFXuIexmrPobo0jhAMYPE6cgoDV48Hq9WDzee/BJy/89bv7/QgBP1a3m1mDgZuTU1wdGKaxVcPpSx9w8tIZTtae5lTtGT5o+IDzzR9yoeUil9R11LbWc7G1ngutTZxvbeF8q5oLbWpq21q41NZCraaRi+oGEU3dKmpb67moqeN8y0XONZ7nXMOHfFgfoeEi9ZpGOq/2MDxxiynDHPN2MzqHCYPDwNjcOO1Xuqg8WU22SkpixnZikmJ5Z8tbvLPlHTbHb2Zr4ha2Jm1hc1Is721PYGtyEjGpiWxLjSchNZaktDiSUrexPTWRpO3b2JYQR1z8VuJitxCzdTMxW7YQs2ULcTFbiYvZSkzMVmJitxITv0UkMYbYpBjik2PZnpKAUiGnqvIQXR1tzMxMsWDSMT47Ru+VdvYdLCIx5jVSXv097z3/NC899RBvPPMoyS//ivTXnyPj9d+S8frzpL/xPKmv/47M154j67XnyHwt8v5rL5C24QXSNrxIxqt/YsdrL5P1+itkv/4KWa/9kaxXXiDrledJf/l3JL/yPMmv/Dtpr/6etNdfIOW1F0nc8Ae2vfICKW+9QuZ7byJJ3MLh8kK625qZmp1l3mpj3m5Ha7WhNVuYmJ3j6tAQnVcu09HXS2tvF+qeTtQ9Hah729Fc7kBzuYPWvk7aL3dH6KK9r432PjUdl9W096pp625F3dWOuqsNdbcGTU876p5ONL09y7T19tDe27vC5S76hq4wPDnCuHaSeasOi8eB3evE4hEwuAX0Dgdaq5Wx2VmuDA6i7mijpaON5nYNjR0ROltp6mqjubsdTXcH6p6udWns0lCnqedS80UuNV/iUnMttU21XGy6xIXGWi401nGhsY6LjXVcbIjmEg1qNb1Xr3F9ZITx+Tl0dhs6txOdR8DgdqB32Zm3m5mzmRjTzjI4McrQ5Cg3JicYnppeZmRqmptTUyLTE9ycnmB0aolxRqfGuDU5yvDkLW5M3OTGxPDdGRsRGb3J8Ogtbk6MMTo5xcTsHDMLerRGC1qbDYNTwOLxRnCjs1i4OT3B1ZFB2q50cFFTx7mGc5ytP8OpSyc4efEoxy5UU/NhFUfOVlBx6gCHTuzjwPHd7D+2i11HSiirKqakooD8sjwKSnLJ35mHvDiXAtUOiuUZ5EtSUeQkIc9JQpKdSF52Ijt2xJOZEUNGegzpabGkpcaQk72dncUSjp+s4nJ/N/M2HQsuKwtuF/OCiymzkVvzc1wbvYm6r5dajZpajZoPLtVytvYCZy6e4FRtNScvHuXkhWMcu3CUmg8Pc+TDQ1R9UMnhs4c5cHIfe6pL2FNdzL4jxbxfVczuykJ2VRSx61Ax5QeLKdtfQOk+JTv3SCksz6WgLIf8kmxURdmoinIpKJVRvq+Iw0cP0Ki5xMj4CAsmHXavG7vHIz6kbDGM5/btv94iO8HwOtxeeR0dpb+O+FcTxu4PLQvf7vVj8/oxu3wYnH5MjiDTM0auXrtJ1akLD57wTVk70OfsQJubzXyeBJ2ygJkDNQxfakWwOzC7ndhcTqxeD2afB+tfSfj2KNYb33f6/VjdHkwOFwargzmdkbHZWcbmp7mlnWJ0fpLR+Ukm9bPMmOaYNs4xpZtlQjfDuG6OMf0CoxHGDDom9DomDXomdPOML8wyrp1lXDu9igndDJP6WSb1c8tMR7g1My6+1s0xpZvH6LBi8QpYvC7MbicWr8CcWc/V4es0tbdw+MQR3q/az95De9lXsZe9B/dQ/n4Z5Qd2UXpgN6UH9lGyfy+lB/awa38Zuw+UsPdAGXv372Lfgd3sfr+cXXvL2LW3lLK9JZTtKaVsdxllu8so31NO+d4yyvaVUr6vlPL3Syjfv5M9B0vZW1HCvopyqk8epr6ljmuD15iam8LmtGEX7BjMeqbnptC0N3Goai9FxXlk52xDJk1CkptAbk48uTnbyMvZhiQnkbzcJHJyxRaHPCsReW4Scul2FLJUlPJ0lPIMVLIMFHnpyHPTkOemIM9LRpW7nfzc7SjztiOTJiOVpiCVJCPJ206uJJkcSRrZkjTSshNRlUqpPFFJc3cLt+Ym0NrMWD2e5dW1jHYH8yYT8yYTc0Y9MyY9U4YF8Vzq5xg3zDJhnGPCOMeUaYFpo45po44Zg5ZZ4yyzpknmjJPM6ieZ0k0zoZ1jQjvDhG6KSf0s4/p5Jgw6pvRL6Jk2GJg2GJg1GJjRLzBnXMAkmDG5rFi8DhwhcS0Lm9+DPeDFEfBjsNvRWSwiZiNai5F5s4G5KGaMOib180zp5pnUaddlQjfLlG6aae0U0wszTC/MMLUwzcTCNOPzU4zPzzA+P8Pk3Gqm5meZ1eqY1erQWixobVb0TgdGjwujz43Z58Lsc2HyChg9TvSCDa3dwrzVyKzJxIxxhdnI8RYxMG8ysGCMYNKzYNIxb1hgxjAfuUdm7mDGMM+cUYveYsBgNWK0mTHaLBisZnQmM3qzBZPNicXhwiK4sLpFKTm8XhxeL1a3G5vHxbzFyLRxgSnDAmMLU9yam2BkZpThmVsMz4xwY3qEwYkhro9d59poP1du9tE3cpnLN/vou3WF3uFe1D3NtHU309rZgqazhUuNH3Kp9iy1F05x4dwJzp07ztlzxzh97ijHzxzh6KnDHD1ZRc2JKo4cP8z5ug9o61IzMnaDOcMsBpcFg0/A5Pdh9PvRuhxMm41Mm4xMGQ1MaBcY184xpZ1ncmGG8flJxubGGJ0bZ3RmgpGZMTHf00MMTI3QP3GDq2MD9N3qo+9mL1dHerk23MPlG130DnbTO9hD70AvPdd7uHy9k97+drquaui8oqajt4X27hbaelro7OvgymAfIxM3mDfOYXHZsbic2L1u3KEQdq8XVziEEAoihP68FfY+FeFHuvxFJ4SwBe4l/JXHvTt8IZy+MDZXAKtTxGhyMXJrho5rgw+e8PXZeSxIZCzkSdDmZmOUZDNXuIdb1bXobk5gdwvYPa6I0CPdJD7fKtEv3YAOn0988E6ET1v4do9PfDyi4EZntaO1WJi3GJmxGJg165k16VmwGtHaRfQ2C1q7hTmbiVmLiVmLmVmLmTmrRcRmYc5iFAtfi5F5qwmtzbzMvNV0B1qLCa3VgNZqQGc1oLOZMNitWNzOyLLEXqxeFyaXA4vbicFuZUavZWRqlP6bg/T299DTf5m+oWtcudHPlZFr9A330zc8SN/wAH3D/Vy90ce14V76h6/QP3yN/uEBrg31c2XwKlcGr3J56CqXh65xefA6PUPX6R68FuEKPdf76OrvXabn+mV6BvrovzXAyMwtpvQz6OwmTE4LVpcTq9OB1WVnWjtD3+AVLrbUcuL8SQ6fOEzlsUoqj1dSeaySw8cqqTpeTfXJoxw9e5wz505z9oPTfPDhKc5cPMnZSyc4e+kkZ2tP8kHtKc5eOMWZ8yc5c/44Z88f5cMPj3Li+EGOnThI1elDVJ2q4MipCqpOVXD4dCWVp49QcfoINbXHqe2tp3u8nyHDJDOCCbNXiFxzARGfH4fPh93rFc9x5Hwt2M3Mr8PS5zqbCZ1dj84+H2EBrdXAgtXEvNXIgs2A1m5i3m5mwWETW8N2G1q7Da3NitZmRWe1ordZcPiE5VUp7QEPzpAfR9CHM+SPEIwEoPqxeTyYXQ70Duuq/Eajs5rR2qzMWy3MW8zMmU3Mmk3MW8TrUGs1oLPp0dmM6KxGtFYjWouJBbPxrmgtJnRWKwa7HYPdjlEQxJUr/V5sQT+2oBd7yLeMxeeKDJ+5Ir17/lVdpTaPR8TruisOn7CM3StgcdsxCVYMggWDYEHvMGOyWzHaLKLsbRYMDjGPZkHA6hbPs9Mv3veuYHD54V52jweLx43B6Vg5VlYzcxYTs2Yjs2YjcxYTcxZz5K/4Wjy3JmYseiZNWiYNC0zp5pnRzjM1v8Dk3JxYSZqdZmJ2mvGZKcZmpxgcG+H62AjXxoa5OnqDK7du0Ddyg8vDQ9yYnmRSN4/RYcEsWDG5bZh9bsx+P5ZgEKvfh8nrxuh2oXM6xOvIZhUrXhbxfOusJrQWKwtmO/MWq7gvNhOzFgvTZjPTZhPTZh0zpgVmjdFomTXomY1UQOf0Wub088zp55nRzzOrX2BOr2XeoGPepGfepGfBqMNkN+PwunD4POIa+pGy2RkM4wov4grfY4790rj+OivtfWbC9wVx+sI4feFl8Tu8izi9t7G5gticAWzOAA5nAJ3JydDo+IMofCkzUiXzEjn63B2Ys9PRyUoYKj5C//lmdDoDNo939c3+ORC+EAjg9AVweP1Y3V5sHh9WtxuT24HB7cAg2DEIdsweJxavA4vXgc3rwup1YfQ4MbicGFwCBpcgtnA8LvGGdDmWMbnFLtklTG7nHVhcTixuOxa3HavHgdUj1padfnGhIkfQt4wr5MfudWN0WDE6zMybIjemUWwhzhgXmDVrmTXrmLMYWbCa0NqNGOx6jPYFjHYdJrsJg92EzmZkwaJn1qxjyrzAuGmecZOWMbOWUdMCo6YFxowLjBkWGNfrmNA5mNY5mdELzBrczNgs6Dw2zEEXloAoK0tkf2weAZtbwGg1Mz09zcjITYZvjDA6MsrYzTHGb40zOTrF9Pgsk+OzjI/NMD06w+zoDDNj00xPTDA9OcrkxE0mJ24yPTnGzMS4yOQYMxM3mR29wezoEJO3Brg1Osit0UHGbol/b47dYGRsmOHxEW7N3mRKN8m0YYZ5ux6zz4nd545cc/5llq45h8+NzS9i9buxrMPS53afC4ffgcNviWDF5o0Izidg9Tmx+QXxO6uCU32rrn2xsHTjCLhxBL3LohcXLFlCLByFUBBnKIA7FMAZ8iMEfCurWEbh9EemwgZW7hd7wC+m63fj8Ak4/eJ15vB5cPjc4r7fU75unH4/rqD4vHNXSFwn3bkYirDynHNH2P+JC98ZcOMMuBGCHpxhr1gRCvhw+30IPq+I3yuu5740SyeysIorGFoVQCYEAmIlz++L5CmwnDerx4/FLWL1BJaxuP2YXD6MggeD04VBcGNwudELLox2JyabgNEqoLM40VqdLFjtzFtszJmtzFltzNntzDodzDjszDjsTNsdTFntTFisTFiszAsuLG43No8Y/GYPBnCEwtjCt7EHQzhCYfF/f0BcIMbjxuLyYHF5sLq9IkIAizOESQhhcgUwuv0YhCB6ZwC904/e6UbvcGK0R+PCaHNjtHlErAJGqwOj1YHe5sBgdYrv2Z2YHC5MThcWhxOn14Mr4MPp9+IKiteFMxhZUOdzKHxnKIgjFMQRCovH844peyEE/yKCfxFHQMTpv43dF8buCWAT/NhdfhyCH53JzqxO++AJX5sjYUYiZy5Pgj5nB4acTEzZ+SxI9jOx7xT6vhEcnqUbKoDdF8CxjA+Hz7uMWPD5IkSJP+DHHgiIXSz+4PrR9x8h+VWBfJFITqc/EKnt+3H6AzgCfuzrFqCe5da2PfI8AGsUtoA/Ss7+KJZkvZS2/47PxcLJG8GHM+jHuZTHYKTGHBIRQgGcQTF/ZsGOyWnDJFgxOW2YBTtmlx2j2xapcAgRHJgEu/i5YMfssmFyOTC67BjcdgxuWxQO9Ktwohdc6JwudA4fWrsXnc2Lzi4uTmENekRBhXw4Q75I17MXh98nnluvF4PNhs5iQW+xYjBbMZis6E1W9CYbBpMNncmG1mRBbzSLmMzozWb0VjN6mwm91YzRYsFgtmCwmDBYjBgsBkxmA0aTHoPFiN5iwhhBZzGhtRnR2ozo7EYMNiN6mxG904rZ7cDiceMI+EUi15MjEFw+5s6o472Cfw3R74v77gqKOIO+yG8sfba0/UqhI4QCuCKIhZ4fYRWBSHeoKPrlCOeowtG9KCKuZLYOkS5VIRSMpOVfSS9SiXAv+sT50uFIfoL+5YJbCEVJffl3xKhrTzgsPg1tMYxrUQzAci6uPChlmdBaQsu4QqGVisMd6QWWj4U7CmfIF8n3EkGRSAVIjAoPLkeHL1eQgkGE4ErE+FJ6zqXyIBTEGQkmcwbDK1O4AuGoMd/V474230qQ19IzRJw+Pw5vEKs3gMUXwOz1Yfb6sHi8mLxe9IKATnCu4HSidQponQI6wYXe5cYZ8CEEvThDXrHMCIWxR0QvhMII4XDkGEaOaWTfxNdhkcAiQnARIVqAkf0R90OUm9Mfilz/gci9IL7n9AaXcURwRnrC7H4/zoD4uHF3MIg7GMQZWCqzxHO8dCzvFZh3r7X077xuPorIdbW0/8GwuP/L11vkfC8LP4gjGFxX+EsIAVH8Tl8Yuy+M1RPA5PVj8fhE8Tu96EyWB0/4upw85nMlLOTmos3NRpebjSlLjl2yG0vJMebOqTEuGLH7ViIjxTmQEdn6vasQBehbNY9enGaxdIKCqz+7i/DvZwqHM9K1v/a3olvV67We7AF/5JkBkWmFke+sLtyjRbFeHsTPVwpZESHoX53HNd9ZypfT71nVMnP4PNiXW6ee5fmkNr8Hu88bVbkSP7cGlnBh9buw+V2R70Xh82P1+bF4/Vh8fkzelYAneyCyr6vyLSIEAwjBII6AH7PbtQqTy70GIYJj+bUxqtfE6PZgdrsjuDC7Bcxuh4iw8h2LU8AsiAFuBrcTg9uO0ePAstTi9rqxesXA0ZVCZ/E+lvcMsrqlHb1M6Mr/K1OPAut8Z/VvusNBPItBPOGgKM8lcS2zJPQg7sXwqilNouzDy9zPmOjd0wuspBcOilOpwoHl9Nam6wqLso8W/lIehNt35ik6n3cQ+Z3l31uM/t3Qch49UYiyX+c4rRL+6mlgK5WV0B2fLbcmIxUWZ3i1IIRQVOR3NNGSiIoOXyq3lsoHi1+M8BaneHmwer1Yfe4VvG7xvSiEoB9XWEQIBxDCYsveGV5ECC1GCXJtJe+jrwMhFFrVCnYFl8qV1ZXSlfI1tHo9k6WyJ7TSy+MOhVYqHJEx+6Uen3sK/9NgebneCKvu03UqCpHKwXo9BK7A7RXhe0NYPUHMniB2dxCPsIjD6MVmdD94wtfn5KHPzkOXk4M2NwdtbjamXCnmbCXWogOMvX+c2cvXcfuC2Lz+KOEH1xf+Mqtb+MutMf8nI3xnKHjXufrRwl8f/zrp+Vlf+IHlaSN3sK7w75X3lXRcwUCEyOtIi1EIR7UQl1t3K60nV6QF6QyvIITuhnjxO4JiC8Ox1A0WXL2PS3m/Q/jB6HmtkWmXPj92fyAKsVvVHvCsvPb7sAUCEVavhCVuu9RtvfIdp0/EGljCgy3oFVvcIT+OwEo3+icn/JXCdrXw137v/gTsWpbYkhSDy2JclmmEe8r0DrkupXVneq6l9MKhNdtE5Btek144iqg8CR87T3cKfyW9KOFH5d0djs53cOW3ooQf3XJcJZy7CF8Ir7RIneuc/4/uQl7ZRgj6V677gLiip7ikuHjdrsh1bVmxpvcnvHI/i3lYxBlaT/h3r1Tej/CFuwh/peclvNKDsKqM868+lnc5np834S9dByss3sFSJWBJ+A5vGLsniCCEcdlCCMYg1lE7U51TLFzTP7jC12fnoc/NQZ+bhTE3G21GFnqJiunS9xk9dxGryYYzEvEo+MMIy+L2rbA0DufzIvhWj+U7fIHlnoF7CX+52/4+hP+XTu9z3G9669YiQ1E310qNeeUmvDcrN2WkOy0UxBESx07v3Gbpd8Wb1nE/laFQUMzjUo133RspuNxNvF5rMPoY23w+seIW6am5c3xtpdBZt7stEIqsp7AyVOKK6g1xB4K4AkEc4SX8OMLrjIOvKiDuR/ifPKJc18huMYxwO0qu4cV1t/nE5LoYRrgdLfy7bPPnpPeX5GlNhWbVNsvDCOFVPQp3k88qgd+thf8RYvo4wo/uzRPuRz53ZUn4a6/T9YR//9fdWuGvd++J5UZ4GedyeRRYtX93PeaLf2XJ/1nCv1P00cJfauE7fWEcnjA2dwi7KYB+yMJU+yxDHwxyubKbngPdD6Dws/Mw5ORgyMlZFv5CVgZmaR5zmTuYVqgYr6qiv72b0OL/gxAKYw8szYX3rcLpX5K9707hR7X4/9rCvy85fhyCwbsWFB8X13JvQWRsKnznNsKaisR623xkOtGSjBb+PQqdVd9f2/0cWvtbKzflHQXTMtEFjx93aCVtTzCEOxiKCiATWd39+ymI68/Ec3sRz+IivsVF8fXtRVy3F3FHXq/a9h7CX/ruvVgr2XUrGFG/tTZPrvV+65M8FvcQ/qpt7iL81dfUR8jnI4S/Nt2PFkx4zTV8Z3ofX/j3Su8vEf6aSsvdhL90LKIqGGJw5j2ea/95EP79HPP1hB9exL14G/fibVxh8T1nYBG7fxG7J4zdFUY3aufaieu07+uguaABjaKRJsmlB0/4hijhG3Jy0Odkoc3ZgSEvG212FjqpBGPZLoZPXMA8vYArFMQa8uFYJT2E9nkAACAASURBVPuVNe+X8UePH4nbOwJLwWyfgaQ/Vqt4/Vrx55HlubL3WTCt1x16r5vvjgrDmoL37ixGCpzFyOuQOCQR9uNa9OFa9OGOBHG5wgE8S5Hry5HiS8KPLsCjhRW8byF9utxek6dPu2Ly107v08h3VHzDp8wnIR/3GiGu16OwthLyUffVHd//a+zL/wp8hPCFUBhHKIQ9EMLuDRO+/f8xM+bkygfDXC7poE3VTIukjsbcWpryHkDhm7JXZG/MzkEfaenrcsUxfYNUgm1nCeMHapjq7MFis2INBnCExHEhIRCJYg8EItHTS6/FLlzBH8DtF7u3nMGAOJXpb07467HS2l7FfaaztP39bHOv37y38O/kDuFHtabv76ZbGaP8+MIPrBZ++C8VfjR/PXkJi2ILVVhXwCvj1MLtNV3XfyPp3Zd8lvL0EemtbLOe8EWWtrlXbMPqY/CXCn/pfrhXS331df6xhb/qvvro9O5vX+4eVxLN0j10720+o8C8+ylb7rV/dxH+EkIwjCMUxBoI4fTcxmoIMNA6Q/v+HroULajzGlDnNdCUV//gCt8YwZSdgyEifV1E+vq8XHRSKXNl+7h56iza6Tks/kXsof8bIRjGEwziDQUQfF7cgQBufwiny4vFJuBweXF6/Cz+j/+Jy+/H7vMR/p//8y6Rs+Kc3GU+E9GH/nzhh0IRPkHhR3GH6JeDcUIrXZN3E/7aaWTRwg+HcIbDOO815/Y+hC/eiGHcy9xD+BHcUXPVPZH8/W0If3GZewn4rgF66wTOfZ7S+ySF71pcxHVHvlcLfynf9xL+Pbe5x/792cIPBZe5Q/jL91vUjIY/V/iR3/lkhR/EuXiXfYukJ0Tu/3WFf48pd5+Z8KOP+UeN4YeDWEJhrDYfs9d1dFb30lLUTKu0EbWkAbXkARd+NIaoVv4SutwcdEolIwcOcaW5nTmzB1vo/8UVDOMOhhD8fox2OxaDGfusEfOEFtu0AUFrQ6+3YLTasXu84lx5X9RCImuEvyoe4K8u/LVjzR9X+JFI+ND9LTxxP8K/FysBfWtqvHcR/kok9HrCX8QZXvx4N+Va4YeXhL94F5aEH93bsPL6b0/4txEi3YgfO0/rBLt9ntL7JIXvXs7z3YX/F+dnnamGf7nw7xIkuCz8xU9I+JFK8Scq/Hv02N1RTtzJesF8nw/h313yQlQQpiMUROfxMDmuY6C2H01JIxpZIxpJI2ppIy0PsvCN2dkYs0RWhJ+NLoI+Jwd9djbm7ExGC4pp3H+Um+NGDIH/gbAYxhcMIdgEDBPzGPtuYW2/gUk9iNA9jvvKFK4JI5PXbjE/sYDL5ccTvo01GMAWwR4MRKK/faun9QWiFlL5a3T9f6wW/kq6K63wj9nCv0vL/X5Zv4W/NgDpzhb++lNwPkYL/45FZ6IKhlW18LWEImP4a/K1Jo8r0w3XjoMuLfe59P/Hn8d8P9y37JZb3H9GJeQvauF/+und/zG4ny72xSjWF/5ffM6i+Hhiubfw7/qkuPXut3tOFfzoFv795fs+hX/HvfMx0/usW/hrj/1HROa7gyKuQCiyDHMIvd5Lf/s46oMaGmS1tEjqUUsaaJE0RmT/gApfv57ws7PRRdDn5GHIzsGRkcJMjgJ1/kGudg1jDP537D4fHrsLYXgeXf0VZqtb0B1uxnBEjbG6HV1VC5YPrmBpGcTQO4Zt0ojXE8YSCmEJh7CGQhHhR+bxR0/ri14w4i7z9T/Tsf7PCX/uAy7+bO7S8rl/7jL/+DMpYO7kkxLiF3yMysNnfM6/4HPGuoK/jSv03yN/o2QfWsQTXMQbXMQTCCO4fDjtIWZ7BbpqhjmvauaSopFGWT3NkgaaJU005dXTKKmnSdrwhfDXE74+OwdLdjITeUo+zCqhq6EXl28R14INw7VRpi52M3VczeTBOmYP1DF3sIH5Q83MHKhnfH8dUzUaFi5dRd8+gnF4Hpd3Ead/EXsghDUUwBbw4vhC+F8I/wvhP5B81uf8Cz5nfAzhR4vfH7qNzxPCNi9w+dRNGko7qVU00yhrpEnSQFNuPU25jTTm1tEoEaX/QAp/eUpedvYyy+9l5aLLysYkz2BUXkjZa4lcudSNMGdD6LiF9oNuJg43MFPZyOyBeuYO1jN/qBFtRQvzh5pZqNAwfaCB+epWzOf6sLXeRJi14bJ6EHxBLKEANr8/Mnf//oT/uYjm/5zweRH+5y/i98/js5bfg8hnfc6/4HPGxxC+EApjXQxjC4Xw+EPYtVbGOm/RWN5OnUpNo6QJTV4jLXkNNOY20pjXSP2DLvx1yRHRZeWgy85iSpKMJiEd6W/f4UZdLzOaAbQHG5l/P9KiP9jA3IF65g82oK1oQlepRlvRgu5QC9r9TegPNGM/0onzfD/Gy+MIczbc3hCWsChxt9+P6wvhf/6FH3VTfiH8L/hC+F/wifMRY/ZrA/VMiyFM4RBOl4/ZwQnaahppKWmjWaFGnddEW24T6tzGZcmvCP8BHMPX7chGl52DPiuHubQMDFk5GCQ5TGYkMpG5DZNiB5MZSfQkZ1H09IucjZGhP9WN/lQnugON6PY3oNvfwML+iPAPNaKtaMJ6rIOFika0B5vRHmhCe6Dp/2fvPMPjKs+EbSD0EggkEAiQ3r5kk5AsIQnpWTa7IXXTSIVQLckV20jTR3IDA7Z6G0nu3SpTJdvYuKu6ymozGknT50w958xINiG5vx9nJMs2EGCza1jrx32NZFkaXZo5733e530KwxUORup2MmI+hK+1h6A3TCidJpxOKbX6mTnXQmai0z8jae+CdeN7h/HPuhj/t5/vf5sLLb+LkQv9mk9xgckkEk60OpZShKX02S2EJ7UJH0eZz5HEl1RGIjuPD9HWcAjzc/U4DFaatTaa1Va2q8zYVU2Y1Q00aeqVkL6mCYum8eIT/tACFUMLVLgXqPDrjHh1BgY1ebiNKnrVT9OjeprOp+dQ9ZPH2PSoGneFBXe5FXe5lcEyC4NlFlwlZpwlTWcJf6DMrIT4S5pwlVsZrLAxWGFjqKYF1+rtuB2tjBxz4Q2EiYgSMVEimjwz/e6fJeEp4f9zBfxGvQGmhD/FlPCneMtkdu1nC330HOGPMz4CWVZGHCeSeCNx3K4Abc2HealqF42GBlq0FlrUVlpUVhx5TdhUjZjV9TRplA57ChdjSH+BCu8CNcPz8xjR6hnIy6N7wQK65s7juNqA9ZGneOHbP2LzIyrGGjsYqbbjrrAyVGmbkL6r1KyQCeu7q+wcXbaBvpIG+kszws9If6jaQU95E/3rdzK0+wj+44PEhQRxSemnPhHGfyOhnDWxbkr4/6vCf6Puf5Nekwu+iLxNLrT8LkYu9Gs+xQXmzQh/Yi1XBnMFkzKBhEwwIeL1x+luG6Rl5W4sS200qhto1tho0VhpVluxq5qwqhswq7fRpNl6cQt/eL6K0HwNw/Nycas09Gk0dD2jwfrYTAxff4Df3/EFGuY+T3DdXvqK6nGWNDJQ0kh49S6Gyq24y84I31nWxF5dJV3PrqOvxExfcQP9ZVYGyqxKaL/Mhqe6meFqB64aByNb9yHsOkZwwEsomiAhj56Z8vRG8pLOHjozJfx3hvCFSdP9Lvgi8ja50PK7GLnQr/kUF5i3IPygKBJMSgTiEoF4Gl8kSX+3j/0NhzG/2IJNb6dZ10yzRjm/d2is2NXjwp/a4TM8P4/QAi2D8/M4tmAB5kcf4bnv/5DHP/kVfvexr2BfXEf3pn2cLLVwdNkGnGVmArU7GFi+jZFyGyNlVtwVVpxlFnpK6zH+4Pc88anv0lduYcjUQn+5FVeFInt3mQ1vVTPDVXbcVXac1Ta8G/fgfPkwwwPDJBJKD/awnDpL5sK58poS/pTw/+Eicj5vppTwQsvvYuSCv1emmEiUE+Q04UmMi/is8b6vw3jDofGWvaG0TDAt/+Ny27cg/IAo4hMlAjGZcHwUlzvAPksn9vJd1BdYceia2a49X/g2dSMWTQOWCdlfpMIfmafhyOz5bPvTn9E/8B3+cv89PPyvX2XxTx+hq2wLQ5v20FfXTG+ZUnbXX9qEq8TCUJGVkSIrIyU2nGU2esvMWPPL+PYHPsmXLr2NZb+Zy9EKB30VzQxUNOMsseGp2oGryMpQhYOhymZcFXbcVc141+1B2HmcWK+fSCKFJ53GnzmrETJvNiFzbvOGTAg8cQ5Twn8n8j+5eMVFmYSoPI7zxsN+zufcsaETA0feNRPqLjwXXGQXIa/1t5/4t/NEnZoQfSiVJphKE0yPKqRGCadGCclpgpJMWEwipdKkUjKyJJESRVLJJPGwQCQqEJbi+EcTCGmJ0GiKkVMyvrREVJQQpPO7lE7wmqO0zyckSQQkEV9KJhxPI4XGOPFSPy8V7mTHkmaajTZadOPYadZaadZasE0My2nEqmnAoTErNwGqizBpr33GAhb/6EEeu/cr/PreL/HULx6kYm4uPdWNDK/bgbPWQXdpAz2Z8/j+UktG+BZGiq24S230V9iwqUv55efu585LruETl93El668i3VzC+mtasFZ2YK7ooW+5U0MlzUzVO7AXakwVNXMcO0OQg1thFsH8A4GCElKU54p4f/f5n904ZOVnJBxotKU8KeEf3Ew/ncX5Ellu2kZYTR11vs4mJYJjmZISwTTEqG0RDglIaQkonIGUSQcjSKEA8juYeT+AeLdJ4kdO0HieDfi8ZNET/YgOJ1IkRBjYpJ4SsI7JuIdlYj8s4QvKsL3SzLRaJqRYz72rztE82IrzTozNm0jzbomHHoLLTpF9uPCV7rsNWHTNl7cwn/4M5/nkR/9kCd/8QsWZs9kw3Mr6N/gwFnawMnlGxkoaaSvqJ7+oiacpRacJQr9hU30Fjbgrt1O/YLlfPd9n+ZzV72fx7/3U55/ZAFP3vcLfnDDv7CnYA1Dpl04S+14K3Yw8GIT7jIHg+VnhO+ubsa1+iV66vcy0t6P4IkQiiWJpEaVENObkf15wk9OYkr470T+p4X/erxd4U+eLnahRfpu4ULL72Jm/Do7I/3Ma5JOKTcAKZmwlCSUjBOJC8jhEHLAh+wbIel2kXQOkOjtJd59klBHJ749e4g3NSNusxHduI3g6o0E6tbjr12Hu24NwYYmRltb+Zs/xiuxNBFJJJAa3+GLGdm/vvDfeH1Xvh6WZILxJEO9PrpsXewo2Y6jwIxd14RFXY9D04RDZ8ahUwblOM4TftPFLfw///yn6FW5VC5dRtvaRvrXN+OqtDBc3IS/2sFgUSODRY24SqwKpVYGSpVEPFe1g1VPGvnuTZ/iO7d9jtIcNYcqNuFct4vW57ew+IHpLP/pbJyVLfQVWXAX2xkpb8FVZmew3I670sGwaTvumu0MrNzByXU76be14usYwBsQCCTENyf61xX+mzu/nxL+/y3hC6nM7iXD2YNM3rz4zxX+5Oe40CJ9t3Chpfd/ifPH2Y63pj63XbWIIIsTG56JoV9SZkhZIo4kxEiFYkiBCEmfQHrYwytHjvJKVyepPXsQd+0i3mgltm4b8bVbCJvW4CmqILi0kPDiF/EZl+LRLMSrLsCjKsCtK2Bo6TK8JSVIjv2c7vWTFtMI40Ox3mgtyORjhUTpHwpfEGW8njBHdh9hV+12HEvNbM+30aw3Y1U3YFMrPfMnhK+zZGR/hnHhWy5G4S99YQmW9Rs52rQD52oHgyvqcT63GV+pjcHl9QyuaGCwsBFnUROuMhs9JU2crLByvNLC8ofm8tVr7+DBu+9hi6qQY1VNnCirp7u4kd4iK/3FDrqLLYzU7cJduZ2BYivuUkem5e4k4Ve34Kppob+uhYG1LzFsbcfd48YXEIiKMuGERCCenPTiS6/NWcJ/87KfEv67U/gTM73lFIJ0ilAqTSidmQeekhFkOROWTBCRE0oyoSgRlZNE5YQyLliaJPfXYlz45zz3hRbpu4ULLcn/KygJcUrCbDAlZULwIsHRJKHRJJGxJLFUgrgYI5mMEo+FkZJRkvEwUjhA2u9D9o6QHHaTGHQhHuhE3t1GrGUvgn03CXML4epqIlUVOJcuwbn0WTwLlxA2LCFkWIxfU8DQAhUx4yJi+oUIGiNhlR5BpSeiNhDWGAjojXgMBtwlFUR27+XVRIyEFEVIJZjY2Z+XbK38e0gSCYlSppmORDCZKb3LlOCFpTSRRIpIJI3ziJdd6/Zgfa6RZn09LToz2/UWmrVmmjVmHFrLGwrfpm7Cqmq8OJP2Xt6+nZPmnfSutTFY0kjwhUb8L5oZKjTjXmFhcHkjruWNDJXbObGiHu+mfbSWNzD7gd/z2Wnv589ffAC7vpKh2h0MZErwBsqsOMscDFTY6K9spr+yGWdlM86KZpwVSstdZ2VG+NUtDFY146py4Da14KndyfDqXfTsbMPbM0RSEInFRELRBOHMuf5bkcqU8N+5/LMWw5B8mpD0V8LyaUX0aYl4cpRkIo0oiohSDCkdR5JPIaVPEZfjRFMRYnJCOd9/G0N7LrRI3y1caFH+XyGckidk709J+NMSvnQcX0rAL/uJiAFi4REk3yB/947wykAvo73diEe7SO7ZR2r7btItuwhs2Upo82ZCpbV4ny/Gveg5hgqW4lm4CN/CfIL5eoI6LX6thqBOR9hgRDDmEy1YhJBvJKjTnkVAq8Gv1eBV5+FR5eLJy+XkYg3OdWWcdh0jJYYIpWOE5GRG+JkR5BPrQPJ1hJ8ikEzhE1MEEiliyVGEsIivP0an3Y1lxQ6aCxzs1lrYrmqiRWthu97Gdp2VFp31LOGfi0XdODEi96ITfvDlLk6stXG8soGBonqGlzcwsrwR94omBldYcC4307/CrOzsqy1YC6p4+KsP8i/X3Mmj3/wZe4s3011tw1nZgrPcfkb45TYGKmwMVNrpr1IEfy7jwh+qap7ovT9YYWeg0s6JDTsY2XOMuDNAUhBJiOe0WpwS/rue//ZCKMtE5RRRMU00OUZMPE1cHCUhjhEVRxWkNBFJQpDSCOJpwuIoYVkmnIoTkRNvolRvPFw6Jfwp4V944YdlkaiYJJlIIseSBFwniQ4cJdHTRazjAPHdO5EbrcQ3bCKyei3+KhNDy4twP/ci7qXLGDAuYsBYgPDiCjyLFuPSGxjU6RjWaRnRafDptQT1OkKvQVCnxadR41Xn4VWr8GnUZ+FVq/Cq83Dq1HQvX0rw5RZOSSFCozHCKekfC18SCSaTBJMiwWRKIT6KEBslHh3FNxige08/u02HaFxkwa630KJuwJbbgE2TmXevMWPTmN+U8C/K4Tl9NVZOVDbRXdpAb3E9A4X1OFc04FrRhHO5mYEXG+hd3sBAbQtbVYX87NPf5GOXvZ/77/oC9hVrOb5mOyeqbPSX23GVKxPyxqXfX2bFVelQyMjcVWHHVeVQdvSZpL3JDFc6GKp00Fthxr35ZXx7jxPsG0EQ4oTFczM330Ao4y0YJXlK+O9Q/jnCz2TgizLRZJpYfAx/WObocIR9vT52HRtm38kgrf0RevwinsRpgukxgqMphNSbqc0/I/yJ8/0p4U8J/229X1P/rRHQybExUukx0pEY0V4Xsc4eIjt2IljqCWxYg6e6Cs+KQryLl+Ff9CxujYFhrQGfPp+AcSEBgxGfRseIWsWwKo9hVS7DqmcYVucyosnDq9Xg1+sJGY2E8wsI5xcQMuYTzi8gaDQSNBjx6wz4dQZ8Wj1ejQ6vRnseAY2BgfyFuLdu5lQyjH8sofTtmFi3zxW+wkTelZjJ3UqmCEZkxPgrJAMyx/YfY++6Pex4bge2fGXkrU3ViDWvIROut2DVWrFqX3uHb9dZsOkv8ml53WVN9JQ00VfcRE9xPSeL6uktbKB/RSMDy830ZYRfk5XPN2/5JHdf+l7ufM/NfPrGu9D8cRZddXZOVDroL2/GWXa+8Acr7Dgzop8QfuYmwH0OQ5XNDFc246lsJlzZgn/VTtzmA7gPncDj8iCIKcJiipCU4Y2EMiX8dzz/3QV0/Aw/LIuE5CRBOcXhAS/WfcepeukYy6xdLN7WwXNNJym29mA9NEDrQIiTwTiDyRShVJqoNL4ISwqyTCSVUm4CMk2EhFQSQU4SkTKkpAsu0ncLF1yy7yT+m8KPyTJiLEFq2E9obztDm1sYKirD/exSBg1GPLp8gvqFeDV6fFo9Ab2RoNFIyGAgpDcQ0uuIGPREDDoEvRpBr0LQq4gYVAhGHUJ+AZH8xQiGhYT0BQq6RYR0iwjqjAS1+QQ0+fg1RrxqAx6VHq9Kh1elw6fW49cY8Kn1xHPzCegWE9i4iVeTEQKjybcl/HAyRSw+Rir6KkPHhtm9bReOIjM7jTZsmgZF4lozVm0TVr0Zq96CTW/Dpre9ofAV2Tdi0V6ESXs9RfU4Sy30PL8JX5GFUKEF14oGjpc0cvD5DbRXNLLsD0/z/668lS9c/yE+dOnV3HXNVXzwqmv59A0fZ9ljek6YdnDsxUbcFdsZKLczUGbHU/MSfcUWBssduMqVMrxxxj93lztwV4xjZ6jSxlCljeEKG/7KFrxVLYysfInAtkMEdh0n6okgp/+KL5XCfSqlNGCQ3gjlzSVI4gQTkpfP5kLL72Lk7S58498/3vXPlxQQTqfo8ISp23mSxZsOM39VO7PqDjKz5iAza1qZVX0I1cqDLGs6Qd2BIPXdKVoHTzHoHSMsniYkJQhKISLpV4im/k5UPoUgyYSlBIIcR5DjRCTlGCCSEommJaKjF+9O/4LL853ORFOb1+G8zPrXf59PkIgjh6KEm/cTqduG7/lyvMZF+AqM+A0GAnoDQYMBv06PX6cnYDAQ0OkJaXQEVRoCGg0erZoRg4oRfR4efS4hfR6COhffgvl4NBr8+nzCRuWmwateREDzLEHtIiL6hSTzl+DLM+BW6xjQaRhQL8C5YD7DuXmM5KrxqrQZ8S9iRL8Yd0kpp1y9RE6nCMiTN2pyZt1NEpLjmZv1BEEpSUAcRyKQlInGxgg54xyzdWMpbmFbfiPNOosSwtdZsOkywteZz+KspL3JjAtf04hFu/7iE35/cT0DRY24i5pwL9uKZ+lWXMWNdNfaOVxjZeHvZnHPdXfx40/eR+VsIz/9/D3cesk0PnbDddx++a3cf8eXqZn1HP01L9Fb5mCgvJn+Mgf9JVaGq3fiLHPgLHMwWObAXd7M4CTc5c24y+0ZbBNT+IYqbYyUOxipcDBS7iBY+xLBrYfwtw0Q80QJSymGxlL4Um+mYYN8pt3rpCOA0CRhhFL/O4Kb4p8s/EmvY38kRn1rH/mb2nl69RFmrjxCTm37BFnVrcwwtfP06qPkbjyJvt5F7Y4Qu9tlOgfSOMOj+ORRQqm/E079jfDoGOExkchYguhogthonNhoMoNEbEwmNioTG02/JhdayFPCfycI//Xmub894QcScSR/kIHarcSWryRgWIJPayCQbyBgNOA3KHj1+oz0z4TffVo9fo0Wn1qDX6UhoFITUKnwPLMAnyqXYIGewSVGunUq3EsX0W/QM6BfhNv4HO78JbjzFzJcsBDfwudwGxcxZNDjV+UReHo+I7l5jOSq8OSp8KrUjGgX4jEsZuiFFxg73omQib6FJpAJpURCqSShVJxQ6vWFPzQSpWvHcQ6uPIR56XYaDHbsBit2vRW7XhH4ubJ/TeHrz2DRZrru6dZefMJ3Fm2j5/nNDJY04SxsYKjEwpHibbz04hpUDz7MF6+4jYc++x32L1tL/+pm1i0w8J07bucTV1/ObZdfw63TruZ7d32ZjepKTlZtp7fERnehmYFSO33FVpyldpyldlwZBjPyf03hl1lxl1kZqrAxXGZnpMKBu9TGSEUznlW78Ng6CLYPkAgmEKTxnvtvjPBGwp/EhZbfxch/V/gTjJ7mwECYoqZWZpt2k1Xbxoy6w2Sb2sipUYSfbWojx9RGVuUh5q46zOy6LtQ1h3l+XQ9VTS7MHXEODr2CM/43hsXTeEdP4T8lEzqVJDoqEh+TJoiNpYiNpqaEP8VbE76UYSK0/9aEL0giQecgh54vx/9sOcMqPT6t7nWF79Ma8OgMjGTwaQ0E8/QIz+iJqfIJq414NAaOz5vHyznTWfW7n1P4o++Rf/+96O79MpovfwnVPV8i98v3sPjfvkvRr39G6S9/yYZHHuFobh6CSk9sbi6e3Fw8eaoz5BoI6hcxvHQx8sE9ROJCZp2dJPxzd/jSuPBF/MkkvkQCf1zkxFE3jtoWXlqxkyaDFWu+QxF+BpteEbpVaz6L1xK+dRyd0mrXptty8Ql/sGgbAyu20VdUz5EXN9JfY2d/2RYe/9Yv+OS095L9tZ9zssbBUIWVvsIt9FdtpFGl5TOXTOPOa6Zx66WXcOsl1/ODT30Xi3EVQzU7OfLCVvpLrAyU2nGVZGRfYsdZbMVVYp/Y7b+W8IfL7BOMlDsmdvqe6hb86/bit3YQ7hxE9CWIJ8+We+Q1kd5Q+Bdaehcz/yzhu+On2Lx/GM3ql8mp28sTq1rJqukkq7r1POHnmNqYWa2QVbqf7JJ9zK44SP6mk5Tv9NF8NM5Bp0RP9BUG03/DN3ZaadOblkiMyiRGU8RfR/JTwp/i9YQfldNEpVGi0tikXf5be58LskRPexfNhufwLi1mSKVVwvbnCN9vMODX65WwvEaPR2vEo83Hr8nHn2vEm2sksaKUPVk5FH7r2zx84438YNo0HrzqUn598zU88fHbmX/PZ1Df+3mmf/pu/uuDN/HFS6bxiWnTuPuSaXztvddS9NOf4MrTEZinnhC9V6XGq1LjW6AjqinAk59PzGFFjL628M8+v09MlOX54wl8sTgBIcHL9kM0vLCFl5bYaTZYsRsd2Md3+Rnh21+ruc7rCN9isExEAGxa80Uq/JJGTpbX01q8HsuSKn78qW9wz3UfRvPTx+ks2UZ3aROeIguuF7cwWLaZ40Um1j09j09cdym3X3Epd117M++79P386au/ZO+SjRxZ3kBfSSOuEjPOs0k8pgAAIABJREFU0oz4x+U/HuJ/3ZC+fYKh8fP9SgfDFQ68VS141u9hxNaB0OEiGRYnEvOEpEwsIRJJighiYhLJKeG/Q3m7i6kgJTO9uZWf0zUi83z9CXLKd5C18iCPrmoja9IOf0ZdB9mmtrPIMR1i1qp2Zq48xBOVu8k2HeDp1Z0sXNOFqXmIxq44u12nOC78nYA4RkhOEU5LCGmJ6KhILC2TyJBMy8TTF4/sp4Q/LvUUEUl5jMopohOiH5f9GBF5NPN1OSP8U0Sk0TeVwHfu9RJKinTta6VBvRD3sysYUmuUs3qjHr9Rj1ev4Dfq8OuVjHmfRktInU9ItRCfeiGDmgK69QWovvsNfnzbjXzn8kuZ8YmPYZ/+FAdz53G8wMBRo4buRXoGjDqGC4wMLnuWfSo1xb/6NV+/7lo+N20aOZ/7HJ1P5+JXG/HmqSdk71Wp8eXqiGvz8et1CPWbSPpGiEjJs45Qzxd+ckL4gYSIP57AH47TWNvEZsMqthvq2bNkO2ZN05sS/mSs2kyof5LwbToLFrXj4hO+s2gbHSs2UPDLP5L94E/48HW38Okrb2PpL2ZystzO8RfrcRZbGShqorewnu7CrXQXbeVI8UYW/upRPnvVTdx15U3cdNV7ef+Vt/Ln7/+BztoW+kubGF6xDXepDWeZA1eZMiJ3MkOlZz52ldlwltvOqsd3VzoYrHQwWN08gbtuByNrdxNqaMPddhIhLinCT0gkokkiiTiRZIxwMq4gKgN0xus9p3jn8PYWWRE5LSKlUwyHQgREmU0HXKg29jF39RGm17Qy3dRKzsoOpte0klWnML32ENk1bcpuv7ad7NpWss6ijazaNnKqDzGj+iDzVnexrMVL/fEUe4/H6Q+fwj96iuCpOMJYhHgqSkqMcyqZ5BUxTTI9Rnxs7CwZXmgpT8n8fxBJJpIcJR57hXj8FPGkTEJMEk9GicXjRBIygvwq0l8hmkoQl5LExTRR8dQk6U8K978J4QtiiuOtR2kwLOGI3siQOg+fToPfqMNn0OLRa/AatPgMWkX4WjVejRq/Oh+f7lmcxsW0zJnNbz9yB1++6lJ+dMf7qPztLziWb6RHo2XIUMCwwTiBT2ckqFEeh/RGnIZ8WnKm8/jdH+Q3772Gl554HHeeGo/qbOH71XpCKhVBrQpvRRljTieRZGzinF7Jxh/vhppASEoISXmCcEImFJcI+GNYK7bRpF/NDt0WWnRNmLVNE7Jv1p8pvztX8uNld+NYdeaJ7zPrzZh1FhryWi5C4Rc20FtlQf+z33LXe97Dx997K7+95wG6ChvoKbHQs6KJwWIbfYWN9BY20l3UQHdRPSeLtnGyvJ6nv/9ffOSy6/nw9bdyy+U388Erb+Wp7/2Ow4Xb6HlhKwPlNvrLlBr9wQo7g+WvL/z+Miu9JU30lVoYqLApDXqqHDirHbhMzbhMzQzWtOAyNeNdu4cT5r2cONaDkB7FH08Qj8WJxKMIySjhZJSwGCUsxqaE/w7l7QpfGouTHJMJyWlO+gQKmzqZs/oYOTXtZNcoO/iZKzvIqW0lp/YQ2TUK02sPZeTe/rpkm9qUn5G5OZhramPFhm427Bphn0viaGiUIVmp5Y/LY8hSmrQ8hjhJ+O92LrhM3wWEZYmIqJSNxSIx4hEPCWGAROgk0WAP4eAgQixAIhUjnhKIyxHikpTZ5Y++LeGH4hLO407Wq/Pp1OsZ1uTh12rwZyTv0WsU0RvU+PVqRfjaPHwqIx7dMhqeeJIf33Ern3vPNH5zx83YZzzFwKKFDOvyGVZpGNEb8BiMZ9Ab8eqM+LUGAmqFoYJ89i+Yw+9ufi9FP/wug4sLJoTvU2vxqbX4dTqC6jyCehX+8lJecQ4QTUYIyjGCUvzsKaZi8izZC0kZQUwRisv4/FE2l65j5YIimg2bcBgaMesa35bwm9SNNKkbaFQ1ZIRvpkl3EQp/cEUD3Su2cKRiNX+89z7uvOxa5v7wTxwpbqTruc30F1lwFVnpK2ykr6iR3qJGeooa6C3chruogZMlW5n+tR9x+7TLuevKW7jl0uv57NV3seCHf+FomY2eUht9pTYGMjv4NxK+K1O/78p06Xst4btMDpzVdtx1LRzdsJ29jt0MhwSG4spuXojHFOEnYgiJOJHMLn9K+O883q7wBVkglJIIpP6GrbUftekl5tR2Mqumjdm1bcrjyg5m1R0ip/YgWaYDZJkOkmVqJcvUyvSa9vPIMrWTXdNBtqmD7JoOZtR0MrOmi9mmLuZXdZBb087izUep2D5I07EorSNj9Ef/Sij1N5KnXiX9t7/9nwnnX2iZvtMRXzlNbGyUuBQjEXYSdu4j7rQQPbGKSFcFoc5qgkfXEHXZSUfaOPXXAK/8LUlCjhKXksSkVEb4o29J+IG4jNcZpGnJclo1WrxG7YTwPQYtHp0Gn06DR6/Cp9Pg1WrxalWEFy3D8Zccfvqh27j7kmk8cPfNtDz+BKFFz+JV6wnm6QmrlAQ/j944wYjRiNdgxK8zElYbEFQGgmo93oWLqP3Rv6P95McZ0hvwqjV4VZoJ4fs0WvzqXMIGNUMrnifa2UYsESEoTRK+mCAsioTFJJGkrJBIZUgTikiM+KKsNW1i4ZM6zPr17Cgws+2ZTecL/6yJeBnha84Wvt1gw2F00KRuoEnTyKb5m2jUXYRn+K4VDbiKG+mpWMdLLxbz48/ey68//W06XtjCyWIzA8VWXEVW+oua6Ctqoreokd6iBpwr6vE+txVvSROHlq7ioc98k49cdgN3X3MTd0y7gS/d8HFefETL8VIrPaUW+kutbyj8yWH98V77rirHRBve/moH/dUOXDUOBmscDNa10L22BfvqeoYDYQaSMTzpBEI8jpCMIiRimfC+cpY/Jfz/eQRJ4Q07IMpn8ifeyiIrTHx/klBKwJ+ScMZfpcZ6GFXNPubWdjG3riNDO3NXtjO79hAzaw6SbdpPVvUBsqpbyTa1Mb2m4zyyTR3k1HQqwjd1MKOmixm1Xcyo7WBGbSvZtQfJMu1nzqp2jFtOUrrdzcZDw7zsDNIdjhKSleEm0fPO8SViKYl4KkV0nHeA1KeE//aJjY0iyBLRUB/xni2EDj5P5KU5RG2/J2H5DQnLHxDsfyG+ey7i0ReIRNpIv+IjkQoQlyPEZJGIlFYmOL4l4acRPHH2V61lv1qLz6gloFbj008SvjYjfK0Gn1aHT6th/8y5PPTRT3L35dP45A2XYfjxDxjWFxDPf5aAykBApSegNuDRGvDqjRP4dUaCunz8OiMBrRLaH9Hocep19Ok0ND/0ECFDwRnRZ/CqtfjUeQQNavqeXYR338vEEhFCUozQJOELooggikSTskIiRTSRJhJPExQkhrwRbDv28szjz1Azq4TGvI00G8cz9DOJeZkmO/Zzz+3PEX6jqgGb3opV18TamatYP3ctDfr6i0/4/SuU5Lrjhevord3GurlL+Nlt99Aw8wV6CpsYKLLgLLKcJ/yBFfWEiq04n9+Eq8zMDl0ZP/rIF/jQJVdw1+U38JErPsCXbv4UjbpyTlY7OFlqYbDSgatUGbE7WGrFXaI8juMqs+IsU24KXOVKRz5npSMjfDu9JjuuWgfDNc2MVNnpWbedDYUmPL4gA1KUwdEE4eS48ONnC19K/kMRTfGPOas7oSQqDY7E04SlU5myI4moJBKVJKXlbabtbTyZIpZMExHThORTBOVRwnIKQZYzSGcROQdBzjyfHCeUEvBKMl0emWfX7EW7uoOn67qYt0rh6ZWK9GfVHGRGzUGyqw+RVX2QrOpWsiYL33SGrMzOfvwxu6aTnNpOsus6MscAh8ipayerppUny/czy3QIzfo2ynb1Yu720z4SYSAi40+dQhg7TWwsjZBOIshxEimRZCpFYqIt72QuvOCnhP+PCcsSPjFBNC2TlJJEgn5iJx2IL80hav4DwsYHCK++l/ja+4itu5/wum8R3vQDBNtvEU4s55Swk7FRN4lRGSF1mmBqlMBoQpnCKL2S2e3LZ73nw+c0BwvEUwR9IoebHLSo8hgxagmo8vDqNYwYNHh0Sk/7YYOKgEZDQGNgUGtA+/3v8rHrLudDV0/jhx/9IDsXzKXv6Vx8eTqCunx8mc58Hp0er94wQUBnJKhTxO/VGxkxGPEUFOA0Ghg0GAgYCzLd9TKhfI0Ov1qnfKxWEdCr6V1oJGi3kIgLivDFOCFxXPhJJan6nB2+EE8REERGAjG6TgygnWNA+8dcSrJfwLaoHruxHoe+kRaNhZ0aBy1aC3adGbvuTFmeLdOBz6JRaNA0sV6zlex/m8G/3vyvfOyyu/njvb+4+ITfW9ioiLy4ie7l2+gvMbPuL0Yc80twlTkYyIzGHRd+X/E4jfQXN9BfvI3+4m30FW9h87xFPPCRz3HXJVdx5xXXc/tVN3LfLZ9gq6aUvroWjhc3MGLagavEymCJlcESM4MlZtwlZtylFgbLLJN2+0omv7O8GWelIyN8GwPVNgbLLYSrttO91kH1s4X09TkZFGMMphOExQTRZIJYUnmMJBOvmaU/xX9T+KJIWBSV87bk3xGkvxORxoimZGVHK8kk5FGS8iiiNIqcHEOMjxFLniaYeoVg6pTSfSvTgevMzZiSvTvRxjbD5MqLkBijP5Rg6wEnuto9qNdkZL/6cEb4ncxe2cHM2kPMyJzHZ1W3Mr2mLYMi/KzMbj7bdGan/5Sp/czXazvJqukk29Sl7PqrO8iuauWpykM8VXWQ6RX7mV3ThnbzcUp29tPQ4Wf/QJTjnhjueJzgaIL46VGkMRlZlkimJOLjXfomuPCCnxL+PyYkiYxIIlE5iRxyIRzdRcimR9r4XaQN3yW57tvE13+b6PpvE9nwbSIbM2z+FnLzg6TaVLwa3Es8mSSc+juB1ClC6RjhdJKw+Hci8illNoQkKWObM9eB0pxGIZhM4/bE6Nizl3qDmkGjhqAqF79OpXTP0+bh1eQxZFATUusIqQtoeXwm993+Ad53wyV87Ipp5H//O/TrjXgzO3efNtOYR3cmy/8MBrw6ZWc/vuv36JTQv1dryHzvGfwaA0G1Ab9ah1+tIaDX4TJoia1dQyoqKLlUZ1VQZaR/zhl+KC4RiIoEIkn6+4dZX7eFmY/MIOc3T7DkKS0b86qxaTezXdXIy2or27UW7HozNl3TREb+xE5fbcaiMrNR04Du0Re57cqPcd1lN3DVey7j1mnTLj7h968w01fURE9xI8ee30z3inqc5XZ6iy0cW7b1LQl/oNbMmrlGvva+O/ngtMv4yFU38qlrbuWbH/h/2BfVctLkoLfMgrP0Hwt/vHTPlRG+q8rOQKUVt8nBiKmZ4Uo7q7XPU/FCMX5fEG8yhicTKpoS/v+S9CWRsJwiKKcJptIEUymCaYmRRJwTPh8nvD5OeP2c9PjxizKCnCaUFgmOxgiOxgjI8tsQfpKAKNM2GKKooR316jZy1x5hwbqjzF97hJk1rcysaWXOqk5mr2xjZu2ZOvw3K/xx6WfVdpFVc/g84WdVHiK76hBZVQcUKvczs3IPizZ1YXL0sOnlXuwd/XQMB/FIKZJjY0hjMolUkmgqOSX8dyHRVBox9VeksId4rxXvy4sZ3vRrIqu+TnT1N0is/dZrCj+68VvEtn2bkYb/Qmh9geTgS6RjPsRkingqTjgdITiaICJLRCWJuCQRe13hjzLsS9CxZy/2JQWczJtHMO8ZfNo8hg0qPNo8fOo8howagiotg3l68u//Hp+45nJuvfYSPv2eaWx69BEGtXp8mZ27guH1hT8pxP+WhK/R4tVqOal6hkCtCTkSRnhN4Z+fpT8ufH8kSY9rhH0HuqgureXpx+fw5M8eZs4vnqI053nMhi00G8w06y04jFbs+jMleBN99jPC36Jq4KkfzOEDl3yImy69gesuu4y7L7/i4hP+8PNmelbUc7KwAVeplYFSqzJIp7CB3sJG+lecEf5AcRPOEvM5NOIsqcdZspWTpZvprzNT9VQe/3L9LXz48uu464qb+PDlt/DvH7sXx9I6Ogu34MqIfrLwh0otGekrwp9ozFPRjLuymZGqZobKrHhMdkbqHLycX4n2sVls3bSVkBAlFI8TTCSIJEWiiQxJhZgoEROn6vD/WQiyhJCppw2mUwTHTjOYTHEynOSQK0jL0UHMnYM0dQ7S1DFIY+cgzceGOOyPMZyW8aUFAukwIUl6jcmH48JXXq/x3c64+MOSiCuWYvP+HhZubEW9sZt5a08wf+0R5q09kknWa8/s8NuYUds20Vr3TCi/i+mmLrJMXRmZn+Gp6k6equ5kek0XWbWHX1P44+SYlJuLGbVdzKw5xtyaY6hqOlmytovihmOs3dXDQXeEETFN4pU0kVSUaHpK+O8GxgczjX8ekyRORcKIfbsJ7llEwPo7Ahu+TXztt0hkGBd+dMM43yS24etEN3yN4MbvMbT1lyQPaXh1pIm/xwc5lQwTTcXxj8WJpOPE5OSE7KPn1KmH5STh5BiegMxIzwC7lz9Pr0ZFKDd3QvheTR4BVR4eow5vno5+bQEPffTj3HHFpXzwqkv4wa03c0ilwqc14tcaJ3ruvx5e3dsT/sh8FQG1HteCZxjU6+l54XmGTnYTl+IIyfhEKP+M9JWz/HHxTwg/JtLvD9E96GHHS/uoKK5mXtZcHvvVwzz8H78n/y96NujWYi0w01xgw2G0ntVa1661YFVbMKvM1KubWPjbZ7n7PXfzgUuu544rruHDl1958Qk/sMyMs8TCyRX1OEssDJRalBB/oZKR35+R/fmiP1/4A6Vb6SvfRq+pkWUPPcWXb7iN9192NXdceSO3TLuCh+59gLaSzbhKzJOw4io9v0bflUneG6/HHym3IVRtZ6TKysv5lSz//Sxe0C+hreswfiFCOB4nHFeErzTfOcNU4503wfiAIVEkIiaJZC7K8PgkwUwynpCZOxAURXzxOCOxJEf8SXac8LN1r4vKxmMsWX0I/epW9Gs6MK7tJH9dF8vqj7BmTz+7ekboCwYJytGM3KXMoKOzhT/+e0VlMZOZn0SQEgRlmbYhgVJbJ3mrDjFn9XFmrTrKvDWHmbfmMHNWdTJzZQezVnUyo66N7FolpD+9upXppnaF6k6mV3eSVd1J9jimTrJMXTxZ3clTJkX402u7MiH9TCKfqU2RfXUrM2vamVnTlhF+J9nVLmZUu5ld2U2e6RgF60+wZMsRTDu66RgRCI/JCOnEObKfEv47ESElE0wrEatwSiYiSySlCMn+XQgHS3Fv+RPBTf9GfMM3iK2//yyi6+8nMs6GrxPb8FUSG75KZMN9BNZ/jUjTv5Pcm81o73peCfaRSKbxp08pNxdpiUg6lcnzOLfXvkhEHCUQSjHcM8iBilIOz59HcJLw/VoVQY0Kv9HASJ6OA3Nz+eLVV3PH1Zfx0Wvew28++VG68wvwqrQE/oHsJ4SvU0rzvPrxMj29glaHT5NhkvADagND81X4NAZcC3Jx6/T0PL+M4e7jiHKCiBifGGR25mYmc+1nhB9OKCWIgZjISDKBMxymxz3Mrr37WbN6LUsKFvPEHx7j4Z88zOxfz6Z6Rjn1uZuwG86c4du1ZuxaKzaVFWuehSaVmQZdIw/f+wc+f8NH+cTVN/HzL9938Qn/hH41fSsa6Cs8I/feTPldb5Fyvt8/eWdfbFE4S/gNGerpK1Gk3122kRd+8yS3T7uc26+4njuvuZG7rr2JBz97P90vOhgo3knn0gZ6Sxy4KnfQV2znxIv19JeY6Stuor/UQn8mAhCq2YGnzMpgaSO7F5uY9ZM/kP3QI9gdLbSfOI47GCAUjxNKKKUeoclI4oSswlPCP0fyZzLrI2KciOQjIvqJJgViSSXhMZSIEooniYhjxOW/Ezh9Clda4kQkzr6BAJb2IZZs7mDhxiOoa9vIq+kg13SYBTVHWVBznAU1xzK0smxrO6sc7TTvP4w3Epv4PSZn9k+eXihIZ24A/Kk4w6MxPK/+lQ0dfoxbDjN/bSfTazuYsfIws1Z1ZcL4Hcxc2cHsdYd5ouog01d18ZipjUcrDzC3pp2ZFfvIKt7F9MIdZK3Yzqzy3cwxHSLL1Mmj1V38sbKNP1a1krXuGI9UHiAn07Ev29SW2eG3kVPdlhG+Qk5tG9mmw+SYuphR1c7sqjZm13Tw9MrDFGxsY8OuIwTkMYTMQj4l/Hc2QkrGnx7Fn3qVhPR35GSCxOBeks15JOp/i2/Vtwiv+h6xNd8ntv6+CSLr7yOaeVT4GtH19xHf8FViG75KZN3XCG38Gr4t3yOw/WESR6s4HXMiy2mEsVcJjI0SHk0jpGUiaZlI5mZ3nKiYwhtLMRSKs6uhEWvuHIZUz+DV5DKiV+HTqvBrVPj0egbVBlb/7k984rJLuO2aS/nEDVfy6Oc/Q39+PgGtnoBOqZd/PdkHdHqihoUI+gI8Ki3OPBUDebmEdHoFrZ6gRoegNxLJX0zQoOQE9M+djydXQ0CrRAE8OgPuhQvxNpv5qygQkaJnJpdm+ulPrMmiRCgpK8RlAvEknlic4ajAoN9Pr9tF17GjmO02SsrLmDtvHr/91UP8/KvfR/urbNYtqMKqbcSqtmLRNmJVN2HLtdEyfzu2+Tasuka25q1nU+4qNuXWsmG+6eITfl9xPX2F4zRONNjpKWqkJ3NePy7f/hIzA68p/HqcJfUMlNTTX7qNvtItuCrrOVGygWd+/BB3XnolH7ziGu547/v4+I13kPdAFjuWbOVk7T5aCtYw4ws/Z+NjS/HUvkxf5rncVXYGK224Kqy4q6x0LVuLOe9FNL96nPmP5VBRWc3ejnaOuZx44lF8iTj+ZIKgJJ7H1ES81xd+eHzmuxglLHkIi14iSYGYKBKVU4THxhDGXsWXeBVX4BUODsfY2uWkoqWT57e2snB9K7m17Syo7WJeTSdPm8Y5kuGoQm07ujUHKNq6H9PmZo4PjGQkn1Tu9ieEP956U1IqK+QkQVnCNyoz8tcx9nlDvNjcz7w1HTy97gjTa9uYsbKLmZlEvdkrO5hR1870mlZy1nTxSMVeclZ3kFO1m1/lLObz332Iq+/8Vy6/9fO859bPc/Xd93Hj//shn//xTH6tWaWU361p57GaA2Sv6uLR8v1km5Tw/QxTO9lVrcwwdTCrtksRvqlTSQw0HSLbdIAZNQcypYBtzKo7Tv6GLko378EfO00klZ4S/rsAISXjS48STJ1GjCVIOjuJt1Uhb/slyfVfJbjqXxBW30d07TcR1t2LsO4rCuu/QmT843X3Iqy794z4N3ydyIb7iWz8JuGtXyNk+z7+XU+Q7K7jdKiL5GiMyJiIMCYhjMkIo8pEvWhKPIOUwh+XGYhK7N6xG+tCPX2aXIY1C/DoVPjG0epwao2Yfv8HPvaeS/jAdZfx8fdeyROf/yzOhQvx6fT49W8sfL9OTyhXSyLPiGRcqmTzG4wE9fkE9QWM5Glxz1fhfkbFkFaHW6PFb8zHp8806tEqjz6tgWFDPp4tazkVHiEihhFkJeqqrMtJwpnrPSTJhERF+OFEilA8SSAWwxuN4BVCDPo99A8Pcqy/m537X8a0tg7DknxmP/oIM37xELP+8xGe/f1CVs5aSb1uMw2abdhyrTTPb8E+34pNu43GvE2YVdswq7bRMG/zxSd865JqTq7YirOkif5Jwu8taqSnpIm+YvOE7P+R8PtL6ukp3IK72kx/2Rb6SjfTVbiGR//1O3zsquu5+corue6yK/j4NR/iP//ft3niW7/hwTvvY869v+ZgwXqCa/fjrm5hqLoFT3UzI7Xb6a+x0Va8kbo5+Tz98z8z+3ePUV1aycsHDnJkoB9n0E9QFvEl34bwpTfgQsv4fxFlhx0nJIYJS1Hl8+QpPInTHI+NcUQ4xc6TMbbs97C8/gQFG46gW9XO/OoDzDcdZF51K3Or25hd1fq6zF11hPkrWzHUvUzphpew7+lUzvBfS/iylDnfV74eTMn4xl5h5NSrrNl7As26NmbVHmLOmi6m17WRU9fBzLpOZtV1MLtOEX7O6sM8VrWfeevb+fNzW/jMf/yFa2+5nUuvuJarbngfN95yOzfccidX3/ghrr7pbi6//g5uuO3TfOr7f+ZPBeuYv/IQ0ysPMLOui2zTIXJMhyZC+jnV7RnhdzGjuoMcUxvZ1QfJrj5AdvUBckwHyDK1MaP2KNrVbSyutODyysSksSnhvwsQUjKhU6MIYgDR20riUCVC00yi67+BsOpfCK76HMLaLxJd/xWE9V9GWP+VCSLrzpa+IvyvE93wDaIb7iey8X6ELfch1N+HZ9u/EWh5lNPdy/lb4iijso/kaJTImIQwliaSThFLSRPEJYlgXMYZTdJ6oJWWZ5fSo81jSPMMXp0Kv06NX6fBf47wb7nmMj52/RX85TOfwrVoMZ43FL5ugrjaSDLPSGC+Gp9az5DWgHvxEpyLl3LSkM8xjY4ulYqWxx9l7YM/Yucf/8SIRkdQaySoNWakb2TYkI9rXS1p/wARMUwkJRKRZaUPQVoknJLPE76QTBOKiwRjMfxRgWA8gj8qMBzyMTDi4mjvCQ50tbHFXE9p0XLUs+bwxM//yFP/+TCzf5JN5bwS1mvW0KDehiXXjOWZRiyqrTRNEn7j/ItwWp52+jz2G00MFG7FWdhIf6GZviIzvcVN9JRY6CtW6C+xKhPwiq2vK/yhKhu9xfV0L99Cf2k9AyVbGSrcxLGiNfzoU1/k/Vdfy3VXXc2d772F2y+9li9deTvqB/7EsaJG+spsHFteT2+plb4SM87CJlxVNtrLtlKSo+HR//gl856aRWVJBfaXXqKzt4f+oI/hWORs4YuTZS//Q+GfO00v8m4X/jk3LhFxvH79/P87eZ58KJVEGJMIpCU8iRS9fpEDzgibj3hZ1TrCsw1H0a3r4hnTMRZUdzPfdIz5NV3Mr21nnqmNeSalDe0c0yHmVB9g7mRM+5m1+ghPrzmGqm4f+eSwAAAgAElEQVQ/5dvaWGc5oDSrkZNnQvqT//ZSZjBJSiSYTuNN/Y0j/r/ywuZWFtQdYM7KNmas6iCrrl3Z5dd2MLtGIaemg0dN7cxY3c7Dy7bwvi/8O5fe+imuvu1D3PLRT3DjXR/m6ls/yGXX3cy113+Aa6++iZuuu4H3XXM9l19/F5/8+i/JWrKV3JVdPFV2kJxzhJ9dpYT3Z1R3kFPdQXZ160TGviL+g2SZlDD/vMrd5JfVc6I/TEQ8v8HKhZb7lPDPJOidSdJTrgevt5VQVwlx65MkVz9IZPU9CCvvI1T3NYQ1/0p0/ZcR1t9znvCjE9ybCfV/ndj6byjn+5u+QXTT14ltvJ/Ixm8T2/QAo/bf8deeDYwFOxmTfURHRUJjYxPCT6QkErJEUpQQEhJDUZHjR06w64UXOaHJY0idi1enwa/TEtRqCWr0DGqM1P5OEf77rprGXVddxi8+eBs9hgKGNVr8Oi1+nWEiS39C+HqlD39Ap8Wv0pJc/ByDKg1H587D/uijmB79E7oHH+DJr3yRn915O994zyX859WX8cQH38+aH/4HXo2ekC5/QvpBbQHD+oX0r6pm1NNDXA4TTolEZCU/Ipz5myvX/NnCDyckgrEYgViUYFxJzPZHBdyBEfqGnDg9w7QdO8zu/S+zdv0alhYUMOORJ/nzg7/myR//mSVPFrBOvYp69RYsmnoaczfTmLsRs2obFnU95me2XXzCL9AvZE22mgOLKugvamBghY3+Qhu9xZa3LPwTL2xkqMpOb3H9hPBHXtzMiRfXsMXwPB++4WbuuvkD3Hzp5Xzh2g+yLmch7kob/UVNHH9xK64qpfxusNKGp9rBS/nVLPvLPP78bz9DNXseNbW17Nyzl6OuQZwhgaFoGG9MICQnCYhxgmKCkChnRJ8iKKWVUYwXkfAjkoSQTCGIaaKiSEyMI0hxJpJjJFm5sDKyD6QkAikZf2qUvojEQWcAe4eTOms7i9fuInfdXubW7mZW1T7mVLUxq6qLmVVdzKxuZXb1PmZV72Fm5X5mVx1ijukgc2oOMrd2H/Nq9zG/5gDza/Yzr/ZlsmrayKpuJ7euFW31Dmos7QTlNIKk/K5hMU1YSiu/3znCD6RGcYvgOBKnYNUh5tYeYubKdmas6iB7ZQdP1rSSU9fBHFMHc2o6yKnr4ElTOw+vsHLH9/7IFXffywOPzOfhReVkr1jDrJL1PPnCSp40lvFfjy7gzk/ew/XvfT/XXnkNN9/yES675i7u+uJPeOp5K4+veJmc6vOFn5OR/RsJf3pNF/Mq/z97bxkehZkuYAcvbaHUqFNbikZwp7SlwiKlLdWtUoEISSCB6EwEKKVGgQRIxuK4RJHiJJlMDId4JuPuCbTbPff3Ywbrds853/nOtz3Xdn/cV0LkCpm5Jvf7vI8dJXXzTi616DA7/16mv7fc/y18t7cQtdOJqdOF1ePB4nChVZ2h47SYjgOLMBfM5Er2dMzZEzFKZ2KRzcaUNQNL/kSf6Edfx5w/BkveWB8TsOZPxlwwFWv+NMz53kI+W/407PkzcOW9gDt3Bq6cGRjKonFd2M5frZdxdDowXf0F6xUntk4ndo8Lh9uN0+XG7HDTYXHS1NDMicxM6hLjaBHEokoSXBe+MUGIMiGJ7Hfe55ke3RjYuxuP9urOzLsHII9egTL+WhT/j4WvTRLQIRTQnpqK5OWZLLynP/Nu6+VdkdvTj4d7+vFgLz8G9+lG1JRAKgUraElOQi9I+TvhdySt5Nzm9dga6rG6DBi7vO28Nz8HvyV8b8W+E4PN7sOBwe5AbzOjMuhQqlU0NDdxqa2ZirpqSvaXIc7IJDVewBfvfMBncz8g6cME0kJ/YFtsLvtit1EYt5OS+L2UxO+jOHbfH0/4B48eZFNKJNmx8ZSvkdHwTRlN6w5weX3JdRo2lPqEX0pTehlN6aU0+ebeN20quoXmzcXX32/ctI/zaTuo37iVeslePhgzk+F97uX5B4eSFZLExQ17aFpXyKXv99C0qYR2aSmXN2/jwqZ8jn61iZR3P+OTOa8TH7McaY6YYyePcbmljRaNDY31F4wOJ0arFqvDhMVuwOQwY3B0YnR1YXB1YXB7fPL3Rfq+7UzXuaUf9NbKfqPTeVP06zswXG8h89wQk9vF37XP/BMFf/MgnGutLRb7FSz2TiwOBxa3FbPHgrnTisnjxHb1F3TOn1E53XS4nbQ5PZzT2DlxyYjsuJovd54jXiYnVlpJtLSSSGkFEdJKIqVyIsRyIsRVhIuqCBfJWer7d6T4NBES72S7SEkFS7YcYvH6IqK3nCBWXM7yzINEiyqJEtcSLa4hVlLD6vxq5OfbsHh+xuC4isFxBaPTg8n3+JpdHkxON3qnHbXTQ52+i++LTxOTV0to1hnCsusIzbopws+qI1pSR5SkjnBZDcvFFQS8Gc1Dz77HO6u3EyZSECyqJFhceX2ZTkTGKaI3HSVmcxlvRqzhTxNeos99j9N7wBN0v28E/q9GEJOlIFxUSbhIQZjYi7clT0GoyHuICRFV+aj0zeyv5AtRFSHS03zx/R6+zNxGi0bpPXh1um/h95bdb/FHOhRck73R48DmsWO32dC2tmM+kopz3+uYC57HkjsVW/4k9Dlj0GePx5T7LKac59BIJqLJHo+xYBL6/Ano8yagl43Bnj8JvWQU5rxJmPOmYcl9Dmvec1jznsV6UxufPXcyttzJWHInclE8CeWBYOwXt+ExtOBxd+HqsuDstOLyuHC63TjdHixODxqLk5Z2JcXbczglWEGzMA51igCdMBGjIAFLXCLa+GTKo+MI6tuXx/v2YVDvHozs5seOjz7GuvJr9MJUdEnXSEGXnIQuWXgdTbIAlVCAKimJi9FRnF+2lDNR0WS/9x4T77yTJ2/rycA+vXmyd3c2vzeXyymJXtHHeNfx6hJv0CFMpXbtajoqj+B0GTF2ef+26h3ev18mp/umQM2NwenB5OjE6uhCb3JgMDswmO0YrA70djt6uwWdxYRWr0er1dKq7OByaxvnG5s5US5n6/YdpK6KI/izj3hv7gJCF3zOqk+S2B2/lQNJJRxYUcqB5WXsjyn74wn/XPMFSveK+DZmKdLIFC5tOsD5b0u4vL70uvAb08r+x8I/t3Enl8VFVK7fyrxHRzPv0VHsjV1Ha/YhLm3YR+MPJbRsPERrxhHOrttBu2w3R1Z9SfDzk5kzZjDxYe+TuWUlBw7t4Nz5M7S0qmlTO9Fa/4bB8Te01i4Mjp8wOK5gcF5B77iKwXUFg9srfIPbG83qfy37f2HhG+xujA6P9/fw2DB0WTF02TB0udB3/kyb/Sr1WjfHmizsrVGRXniGVbkKhNl1RG0uJzz9BBEZ5USIKoiQVBIhk3uFL6kkQlJFuFjuE34VEWIFkeIzREjriBBXEiku541EEcPmBhObcYroLeWsEB8nKqPcmwKQ1LFCWs/K/HoOVVzC5PzF9/x1/Z3wzU4PKrMVpf0nimpVrNxeS0hmBYtlZwiWnSYkq4ZgWTXBEgXhslqWSWpZKqklXFZDQlY5dwTOYUGSlDBJOcHiWhaLq1gsvjFxL1zsTUesEJeTlHWCFT/sYPrrn9Lzvj/R6+EA+g6aQMi6QiIzT7EkU06oyNuSd60PPySz6h8KP1QsZ5m4ki/W5LB5exEdxg4MTuutO8E9/8MFQv8W/v+i8N0Y3V3YHD/hshuwtJWjrJZhLvoIR8EMTFmTsOdNxb51Aob8ALT5QWgLpqLa+hKNeQs4sf5Ndic/T3b0eLbHTefAymmc3TKTtpzpaLaPwbDdH3P+OMy5k7HkPoctdyb23Bew503DnjcZe/5kLAWT0O0aT9OuGZze9T5tFev5m+08f3V0ccXxE53OK7jcnbg8bqxOt7dH3WDkYMlejiYupykpHk2q8LrwjfEJ6BOSOJeQyvyHB/Fk9x480bsXz/TqgXDGNJQpq9EKV6L1TdvTJqWgTbo1utcIE1ELBagEAjTJyZi+/BLjl2tpWvkl0ZMm8kSPbjzY9zb+1LcXaW/N5pIgDn1ckjffHytEHZd0nfaEJOpXpaI+fgiXTY/RbUNnt6Oz2tHbbOjsDnR2Bxq7HY3D+9ZgtWOyObFYnditLpxWB3abA4PTgcZtQ+WwoDUb0RkNaHR6VFoTSo2RhuYOas6eY2/ZXjZtWc/yiAg+ffMDPnrxHeIXLCUvRkZRwm5K4wopjS3+4wm/zaSl9nI1e3bmsTEumX2rMqj7Yd8tEb5X+KU0pu3/B8IvvpVrVf3p+2jatJeLG3cREvAS7w+eyqHkLVzctI/GzUU0ZZRxYUMR59eX0bjlAG2yXRRGBxM2/gEOrH8fTdU3uNukONql2Fq2oq4vpKP+IJaW0xjaLqJVqtDrLFjtHkwWB0ard9Sr2dWJyd2J2dOJye3B4OrE4OzE6PDcgsnhwexwYXa4sDjdPnx5b+ffF//958J33sTvI3wv3vSGxmlD5XKg6XSjvXoV7ZW/0mDyoGi1USRvZV1hLat3nSZ1+zliZfWskJxmuaiG6MxKlmZW3Cp86Q3hL5VUsUyiYJmk2it8STURonrCxTWESxRESCv4aFU2d498gfDv9pOYc9b7feKq68KPkZ0mUaogZ4+cxg6X97DmcmJ0Obyid3mwujxYnZ1oLB5Ot9jYUniaGLGcsMwaFknPECytuy774Ew5SyTVhElqWCKuIVKk4LXlaTw24xNC0g4RnHmKYHElwRI5wRL5jVW4EgXh4ioiRXKWZVQQs+UoKzbu5ZWFMXTr9zi9HxjG6LmfE57hE/61oTuiG4SIFDcJv+r6Rr6logpCvswnYnUGBypq0Nh03hniLrfvEOrl9xbeH1H4v34N2dw/4bZdwdFejUH+DR3Fb6HOnopROhGDZALW3KnY8yZhzAvAXfISmr1vUJAQQOT8Jxh5T3ce6O7Hg939eLibHw/18GP28Nv49rMnqdg0EXPhTAx5o9GIR2HLfQFbzsvYc2f6hD8Fe55X+OadY9HuHIdq9/PoD76HXb6Knxsv8bPGxFW7C5e7E4fHg83lxmh1oNEbkZ84yuGEGBqFAlSpKWgFQgyCRLTCRHSCJFpTviJu8nT+5NedJ3r14ak+PXnt6cc4HLmEjuQUn/BTfVf6QnRCATphwnXhawQCNIlC1IJrpNAem8yezxYzvFcv7u/Zkydv60X0xBGcE8ShihWiXZGAJjEFVVySj2TaEpK4uGoV57flYte2YbaavPl4qx2dze4TvhOl1YrJ04nFZMPZpsdzQYnlYBWOAwocB+U4DiqwVF/AbjZhsVvQWfVoLCY0FitaowON3kZbh5HGDg11DZc5UnmSnbu28s2XK4n8/AsWvfEBn778Lj+EfMXWOBmlSX9A4TcZNVS2nafiXA3bc3L4LjqR4qRN1K/dzuUNxTRs9OXu08toSr8m/LJfCb/kFm608e2jcf1uisO/Inbi65z+YQfNW0poSvdW/F/aVMLFzDLObtrD6XQJooXz2fR+AE3bP6Gr6mOMx17FdGQe1mPzcRx/nyuVMXTKhfz1YjpXL4qwXy7G1HoKp6YafdNxtK2VGKwGdHYrWrsdncOJ3unN5xtcnRidV72LXpw/YXRexey44qMLq6MTq9OD1enG7HRh9Elee3O1v8t3Y+DLg98q/N8nZ39N+DcOJna0LgMqt5E2t51LVju1KhsH6/XsONZGxt6LfJ1dR2x2Jcvy5CzNrSVSdpZIyRmWimtYJqpkqY9Isfcq/2auyd6LgshfC19Wwedrc+n10HBeD99EtKSeJdlnWJZVz3JJLcsltcTI6kiQVCPKr6Tusskb3bstGN02b2GbuxOby43N6cFk/4VDlW18V1DNclE1YaIzLJacYbHUG90vlioIyZQTLlIQLK0mRFLN0kw5j0x/hzFvxRK+uZzQLRUszjzBYnE5i8UVBEvkLJbIWSytJlRSR7i4noiMOpZuqWJZ+kGWp+9l/LxP6DlgEAP+NImwLeWEZcgJ8XFd/L7+/N9iWeYxlqZk8NWmXGouN6Ky6DC6HRhcNxVLuv8d4f8e3DhweV9DFrsdU8clDLW56IoXYt0+EXPWOMyySehl49BIJ2CUTsCSO4369ZNY/eZAnn20O4/28WNQv948entPHr2jF4/d2ZsH+9/NfX368lRfP94O6EN2yHB0shcw58zAnvcc9rwZ2POnYcufhi1/Ktb8qVgKpmDZNhHztgkYt47FkD+KjtznsZ3YRFfDcf7m0OPxdOLwXMXmcmOyOTBYrJypruZggoCLwiRUqSvRCIVokhJoT0lEI0yiVbiKPV+EMfGOfjzeuzeP396TkXf25LvXZtOalOTdppeY7Buek+hdtStI8MpemOhdc3t9uI4QbWIyppgUToQtY1zf27m/Zw8e7dOdzwOeoF4YhzJOiDouEY0wlY7EZDoSU+hITKE9MYXGlau5mCfDo27BZjF6he9wonO60Dlc6J1uWpx29HYHuupL6LMPY1idh3bRGoyL1mBc9BWmRV+jit2IensxjrMXsFg1tHgMqOxWdCY7OqMTrcGJyuDkbIeGuuZGKuoq2VucT1r6GuKiQ1n8lw/4cNYCEj6IQhom+eMJv91spMGm47yqicq6SrJEmWxakUpxQhqXN5fStKEI5cYyWtPLaN50jV9H+D7J39Sv35hWRFN6IQ3r9tGecYDGTaU0b9nPpQ1FNKeV0ZBWytmNRZzP3M+xbzNIfnUa3773FKaSDzCXzkK7NxBDsT+W4kBsxUHYi8bhKJqGreQFTKV/xlD2KvrjwegqVuA8ncJPl9fS1bARXXMpyoZDGDtOYVRVotXUorG1YXDoMTp8LWeuTgzOLvSOKxisP2OwXsXm9GB1eae5GdxWdG4bOrcDrduB3uXF4HF6cbv+DwvfgcZhQu12UdGiZbeikc37z/LVjjMIs2tIlNUTK6onUipnSXY54dlyIrJqiZDVESH15eHFNyGp9OXmvSwVV7FUrPBRRaRYQWSG92o8SnySaPERXv4sDr8+9xDw0mdEbDpFeNY5omT1RIsVLJdUs0JWQ7xUwXdZxzlY1YTe0YnZYcTiMGNy+Gbrd3pnADSYf0Zceg5Btvdnh0hqCZZWEyyrIlim8ApfJCdcoiDEN1lvmagSv3uG8uwHAsI3VbJ4SyWLM08QJqokzPe14RKF90ZAUuPtpc+sY0lmLZHZZ/l8/QHC1ubx2PDJ3DloFKGbTrDEN0P/t4QfIlYQIqthUWalt2dfVMmKLT8Sm7KOgn1ltOp0KM16TB47Rrfdt2XQi9njuonfX4b/6hjcHnSuTnSuTiydV723fNpGDFUS9Puj0eU9hztvBPasMZizJqDLGkWbZCytshc5u/E1IsbdxXP9/Pjz47excNrDfPrCQ3z6wqPMHjGAwLv8eKJ/Lx7rfyfD77+Dwbf5Ma6/H5l/eQKVZC6mvOcwFYzGum0s5q3TMG+dhm37s1i2TvWO4S2YinPbZFxbx6HPGo161xtY5V9yRVvJVYcVV+fPvhswFzaXk0vnz3Js7VecThCiTFmFUpCIMiketSARrSCZ1oRUzghW8eFIfx7t2Z0n7urFw338eCPoaeoSVqBKSaI9IR59UhIdsTFoEhJ+xc077oXoEpKwxaZyITaJF++9jwd79+C+3n7Mffo+Tq6IRJmQTHtcIh0C7xpdL8koE5NpTU6lUZyBp/ECDqsRk9WG1eJCb/dO7DTYHRiNFvR1DSi3FNH+2Xe0zAinaeSbtIxcQMvI12kZuYDzQW9ybu5iNKvSuXr6NGa7Gp1Dj9FqwWx2YjV2YTZdpUVvpcVgolmr4vSlMxwrP0xOvoQ1a1IJ/WIRb81+ndi3Iv54wteYDXSYdbQbNZxrv0zZqR/Z8sMG1kcI2ZeYRnNaMW3f7qEtvZjmzcU0b/butW/eXHprVO+T/LXlOl7hl9KUdoCm9EM0pR2iMe0gDZv2c3nTfi5tPkDdhkJywtcSMm0GH44fwKVtb9F1Yh6OssmYCsdgLBqDqWgM5kIfRWPQF49DXTKBjrKJqEonoiqahK50GrqS59CV/Rnd0TDsikQ8dan89cJaPC2ZaFR7sBiOYNFV4rRewOFUYnEasLkc2J1XcTr/itPpxOayo3db0XjMqDttaDu9Q1+80Zh3KpSXf+61/X/rSv+a+J0uNBYXF1UO8o5cZu2uepbJ5IRnVbEkq4oImZelsiqWSm8lQlp1a0QvqWSpuNJ3Je8lMrOSyEy5ryq/iqWiKpZtriI2o5wk0RE+itvI/UPH0fe+h7lv6FQWrtzGMnE9S8UKokSVRIvlrJApiM2SI5T9SFZZFa0GJw67FbvV6E2lOF1ofrpC209X2HXawKq99UTlVRIsPUlo1inCZKcIk1YSlqXwXetXeefmy7wsk1Rw9+NjeDhoDot+OMTizZUsSjtOlKiWqMw6lmYoiMhQEJEpJ0JUQbjIK/HgzGo+lVwiRHSa6PRDjJ/1CXf9aSqhaUeJEFcTmiH38hvCD8s5zSKRnEhZFZGikyxdt5PvN4ioqj+L0mRE57Jh9Ni8txgu243FQNdHp/5b+P97uLyrZn/9cbcHnbsLjasLncM7H1+v7UBXtw978RdYts/FmjsGV84Q7NIgTLKxqGWjUeY/R51kAR8F9WfG7X4kvjiEnZETObfpeVrznkNZMIfm7Fc5IBzH0hcHENjPjz/d5seQe3owqI8fLw70I/0vg2mSvYhx11gM2wIwbXsWfd4UDLmTcO56Htu26VgLpmHJn4IlbyKWvPGYtk9Es/cNDCdWcaX1R644tJgdHuyuTow2Gy3NTdRKZFTFJtKevIr2hETaBQmYYwXo45PpEKyiOfkrchctYvzD93C/nx+P9vPjkTv9WPXSFNTr1tCxKgl1UiKquHg0sQlo426giU+8ZfWtLlGIKS6ZtpQ1/OVPg3m4Vw/u6utHwL3dKQr5HFViCi1xApSJSagThDchQClMpmXDBmw1ctx2EyarBbfRicnpwtLpxm2x4y6/QMe3BZx9V8DlCYtpH/wOHcNfQ+U/D+XIubQPn0P7kNloRi5AM/NTdDFf8UtlOVcMbVhsOow2G2azG6uhE73Rg8rkoENnpaFNw4WmNirrTrOntJSv168ncvlyPnnjtT+g8C16VFY9HWYtSouOCx1NVCmqyFm/mTWfLefwV1JaM0pp3VxC65YSWrd4Z9zfco2fXkJjWvFvCz/9wHUa08to2FTC5S2lnBOVIApJZuGk2bw9YSiSxJmoD76PbtcklLnDMRWOx1g0HlPheMz7fBSOR1883if8CahKJ6Iumoi+ZAr6khkYS5/HXPoS2n3P4zr0KvayV9EfeANT5WJcdXG4alL56fwPuJUF2DWFWDvKsCqPYlUqMCub0KtVWOzX0gBO39hZDybHVUyOnzG53PwehXn/b4RvcLroMHex5+g51uSeIEZS6d3sJi4nRFxOqMhLWGY5S24iXOzN1/9PhB+doWDp+h+J+mY7I6a9Rvc77+Whxx+nx4AnmPXpKhKk9SzNqCBKXE60pIIVsipisuTEyY7x/Y4TVDVq6fzpF6wOCwaXBa3LifqnnzhrcfDt3moS8uRE5ysIySonJKucMGkFS6SVhGVVEyyrZbG0miVZ1URkKYjMUhAlreCBwZPocfcQnv8kFUHBWRalnSB4s5zgzXLCMqsJy6wmQlJNVFY1UVm1REhrCZPWEyypJ1xUQ3JeDXNDvqbPUzOJSD9KpFjBkswqllzL4f/qCj9MUk+4pJooaQXLxYf5JGE92/YcoFltoNVgwHTFg979b+H/c/D2ef+98N3o3Z3oHJ2YbAYsmnq0Z3agOyzEvG0OhtzJmHIDMecOxZw9HFPWWDTZM7gono1g1j3MH+RH+sfDaMl5HVXuBFTSQegkj2CUDcYkC8CWM5nzohlsT5zAa0P68lQ3P57pdjtDevbm2fv9WP3WAM5ljUe5dQKGbTMwbJ2OdccM9HmTsGyd5pvB7xW+M38aXdufx5z3PK05M3Ge+Jyf27bRZVPT5XKi1TpQdbiokOVzdHkcyqRVqOIFqBIT0CUI0SemoE5cRYdgFbWCJFbPe5mn/Px4pKcfg+70Y+KdvdmwYA6Xv17FhZgV6IQp6OKS0cclo49L8hbgxQvQ/kr4+sQULgmS+HTEMB7o7sdjA3oysr8fsrdfRy1MpS1OgCoxCU2C8PphQZ2QgDo5meb163AoynE7jOhdNow2Bzq3A5PZgLH+MuYNO2l6O56qwLdRjngP49C3UA9/zSv64XNoGzabthG+94fPoXHSW+iD4/jbmTN4zO10ePR0OG3YLB5M9isY7V3oLW6UWjOtaj2N7SrqLlyg9PBhRNnZrE5O+uMJ32A3obEZUFv1XNa0ckndQu3l8xw+fgzJ9+n8EC7k2Hc5XNiw21uBn+6bdZ/m7cVvSi/x5fYP+Ar7bs753/hcW8ZBWjaXcjl9D+fSd5MdmcyH01/i/Zf/zFfL5/Njzps0F8/CVjwV687xmAonYSyahKlwEuZ9XkyFk9AVTURdMgFVqRdN0Xj0JRMxFI/DWDwOU/E4LMVjsfmwFo/FWjIBW8mz2EpfwV72GtaKhRirQ7DWraDrwhrc59dxtW0X7rb92JUnMatr0Grq6dBcQKluRWewYLX95M3vuxyYfUtmbunX/81ivt8jwndzvsPFuvxjxIqOsSSzisXi2hvV474+8SWZtxIukv9D4d+KV/SRIvkN8W+qJElcySt/iabfwKe4//6B3HP3nfS6436enrCAqPWHWS6qJFpSyXKpnOVSOdFSOVGyU6TkHiP/cD06x09orQYMnTp0nXaaHB5K6ptYlV9OQkEty3IVhMgqCZaUEyauIEwsJ1RSQ7C0hkWSapb4ZuiHZ9WwVCrnvcVCet/xCI/5z+S1yI1Eyer4YksVX2RUsShTwaJMBaHiKiIlVUSIqwgTKVgiVhApURAtrmSF6CRj3xLwp1ciCN9yiiW/qtC/mZBMBaBVg98AACAASURBVIvS5ERkyImRHmdp2g6ivhFxSnGJVr2FVqMFfZcH3fXZ4Tf4/eX4L4Tbh8eJ2X1tyJHzV1/jwWBzYlJfRF8vw3QsCkvhXCw5ozHm+qMvGIa+4BlM+UMx50xBLZmP9JPBzL3Pj/SPnuCi+AU6cv0x5j2JPfcJ7NJncIoCcEsn0pX1HIbcsbTnzaDyu9l84n8vw7p3Z+jtAxjarwfjBvoheO8BzspmYt7xAs2Zo7Fsn4Fp63TMBVOx5E/Bmj8Fa8FkHPnTcBU8i61gCuYd4zHuHo328Ac4mnfyi6sBo8GIWnuFM2WHKYpcQUviSgxxSegSEulIEqIWpqBNSMUQn0p7XDL1sQkkTJnI0J49eKS3H4P6+DHhvtvZ/P67NK/9lra4FAyxqRhjU3zST8YQl4QxPhl9fDL6BCG6hGRa4hJo++4bUma9wtM9uvP47d15spsfwY89wtnFkeiEK+mIS0QbJ7hBfCK65BQa1q5Fc2g/DpMWg9OGxeHEYbXjPteCanMJzW8up3nC2zSMmIs+6E30/m+gGvkqyhFzaR8+j7bh82gZOY/2EXMwDJuHwf81Lo+aQ2vocjwnf+SKU4veZcBis2O2d2K0d2GwdqKzOFEZLDSr1DSrVFxobua4vIJte3b98YSvs5rR2sxobGaUFh3tZi2NFg0nL9Zz8lQFkm/T2Lgsibp127i8YS+NGwtp2lBI88YSmjeW0JRWdiOC/5Xwvet2r1X1F3Np4x7qv8tBvDCc0OdfIfL9j1j3XSpH9iag2Ps6LSXPYS+agmXnRAz7pqIvfBbDvmcx7puOcd809IVT0RZPRlcyHl3xWHTFY9EWjcFYOhZdcRD64kAMJYEYigMxFQdhLhmJtWQYttKh2IpHYtk7CvPuMegLx6AtHoe+ZCrGkpcwls3CWfE2tsqPuHpRQOeltZgaM2lv2Ut7048oG2rRt7Vjc1yr1HdhdNgx2d1e8f8fEr7O4eZovZq4tBKiJZUEi+v4XFx/vf/8+tQ4kbe17hoR4qr/WviiSpaK5CzNVLA0U0FkhpzIzCqiM6r5VJBHvwdGMuDugdx31+3c2bcnjz09ggFPTePNyHRiRCeJFp8iWlJBtKSCKKmcpbIKEnPK2VJczXmNE32XE32XGp3HyVm9A9nBOhIkp1guq2KJVE5YloIQidw3t/6G8BdLqwmTVV+/0o+UVJCyfiv3DXyCvncNYsCQmcxaJmZRZiWfZ8r5Qqzgc3E1odJqIqXV3nSApIYIcRXLReXEZJ4k5Lsy+o9+n9CNR4kQy1kilt/Sh38LIjlLttSxXFJNvPggEd+IEO05wJkGFRp7J61mKxqPB63Hlxq66fn63SX5r4RP+N46iWsRvsO7a97dicXtweJy47BZ0ZwtRXkgCv2OZzFnP4UjezCW3CHoC55Bu/UZ7HtGYsyZSs2ql3j7AT/Wzn6cJuk8dNsm0yF5HEv2cJy5gdiyRmCRjcYmm4or6wUc+f7oc4Zj2jqb0+tfJ2zyfTx5Vx+euqsXT/brxsj7/Ah7ri8NGeNRZk/Dsv05LNumY82bgiV3Kpa8yVgLvMN6TAVT0e+YjH7HBAy7xqDcOx3lsc8xN2RgN59DbTCiPHOWPXGJNCSuxBqXgjUuhdYUIcqkZHQJqVhiU7HFrkQdl0J1bALhE8fxVK9u3HO7H/f38uPFBweycc586pcJ0MavQR/3Jfr4VRjiV2GI9x4Y9PEpaBOSUScm0yBIRCGIJWzMaIb26M6TPfyYN+RhJHP+zKXwFajik1DGJqKLT7pBggBVgoALySm0FxZiVLdhtFq4anHReVGJZsteLv/lKxrGv0t74GyaR86iKWAOLYFzafefh9r/VTr859PuP5+2gFdpDZiHZvhc9P7zaRk/n9pn53E+dBnWwr38pGtFZ1B6ZW+7isHShcHiQme0oTaYURmNtOt0XGhtQX7+9B9P+AarHY3dispppsNuQmkz0GLVcdmsptGo5cCJ4/zw7QZyIlYjX5nFpe/3oM48TNMPRTRvKKV5YxlNG8toTttPc1oZzWmlXjaWePP/6WW0biqjObOU42skxM1/j/mznmVFVDCZmRnsP7iT+qOJtOx/BVPpJBx7JmPcPYmy9FFEvd4XRd77NJZ+RvPBt2kse5n2ornoS8eh3vkMxn2B6IpGYygejb4oCENRAIbiQIzF/piK/TEVj8Rc7I+ldASmouGYCodhLhqGqWgEpuIAzIWjsBSOwVI4BnNREJbisZiLJ2IqnYL+wEw0R+aj/fFDOivXYjuSi6mtDaPtCqbOLox2C1aLG4vd+dujYf+Jstc7Hd63DgcdZis5hVUsW1dKaEY5i2UKFm4+QYjoRnQf5hNY+C1UESGpIlJ6gwhJFRFiuW9crpxlIjmh608gyL1A2IZKItIULM+oIyq9jD9Nn0/fu+/j3jt60u/OOxgyeS4RqyVMWbCMJ6ctZIXoONE+6Uf5hL9MVkFcloLvdp7lwGktHa6r6F1O7P/xHxTXtZK6u8b7f5BUe9vupHW+djrv4SVEWk2wtJrFEgUhUgVh0iqWyLwCTxEdZ/yL79Oz70Duvv9BuvfqQ8Arn/Ppml1ESuv4PPMcH2We4zPpRf6ypY6/bKnn08wzhH1/lG8KzvPExM8Z+uIyVuafI1xcxZLr0pdffxxDRXIvYjlfpB0lfNMhwr/LIuGHTfyokNOq16B1O+hwulC7O9G4vakio9OO0WnH5HJgdru961D/M9w3ZHZzbtr4K3534f6OmNzXXn/XhN/lfZ14LJjcTpzOX/A4/oMrZhNdZ3fjOJyEduurmHJGYc8egj3rGcw5z6DPG4I+byi6/KcxbX+VLW/58/o9fijWTsKYPR5LfgCmnOGYc4IwZ4/GnD0Sa1Yg9uyx2HMnYMsNxJI/ClPuBAzZz9Imm0XUiw8y5HY/Hr+nNwPu787Dd/kROb0/59LfQSd9ns6dgVizJ2HOno45dwq2/MmYCyZjLJiEqWAypq0TsRSMx7h1EtodM1DufhXnuW/Rt5WhvdhCfnwq55JXYY1biWvFl6iEQjqEQrQJ16LzVDTxK+kQfMm52GS+nf4ij/n58UgvPx7v48cz/Xox9cF7yAsJ4eJ361F/s4HGKCGt0ULaE1JojBfSuHIlZ1ISKY0JY+HwJwjq1o2Zd/Ql9YVp1Mcn0JQgQBUrRJ2QQkeMAFWcAHW8AE1CkvdaP07AZeFKardkola3oXJbudqgxbO5mLbX4zg78X3OBsyiZcTLdAx7hebhs7jkPwvV0Nmoh85BOfoNyofP5OSw57kcMIdW/9m0BM2laew8WgNm0zZhAZcWLEYjzuIXiw6d3YPa0onR5MZqdmOyuDBY7GgtFjr0etp1Opo16j+e8NU2O0arDaPNgs5qQmM10GHSodRrUeq11F+4yN59xUjiv2Lnim84t2EP57/eSUfaftrTD9CafvAm9tOSXkZLWplP+EU0pRdzadM+ypLT+fbDSD58eS4hcYvZkreZg0ePU3fmRy6ciENV9gK2otHY90xGv2cCp/KCWBv6DLNH9mD0fd14a+qdfDxzAMLXH6FqQxCeA+OwFgViKByNsWg0hn1BGAsDMRUFYCoa6cMfY1EAxuJAjCUjMJcMxVwyBHPxcMzFAVgKA7EVBmErDMRW6I+9eCSOopHYi0dgKfbHWBiIoSgQx/5ZXDkSwcWj22lr02Jwd6J1mLHcLPzfMX9/s/CVJgvby+qI+L6E4IxKPs2o4IvM8lvGvl4XvqTqFiKliluI8F13R/py9UszFcRI64nYWE68uJ7YLTXEbS7nxQ+i6X7XI9w98CEG3N6Hp0eO4+04McKsU3yQlMeLwd+xbMsxokQnWCY+yTJxOVGyCqKk5cRJq1mTf5rsQxdpsf9Mh81Fh7MT0cEaogoUhGXVEC6tI1xaR5i0nlBZDaGSSsKkckKkVYRIqwiWeAmVyAmTVrNEoiBq8ykWJkp4dOQ0+t55J4898hA9bnuAh4ZMJ3BWKJ+s3ENI2nHCxXJvsaJMQXD6ET5LyOGJ8e/Sb9ifeS8lm7CMI4RJvY/Pr4V/47akirDN5Szd+CNhKSJEBSVcbGhFbTRhdHVhcv+C0f03jJ6fsXg8t2xAs3o8/yUWt/sWrgv/5ql9/wek+/sL33vLZnBZMTg7fYOzzFhcdtz2LtwaI6bTh3EeEWDa8RaG7GexZo/GnjUCa9YwzNnDMGUPx5Q9HLXsaRoyXybUvx8xk/uhyX8ea84wHLkjMWUHYcwZjSV3FJbsAGzZAdizg7Dnjcaa6x2ta84bgzF3LPqciVzKfInYuY/wzN1+9OvfjYH9uxHU14+FI++jeu1cjLnPYsqahDF7EqbsKVhzp2PNnYo5b6J3PG/eeGx5E7AUTMZcMAXr9unYfvwYdfXXdNRXs33llyhSkjEkfIlrxRq0iQLfvvpkL4IUNImpaBJXoU38Ek3KN+z67AuCRwcw4fbbeKaHH0/06s7Ee/rxceAIvnllFiUff0FdVBwnwyLY/f77pE4cT/DTj/Ni7+4sGfYkGXNfpjIqgrbUFNrjhLTHCVHFClHGCemIEdARk0hHTAKquES0sQnYogVcEqRSk5ONXtWGtqEVs3g/undXoR31CS0j5tMy4s+0+v+ZloDZtPrPQTl8DvrBc2kaPgf5xPn88OAQvr5jIBcDZtMQOJvG0XNpGuON9k1Bb9Mx9ROa3l9OR3oObq0Jl9OD2ebA6HCjt7vQ2WzorGbUJhMqoxG1wfjHE75Rb6TTYMNhtKA3GtBYDWjsZlRWI+16DW1aDYq6Wg7s2svq0Ch2CdZxbv0OLn2/k6b1RTRuKKFxfSlNG/bTtKGMpo3eqL9t8wFat5RyenMhh76REbtgIZ+8/DoxYZGkZ2dwpOoY5xoaaFNVcvHECpQlL2DZNwrHrimY9ozH+ONkzCffpixtMnP9b+OJHt0YfFsf/Hv3ZMMHf6Lz8HMY9470CX8Mhn2jMO67IXxD4QiMhSMxFgVgKArAVDwCc/FQzMX/WPi2ohHYC0dgKxyGYa8/ml3+qPY8jnrv0zh+fJFzpSmcr1OgtjtRuywY7E7MDuc/Nar/r4TfbjJTeKye4LU7WJxRxUcbK1mcUU1IRiWhmV68wq/6O+FHiP8xkeIqIkUKIkS1LM1QsHxLOSnSSiK/3MrAx0fRq88AHho0gv73PMaCxUlEiSv4Yt0Bb2W+VM5ScQVLRSdZKipnmaicZdJKoiUnicmUszqnnvU7Kzinc9Nh7+Si1szagoMsza0kLKuGJdJ6lkjrCZPWEyar8VboSyv/Tvgh4ipCpdWESrxRftSWIywIX8t9T4yi7x0Dub//g9zW+1563vYwfe4ZTv8nJjFw+PM8EvQKj435M/cNm0HfB/zp8/AoXghbxfLtp/g44xBhMgVLJAqWiKtuFb7ImxqJFFUTK6ph+fcHiEzI4PCP9Wjb9Zi0JqxWD3bnL9jcYPX8FVtnF/Yuj5dO9/934Xu8mP6Jcv2/yK3Ct2BwdGJwO9G5zVjdNpx6Ddbzx9Ac+w7Vnndpz56OLms81uxR2LP8sWYPw5w9AnP2CEzZI1CKB1P73XPMv8eP3EVjUOdOxJ7zNM6cQEyy8ZhyR2PJDcCaE4A9JxB7ziiv8PN8ws8dgzFnLIacMZh2TqOpYD5xrw/imbu683BPP57u1Y3hPbrxyej7OfzVbPR5L2HOmYo1d5qPKVhyJ2DJHXcdU95kLPlTcOZPwLTzJdrLFtF0PJsD677kVGIiyoTV2BLXeAfmCARoBEloBEmoE5NQxgrRJ32JKiGFjoQU7N9v5FxsIns/+og1M6bz/pOP8uJ9dzH1jtuY2rM7L/bozit+frzeuxcfDhhA5JNP8t30yez/9GNOr4hGlZxCe0w8qphEOmKFKOMEPuF7f1ZHrBBljBBlbCKaFYk4opKQx8ZzZtd2XBcuY9l6FO2HX3M54BNUTy1A/cxctMNm0xYwm0uj59AcNA/tsLloR7zG8QlzSHpsMO/36E3e4HFcDJxLw6i5NI6ZR/OYV2n3n48m6B3aRr/H+dHvUv/yYpozCvhFqcNtMaF221B57OjsFnQ2M1qLBY3ZjMFi/eMJ/z8qLtF58gyuuksYG5ox6TQYnRZvH7rDRIdZw8W2S1RerCEvV8q66Fh2xX5J06bdtKSV0pK2n5a0Q7SkHaJ5437vFf+GUto3H+LcD3soEK4n6t3P+GLBBwhWJFCwfTcnak/ToGqnsb2Zdu1hzhwNp61oBuY9Qdh3TcK6eyI//TgT9Z4xdBx+mY9m9OPJ3v14uOddPNn9DqJmDsdy6BWMRf4YC0fdiPB/Q/imIn9MRf6Yi0dgKR6GpXgY5qLfFr61cDjWfcOx7B2CYY8/2t2BqPcOQrVnEPqi8ahPLOd4SQ5tJgsdXU40Hrt3QtzvIPt/HOGbOKI4T9jX2/hiUyUfbaxl4YbqW/rHw8TeArVwSfWt/Cqvfz237yNcXEWIpI4l4mpixCdJySxj6LhZ9Ot9DwPvfoJuvR9l7IufEp9xjMWb5QRnyAnLqGKJqIqITDmRogoixeVEiitZJq1kmegEURkVrMyq45u8ExyobaLD0cU5tRGBaA9R+YpbhO/lhvDDpFWESasIkdwYlxsirSVYWs/i3NN8lnGCWGk5r4d9zxMjX6RPjzsY0PdeBtw5kAH9HqJf/4e5466H6TtgEL3ueJDedz3KnUPGMntpKkvE+/ko/Ue+kFb7DhnVLLmWwxfJvSkSsYIlIgXLMuXEbTnC4vjNfL8hh4t1Z7F1tGDpuIxZ3YrVaMRmdWB1eAVvu4lb5X5tFar7vy38P7ro/1Phu5xonFaMNhMdZ46hObYe48FPadk2GXX+GAy5o7FmB2HPCsCaNeIW4avEI6n9dhYv3ebHtiVjacsaiT13EM7sMZilUzHljMGcPwxrTgC2nEBsNwnfmjcGS+4YzNljMOeMQp83EmXuKLR732XlgsEE9vfjyTv8ePI2Px7q7sefA++k7rtXsMhewZ77LPaCsVjzA7DkjsWcOw5z7gSMuRMw5k3CmjcJT94YnNsmod81j/O7oqlIT+bHqGW0CtdgTF6FRuAbnCPwDszRJSXTHptAy/J4NInJ6BOS0McJ0ccJ0QpTaE9N4lJKAnJhNIeXhfJjRDBHw8NQxC7nUnISbStX0S5YSePyOBrj4lEmCtHHJ2GMS8IQK0QbK0QZK6AjNhlVfArKuGQ64pJpj02ibYWQ1phElClfUhofw6WCfJRpeZx5LQbN+BBah/wF5eA36Bg6l44Rs2nxn01zwGya/efSOnIup8fOJ3lYAOO6d2fRvQ9wZPyfaRg1n8Yxr9I09jVaxryGMuh1Wsa8yeVx79Aw6i2agt7h3OxgOr7czN9a27FetaDsNGGwmzDYvVv3DDYbBov9jyd87QdC2sNWY1iVQVdeKZ7CY+jKjtF++CT6yhrcFxuwNTVwUd2A/HQ52zdtZP3nIRyMW0vzxiJaNhZ7Rb/hAE0bDtCwsYxLaaXUf7eb4vg0Pnp5AW/NeZ3U5JUU7d9P9YVL1Dd1cEmlRW3soFW5hzOHFtJWNBXj3iBsuydg3T0JW/5k7AfG0XJwHO9M78lDPXowsH9/Bt3Rn1lP30/DjpmYSkZjKgzCXDQKw75AjIX+vxL+iOvX+zcL37RvGJaSkZj2DcdcOAJL0UjMRf6YiwIw7/PHUDgU3d4RaHaPQr1nCJo9IzEUzqCl7GO2Zwpo1Rpo7/Kg9rhuWspzg5ulbPoNUZs9/zuFfb+ZwzeZqLrYREz6ThZtPMrCDXV88kPt/1j44T7RR0jkRIgrCZHWESZRELVpPy+9E8btdz3EA7ffw739HmXg0zOI+LqIpRkKwsS1hIlrfStkFdeLBCNuHuQjLidaLGf5ppMkSw4jLa3kks7GRbWZmLStLJGeICzLu+8+VFZLaFY9IbI6QqVywqRyn/AVhPhk76WGYGk9H0kULM6uZ/Gmk6zIqGDFt4W88V4oDw8ayR39H+HOfo9wW7+H6dXvIXr1e4T+AwcTNG0O76/ezNLcIyzafJzgLXV8tsG7bjdUorgu/DBxFcFiBYvFtYSKFSwXnSTyGzELl4STJ/uB04dzsF0qwtW0G1tzMfb2Y5iVVdgtbdicBiwuKyanA7O7E4vnKlb3Fa/cOx1YPTbsv7rq/7fw/7vC9+GxXs/ha90u1HolZw9LUBaFosybhHJrANr8AIy5gVizg7BmBWLN8r9F+DpZIHXfvcy0Xn5s+HAorXlB2PIewZEVgFUyCWPOKIz5wzDnBGDLDcSaE4QtdxSWPB+5o7Bkj8YkC8KSOxpzQSAd0jEoZa+ybuEQhtznxwM9/Hjsrh480M+PNx7sRU3KK1gLZmPeFohl22CMeeMx5k7FmDsNU8FUDPmTsOZNwJM3ls6t47HveIGLBR9QtXEZexd9jvar9agTBDcm5fmE37oiBo1QSFtsrHeATmIi+rgE9HEJmFJT0K9OQZkcT5sglnZBAm3CRFqFQtpXptIiEHJ5WQzGuFSMMUnoUlJpjYtDFZ+ANkGALk6INs4b0XfEJqOKS0ETm4IqPoXWuCSaYoVcTBCwKzKY3Ihgzq38hqZPEumYHoJyyHu0DHuL5pGv0ew/l8agObQHzEE9cg6tI+dyZsxc0p4MZFyfHjzZ24+/9L+X08+/Q9Mor+ibRr9K8+hXaQ98jcYxb3Bm/BtcGPsWyqC30Y16l7MzPqRx9TqutjdisWkx2MzoHDa0DgcGm8M7y/+PJvzL497g0oS3uTz5XS5P/4i2l0Non78MzcdJmKM30LV+J6aMXVzcU0jtzl1UimTkLY1B8OwsShbFc2aVlNb0Es6uK+RcWgmK9Ts5+sNWNi5J5rNZb7Hw80V8tfEHio4e4nh9NbUNl2gzWmkzOjDbVaguimgqfgVNYSCGfYGY94zDvHc8pj0TUBf5c7FkBrNG+XF/rz48dO/j3H9HP4bd1Y1zW+dhKJmAqSgAc3Eghn3+PuH78vf7RmDaNxzTvmHegr2i4ZiLhmIuHI5xzxBsJYPRFT6EruxxjD8GUScbwvmCyShLXqClKBDlvtEY9z2PuWQShuIA9CUjaCx6nYKNMaj1FpSuK6hdHvROr2j1Dsd18f66+trkE//NH/v/I8rXOxzo7Hbqm9qQFB3m89USIjLkfPJD9d9VlgdvqSRcUuM9CIiqCJfU/F2rXqhIziJxJaGySsIlJwjPOEyoREGUTMHH8ZsZ+OgQ7u57J3fdfhf3PDSMjxMlREprCZOeZqlEQaTIu1nvxnrZm9IH0ioiJBVEiuVEiMpZnqXgq+2V1LaaaDV1sUZWTOjGEpZknSQ4u4JFudV8llvPx7IaQqReCYdJaggV1xAsrmaxjxBRNSHimusHjnBRDeEZ1URuOUn85r1Er8vno/gNvPJJPJNeC+XZd6KY+3kKwUkSkjMOELrlCIsyT7E4s4LFmbfOyg8V1/hQsEhaz2eyMyyRVBG7pZg3F39GcuzbtB5MwnQwCtvBL3AffAPbjx9gO7kMV91X2C/kYG87jFV3AZ3RjMn1N0xusLj/A4vHg7XT7sMr/H+FMbb/VH5VpW90u9A4nWj1SvZnLaV918vYC4Kw5o7ClBuEOSfIK/zsQMzZN4Rvzh6ORTaYuvUTeWVwT14bNQB5xnOYcwfhlg3CIRuCLm8ouoLhWPICMecGYMn2x5Tjjzk7EHNOEJbsIGzZo7HnjMGWNRZb9hjsWeOxySajzJrBhpBBjHugG4/07sZDd93GU369mT+oP9uXT6I1dy7avLk0pb3Axtl3UJU8HOu2KZgKxmPOn4w9fwLOvAlYt07nfM7LVGdGsndJGA2JazAKBKgTveNxry/CEQhQJyaiFiSgThSgThCgjo9DHR+DOiEWVUIcakEiuiQh2qRkVIIU2hOTaRUm0yJMpjkpmVZhCkpBMtrYBDQr4mmPTaA1LpGWuETaY4W0r0iiNUpIa5SQjqgkLi6L50jkUrYu/Jgt819l9ewX2PvxQi7+JRLV9M9RDX+X9pFv0xawgLbA1+gIeg11wDzUQa/SOnb+/8Pee0dFeeiL2mhiNMYkmmSbosYCSh+KWGI02SlGRZrG9Kqx0cEuGk1M75aoMH0AS6IioEZN7NIFLCi9DNPfdyoDaLL3uff5/hhsO9nn7PN9Z517vpX7x7NmwQLWYi14n/l1asbF8uPICGZ43cEoLy+G3eHFuLv68OXwIKqCZtAaNpvWoFhag2JpC5yFNmi2h8A42gPj0AXG0RIYy8Upr+H47Ht+rTiPXRBoc9pocdkx2jy7/P90wm+QRNEkiaExOJqaMTNoCpxFW+CLNPvPpiHsVS5NfIuyp96i8d0MmuI/RLfiaxqXf0F5/Bq+GvccywKfRLVwNbvWbCR39ddsXLScla/OZX7MHFLnLWS7Usb+Y4cpv3yRmrYmms162kWRNqsTu7MFQ80WWgqfx1wQgqUgDDE/Atv+CVgPTKRuTwDH5U8wfoQX4d738fiDD/LQPffgfa8XsqV+GA48iflAEMKB4N9F9B7h+yPm+yEe8EMs9MNa4BG+dd9onId80Rd40350PIe3BzNpqBfPjelNWtxwNqb7U/jpWCo3TqBFE45wwA/jwSG0/PQqe7Z/gE5vRe/qwuhy35T9f1L4/1XS/0fhm10uLre3U1hUytJN2cRv/plF2yt/J/xkeQXxmSUkKypIVVaSLK/4nfDjpcXEy8tJU5eRLj9DWuYvLFWcZcnWo4yZGMt9A4dwT59+9L//McZPe5vVspMs2FZMgqKSpfISlsiKSZcWkyIrJkleQpKijKSebEKqspwURYmn+11WzBJVBetzz5JfUkOz0Mn2H4+w6HMNS5UnSFGdZrGqiIXqcuJzzpOoqCSphz8SfqLcsy43RX4zDZ+UVUJy1mmWqYtJV5whTX69n6CYZYoy0rOKeffLn0jI9DQ4JshKbz+Kc6vwlZUsVF1kgfICK5TFLN2wkQVvPoHheAbCTm1ZZwAAIABJREFUj3GIOX/FkjsB4y4fjLkBmDXjcO+axm+H3+S34hV0X5LR0XISp6DF2XEVu/s3rF3XELqvInR3Ye3u+r/C/y+hA6Pbjdmi5YgqFe2eZ3DtCMaZHYY1OxybJhy7JgzbPwpfHYhTJaFN9QJr47wJ6uuFPHUc7bnjsCp9cah9EbL9MO8IQsyVIOZIELM9whc1wVizJdg1oTg0oTizx3rQjMOlHodTPR77rono9kxFtSSCJ4f2ZUif3gQOfgT/++/k6RF3sTrOB+nCSXwwaQBfP3sfTd9PRasMx5w7FkvORMScCVhzJmLJnUKZfCZVOz8iOymJ0qVraVqajm5tBvr3b0rfsK5H9reyZjX6NasxrM7AuHoN5rXrsLz/Ida1H3mi+YyPEdd8gvX9z7Cs+xT92o/Rr92ArqdG37DmfWrWvk/1mvcpXbma4mUrOZGUyrGEVDRvvcVnL8ex/MXppMx4ioynJ7E39kUq4uZS++QrGAPmYPKZTZN/HI0Bnqa8psCZ6P0j0QbPpHpsJKqhQSztPYDU/g+Q/pdhzP3LY0zudQfP3dGHr30kXHjiRbQBsej9Y2n3j0MXMAtdQJxnXj84lsbgGBqCY7gQFEXNs29Tv+QTfqu+Qme7HptFwCJaMdhtfz7hXw6ZSY1kJhdDIrkUFsPliDjqg2No8o+iNjCSy8HRXAiOos4vkiv+kdRHvET9U29wceqbNCxcgey5WOYM82POE1N4/blpLIyLY9FrL7J6eQpSxTZKL5RzofEKV1oaadS1obcaMdkM6O0iDkcN2nOfoD3wLGJ+KNb8cOz5ETj2T8BaMB776Rmo1kh4Nrg3H694mtGDvHjs3nt59G4v3prcl/YDz2PqEb75H4RvKQjEku+PUOCRvVjoh63AH3t+II593tgLfWk/MJEizfNMD+2L9+D7GX7fA/j08yL0fi+mPexFVP9efPC0F/WKMYhHJJQpYzmSu5UWrdlzntElYnLa/1D4wi2CNzkdmF3O294c/FfV/v9I+A0mHccvVPJRzh7e/mI3idJKEqXltzF/y2kWZxaTLC9nwfdnWLTt7O/S+YlZxSRsKyZdVswK6Rk+0BSzXvoLk2Lj8brrER4Y+BgD+g9keOgLpH+9h6Tvj5GqrCRNXc0SeQlL5EWey3t/KPxzpCiujweWkK4sY7XmFJvzfqayTc9PJZXMX/cV6Zv2kvz9QdIVp0mRFzF/2ykSFef+JeEn3YjIK0iUV5CsriI15zypuRdJyblAsuYCiYpqEmSVJCmqWZJzmXjprRF9eU+E3/NzZZUkyipJUJ1noeIC8YoKPlH/zNw3X+P4tjl0H5iFTeaLU+aDqPLBnPMI1uwhOFXDuaoazbWdAXTunYCtYBbi8WVYyzbzN2M5f3dq6Xbb6fz173T/27/954T/B+N612X3x/yflvB/J56UfktbHT8pk2ne9RQ2jT92TSg2TXgPYViz/0j4EZjUU/jloycJv8OLaUPv4Ng3TyHseQ5R7otD6YdNE4yQK0HIvV34No0Ee0/2wHGL8J3qcbjV43BrQrHmhtGeOw1V+ngmPeLFQ/28GDLoTnzu703Q/V749fbiyxcepHV7FGb1s4g7JmPJmeAR/o4nse+YjF4zmV9kr3Lpl1y2L1nJvpR0mj9aTVvGyp6ofc0/p0f47atWoV25ivZVq7Fu+BRDxgfoV31Iy5IMWtJWY1i9Ad36T2hY9xGXP/iIM+lLOZyYyI8L56OY+ybfvvYSGTHTWB07g4y4Gax9MYrlb8SSMm82KXNnseb1WLbFxVAT9S6tU15HHzYH45gYdKOjaBg9g9oxL9ygcfhztATO5OjISSzz6stnD4+gZFIcdU+/zrmnX2HTmLHEDriPib168fngMVyYOIfmsDloA2fR7h9Hm28MrX7RNPlFUR8YzWVJNLWhsTSFzKZq4ss0Lv+U/332PP/baKZTNGD8Mwr/imQGNcGRXAqaQXXANKoCXuCy/ws0+b9Ac8A0mgOm0RDwAk2+U2nwfYFm/+m0Bc6kKSCSmomxlMx6h62xLzNn4jjWL0ngsw+W8tXXq8nZl8mRkgNcbLpMk15Lm9GAQRCwuqyITi0WhwnBVET96WW05z+NbX849v0ROPLG48ybgFg4gbaDU0me9hDvzniAg7ti8X3Qi8F9+jDs/t5MHHEHl358DsPBICwHAzAV+GHJ7xH9DfyxFPhhvS77/YEe4ReMxFLoz4Xdk1n68qN4D+rFsEcGMnxQf4Lv80KeHkbz7tnUy6dwYdMoOo+OR58/hlNbYzixJ5s2nYDeacHoMmBy2f8wyhc63RidDowOO2aXE5PLicFhx9Lhwn716u/l7Xb3rPJ1I7pd//Ko303hd2B2dWB2OdHa9ZzX1bH1pyMs3PgDCdKSHtFXkCitIEFaQcK2YhK+P8u7X/1MmvwcybLy30X4ydJS0rLKSd5ygkWf5TP13U8JmPwS9wz2456Bw+jb514GPzKS15Z/T4ayiBRpMWmaKhKlpSxRlP4Lwr+e4vfU9ZdrTvNhbiEHKioobbjCtzt2MjtxAy+lbWThpz+QvvUY8VuO96Tzbxf+Iln5bcJPkleSpPCIPlHRg7KcJFVZT/2/9Eb0n6yoIDGrjPe2nCZRVn6jxyFJUU6i4qbwk2RVJMmqSFSdZ4GyimRpEWu/krN6/mx0+19Hl+lDh3IELuVIbOoxCJrhCJohmHIeRb/jMXQ/DEf3gy+GnaGIuyfhLozjf5V8zN8v5NDdcAa3XkuHw+1J7/9Hwu/s6uFqD/9X+H+EqbObptY6CrISqc4KQVT54tCEYdeEe+bos8MQs0M8kfltwg9F0PhyZVsQH0x/hIi+vXh5wj2c3hiBSe5Ph8wPpzIYS04wokaCqA71vGok2DQhN4Rv70nrOzXjcGrG4VaN46piLN2qUGzZYbTueI4dq8Px+4sXD/Xpxah+dxJyrxdLZwzkytYILDtCMaiDse96BrN6EmLuRITcyVjU42nIHMfezHcoP/sT+7LUfPvO2xxNeYuWjBVoMzyp+uvR/u/IyECfkYFu9Rp0q9bSumYtFzIyKF2ylFOJyRyeN5+Db89l75tvIX/tZb56bTafvDmb9S9Fsf6VWDLeiGPFO3NYvvAVMtLeISNtHhlp88lIW8AX69LZuGEF8vUryE9Po+iVebQ98SptgbE0B8ykNSia1sAomgM9kX1T4EyaA2bSPHoahrDZlHo/zd4hoVx67lUaQmJpGDWNep9ILofO4tDEKN4bNJioXney6tFRFIZO5XJgDG2+sbSOiabFN4q2MVHofGZSHxhFbUgM2qA4DBGvUD1uNk1vL+W3w7/wb3Yt1s4/YUq/UvICNUEzqA2M9HRGBkfTHBhJc8ALNAdMpcV/Kk2BL1AfPI264GnUB0yjyXcqLX7TaQ6KpDpiJkWvLOLz2W+Q8/335OXvpuBoHuVXyrmoraHBoEUnWjCKIha7HZvbicUhYLdasDQeoubIK+gKxt8Qvj1vHM48T0q/IW86LwYN4KO5wzm35wUi/Xozol8/hj1wN4GP3E2RKpLWgkCMh0ZjKvDBsl+CJT8Ic0Eg5oJATAUBmA6MRjzgjWN/EI68IKyFPpgLh6PNn8TuDZMZM9CLkQ/1Z/D9vRh5vxdvT76Dul3PIhx6AnNBKI5CCeZ9I6jfNYTsz+I4eaAQo8mOwSVgcpl7ZN6ByeXC1CN8s9uF0X2VOnMHlwydFNcbOH1FS1G9lmq9QIPoRm/tQnD9iuj+FdHdjeh2IbgdCG5Hj/A7fif1W7MClo4OD+4OLG7PeUmTy3NqUue00mw3U1BWQcb2XaRuPkiitNwjeqlHXsvlFUSmbGfk8/GsVpWRsOk0iZtLScs8R3pWGUlbT7Lgs/28nPo9kmfm0mewBK+7HqVXr3sZNGAID973OH3ueICo2AWsl51lmbSU1TvqmLeljAR5FWnKSpZIS1iWdZZlWadZKj9DmvQEkUu2kSovJkVT1bMLoPSG8NOUp1mpOsD2gz9TpW/jYPkZ3t+ykXeXZzBr0UreWbGZxE/3kp5ZRKrUkx2IlxWzWHaGxbIzJEiLWSQrYZGinHhFBQmKnkt2PTfqPdfyet7MyEpI7hmrS+gpcaRrqm9s00uWV5Dckxm4KfxKkmSVJKjPMV9RzDL5MZKT48ldG0mLehK2HH9cOT7YVT6IKl9EpTdm1XAMOUPR7nicltzRtGX70a4ajUk5AluuL535z9B5+DVcJzLoPqfkWtNJuoQm3A4T9g4XYvdvmDrdWDrsWNwOrJ1OrJ2eXfFi51VE91UEdzeC+2ZU6+GfCf/fuc73h5mCm4j/wL8i3OvlrP8urLfSE+E3aZs5oNnA/k8m0qqZgqAejz17Qs/oXAhCdhBCT7PedezqYKxqbwyq0VR/M4EFYX0ZOcCLNyfcw8kPJmHTPIGoHo05OxhRHYJdGY5DORa76nqZwFPHt2vCcWjCcWjG9tTxI3Arx9KlDsOuCUDYPQ7T3ki+XfQUQff3JvReL9JeeJBa1XMYc8Kw7PCnY98EdFkROHc+gzX3Ccw7nqdW+hynvptK/u5PKasso+hUCR8mJ/HhS5GcTUmgZuUyWtatRbtunYf162j5cD1169ZQsy6DipXLKFmezs+LF3Jw3lz2LpjLd3Nf5ou35/DhKzG8P3sGGS/O4P034ljz3kusWPwqy5Pe4INlC/h8bSqfrEvlk4+X8uV3a/l2+wa+2/YpOTuU/PDDDo4dyqd0z49c2bSNmveWUPvsa7SFzKLJN5KGgEgaJVE0SqJpkcTQFhJLW0gM2pAY2gKjMY6dQ7MkhqbwOGoCZ9AaEIUlZA7tfjFoA+KoD5/N8YkxLB08jBm97iDx0cc5/EQ0l4NjaPeJosU3iiuBUbT7RNHsH019cAytQbEY/GPRB8RSMzaWlsQMfv3pCN2C8c8n/JqJsVwJmEGd7wxaAmNoDoyiOSCSxsBpNAR5JF8XPIMrQdM9BEzjSsB0agMiafSPpMVvOucnv8r+t1bxy84DnK9r4nJLO/VaA016Iy0mI3qrBYNVwGgXMTk7MNuu0WG2YqvJ5WL+RIwHJZ6U/v5wbHljsedFYD04kersaTw/7A52ZYTSuvsZ0qbcSfD9Axjcvw9D7x2AZt3TNO8PR3dwGObCEQh5IVjygzAVBGAuCMBUEIjxgC9i4Wg69oXiygvE9NNQWgp8Ob75KZ58xIvZU8YwfHAfhjx4F0P7erH29UG0F47HVOiHIS8QW14Qjvxg6ncFsH7FKxQVVWAWHZicDkwuG+brN5073BhdHehdTq6YzJypM7DjVCPSIy1sKqhj289NyE818sN5PadbO2nU/RvNur/RZr6Gvft/Ye3uROcQ0DksWLvdPXR6uOUBeiPq6/TcjRc6u7B0dmF2d2JydWFydaGzu2iz26msa0K640eWf6UkQVp2Q1wJ0grSM4tZ/NkP3CeZyrvrpXyiquILTS0rvj3B3DU5BE9fwKCRExl0vzf39B/MwPsHMuiBATw28CEeGfAoA/s/Tu87H2fgw+MJmDyXqe98ybyPClkurWLNzibit1ezcFMR6dIKlklLSd56ghVZR/B/bi5vfJBNkqyYZFnxja79VEUJqfKzrFCd5pNdJ/iltpGSphp+OL6Tb9Rfk7ZuNXMTl/NW/Pu8sWQj8zbkkrjlMMlZJ0mSnSUx6wyLpEXMl5cwT1XG4p7Z/MVyzw78ZHk5qYoKUhVVpMjOkSQ9R6LsHAnyc57O/h5uHMSRVZAkO/eHJGrKiZcdZ/mmXNLeegrdD3FYsoOwZvtiyx6NTeODqByFoByJRTECUTEcq8IHqzwQm0KCVRWART0SS85wLLuHYdntg2VPBO6DM/ntVBJdFVvpulKIo+0iVtGG42oX9l/d2K52IHY7Ebs6EDs7Ebp6Vjm73QidHVi7XLfwz4T/7xzr6fmbum1C4JZMg3j1Frr/NeH/946qdmC7BWtXB/oOOzqzmbITB9n+wRvkf/EsOs2z6BRj0auDMecEYsn2Q9D4I2gCETRBCOogbOpA7KoAzApfuvdNoPJrb2aNvZMxvb141fdRfv5sCuZ9EzGrJQjqUERVCHZ1T4kgJ8yTPVCHYVN7sgnXsWrGYssJw6LyxZ4bikUVikU9iSvyxUy8z4t5k++mYtsU3PueRNBMxKJ5AiF7PKJ6ElbNk+izn6RGGckPG6aT+/VCqiuLuVDXyMW6RrJ37yF98SI+mPEcyjdf4cTypZxZtpTjKSkcSkogPyWBzHde58tX4/jgpUgyXpzOuldj2PDGbDLemkXqopdYkvIG6WnvsHL5QlZnxLP+g1Q+/mw5X327js1bP0OTs5VdP8rZl5/NgcO7OXq2gJNVxzhdfZrS85VUXbpCzbnzXMreQ1Pah2inv0dbxGzaw2ahDY2jVRJDS09g2SKJoVUSQ2tIFK0hUbQFR6MNjrnB9a9tCo69gTYghraAGI75P0PGoCE859WLhMeH80PAZJolcTT7RXEhJJoGf4/wmwNjaA2KQe8Xg3l0DM0BMVyMiEP/5hLcR0/8+YTf5D2dRt9I6sfMoDEwhvrAaBqCImkMnkFj8HQaJJHUBc+gNjiS2uCZXAmcyZWASGoDomj0i6LVfwbl41/kh5fTOajcS3VtI60mkTaLDa0g0maxoLcJGOwiBoeIyenC5OjEaWnBdnk7NQXjPcIvCEXMD0fMG4u4bxyWA5PZ9+E4Xhjuxdltz2LY/1e2zX0Yyb1eDH/gbh4dcBfLZw/HcHgGrfnDfy/8/ADM+YFY9odg2xtB5w9j6SgIpv3IKOr2TeE1SR+m+t3H9s+jefg+L4b95W4evsML2QoJrfsjEA5JMO8PwbEvCNf+8dRlT2b98je5UtuISbBjdrg8v4vThcHpwtThRu9y0Wh1c+RCO9/sLWKN+hTpWadYrbrIMlkVy5WlrN9Zzpf7qtl5rIWDpUbO1joobRCoNXeg7biKvrMLU5cLS3cHQncH4tWuG1H+rX0BfyR8s7sbU0cnOruDNruVOoOO/GO/sPSrLBZnldysRUsriN98grXqkwyfHMXdj4cyeeZinol8j5F+T3LPA9706juYPr3v5eG7H+Iv9wyk/1196XN3H+4c8ADekid54cX3eG3Raia98DoPj5pA7wHe9L93DI8HTWNCTDozUhTM+/oUibIaFinqSFbVsyKrlBlzP2Hk+NdZsvkXUrLOkiIvvkGqrJRl8nI+2lHCj8U1XDQLVDQ2cbz8HD8cKuCrzI0kr1nCvKVLiJ2byuyEz3nn/d3Ef3uWhG3VLMqqZp6skndVFSxWlJEov3nw5mYZoYIU6bkbpY142c36/2J5xc3GvH+QvKcJ0EOquoLl0qMsz1iPcu0MbPunIWj8EDVjsGp8sKq8EXtkb1GMQJQ/jlXhjVUWgE0Zgk0VgKD2xqIeiUnpg1HpgznHB8uOUZh2+uIsmIH76CJ+LdvC3y4coNtch91uxOoSPWLr7kTodiF22RG6bD3YsXY7b/JnFL674+YVQrfnOJHeacfscFJ/+RLZW99n2dveHP0yjMbsJ9HvDMeU64slZzSCxvc24VtVAVhVAZgVYxDV/rRsG0P510+wWNKXkN5eRI+5l90rx2FSPIFRHYo+dwzG3aMw7/BHzA25IXzrHwhf1IRizw1FVIdhUY7DqJzMJ1H3siCiN8WbnkXIm4E2yw+rZiKCZhLWnEmYVRMxZj9FjfI5Dn71HBtXRXJ0/xau1F6kUaunWWfkTFkFO3fl8knqeyx/NYpVsyNZOyuSD16O5cM3ZrPm7RdZ/s4c1qW+y6rEt3l/2UI+X7eELzes5IuPV7H1+8+Ry75DrdnOrt1K9uzLpuDAbo4c3c/x00coKjtJ+fkSztdVcrH+PFeaL1GvraWm9TJV+nqqTW1UNNbTdryclg1ZXJixkOZxL6ELn/U74bf2yL4tJJa20GgP/4LwDYFxaEdM5/zoFygbH8M3D3ozs1dvUgYP4YeQp6kJjkY/JprWgBhaAj20BsTQ7hdDm38MjYExXAqLpfqJ2Zx7adGfT/g1ES9R8cQcTgfNoDIkmpqQaOqCI2m4RfgNkkgagqOoC5pJXcBM6gOiqA+Ipsk/lja/mZSPn4Ny5mLysnbToDPRYhTQCnZ0VjvtVhG9zdMRaXQ4PKdnXS5slgrqzy7hyoEIjAdD/kH449HnPc2Hcx7hjYg7adg3k/Y9EZzdNJlJj/Rl+KDe/OVuL17w9uLyrpmYjozFVDAK4XpKvzAQU34Ahv1BiHtDce8Oo2t3CB2HJnJhXzhLpt9DnE9f8rbMJPW9Rxl8rxePDbyTgIF9KVXNoWWPBPOBYISD4Tj2+uDaN4GSTc8g/W49zW16jIINk92J0ebAYLfRbnfQLIqYOzs5VmPgi7xLpMlOkiA/y0J5CYsyK1m87RwJ24pIkZ5mqaKItK2nWJddztbDDeSUtHOkxkZZk4MLehsNNhFdtxXh107EX7sRujtvzPvfkP4N4Xdj6ZG+R/xuDA6RdqeZJouW8ppzbMjUMP/7syRKK0mQVZIorSRZWka69DBvrf+UO+4fxIAHh9H/vgH0vbsf/frew4C7B3F/3wcY1Gcg9/YfzCOjgpky+y1eWb2RtK2FrJQeIiMrn/WZ+1m3dQ+L39/E1DmLCJownYeHhXLngxIGDZvMqAmv89Rr65kav41ZyVuQTHmdfoMjSP1qPymZp2+e55UVkyKtID3rPCsyT7O9oIJzrVYaLd1cbjNT3VjLiXPH2V2gZOv2r1mVsYbX5y1hzrx1xC3+gldWK5j7WT7x28+Qqq4mMcsTxadIK2+QKvOQnFVBQlY58dJyFkvLWSQrv60HwNOgd7voU29hqaKCj7YWsPTtWdSp5uDYGYyo9saqGo1V5Y1VNQpRORKrYmRPdD8cm3I0lkxfRGkgTk0wNrUPNrUPVuVorGofbNlDsO94CMeOh7DnPI41W8LVvBj+1+FFXCvbRmftIdztZTjFJlydArZOK/YuK/ZOK7YuG7YuO7YuB7Yux+3i/0f+Pwr/Pzs58N8tfLHDeRuWDgd6q43mNh0nTxbw2cevs+6dkez7cCytO6fizHsSg9IHQd0j+x7hd+wMw6Lww5ETgkXhjyD3p1MZwcXPw0h/ui/+/byYOrI/Py4NxrQvCt1OP8y7H0bI9cWaHY41OxxRE4aoCbvx8W1oxmLVjMe54zmOrRrOsie8KP48FHPOFMyqMMzqsYjqcQjZE7FlP4lJPo4G5TPs+WwSny+dRI5sLeWVJ9GaTbSZLLSbRepatZRVV6LesZ0vvljDB6uS+Xh5MhuWJbFhdSobNiznoy/W8tnmj/g68yu+V25GuVvJ3kN7OHrmCKdKT3Gq9BTVly9w4fJFLl6+xKUrl7hcd5m65kbqWpq40tbMFV0rtfo2avVaGnQ6mrQ6Lpi0XDG2UFtaSsPHUtpmraAl7DVMQbPQh8SiC4ulPcwj9xsR/XXR/0fCl0TTHBxNa1A07QHR6HyjafWPpiEwmouSaD5/ZDRxd/bhzQEDPZF+2CyaA+JouYXmgFgaA2NokMRSFxZH7dhYdBPn/PmEv+nJGaz1iyC572A0Q8dyaWwcVwKn0xgcSaPkduE3BEdRHxjVI/wYGv1i0flHURQSy7apczmcnY/OaqNRb6RdtGGwO9DdkL0do8OBpaMTc4eITThGQ9FC6g+Ow3gw9DbhC/vGcyX3CV4c7cWG10ZgPDoTY0E4rpNziQp8gBH3e7paA+/x4tTWF2gvHIepcJSnUa8w8IbwTfkB2PYF0r3bj64f/BHy/8oXCQ8zeaAX2auCqCp8kSnBXjw6qC9DBt7BxGEDuLhzNvrCYPT5AYg/ReDYPwTzzhCOffo8h/OyqW9rx2x39ixucKCziWhtdsS//Y16swXpwWoSsyp4Z/Np3paW8qailAWyMuJlpSzMPMGizKMkyE6SuL2S+K2lLFGWsTK3nG/za/jhdBtHavScbG6m3NhErVGHwenE2t2F2OWRvsnpxOx0YXZ2YHHdUt/v7MTS1Y3Z7cbkMmN06WkyNlDbfhnFwaPM33KSJOm5HuGXk6ap4r3NeSzPlPNY0Bj6Dbibux/sx10P3MNd9z/IXfcO4b4HfJgwIYaZry9lwcc5LM8tJj67mqTsGhZsPU161hlWKs6QJDtOuvw4H/9YzNrMQlI+UfBW8uc8Ffkew32epP+9I+k9yJs+D3nT5/5h9B40hpi070jKPE1S1tke6ZeQIq0mPauGFVklfLmzhOMXTejdv9EiCDSZ9dQbmrlYW83lkmJ+2ruXTd9u5P0PPyZ+eTqvJy8iZn4ary7dRPynhaRvqyQts5q0rGpSs6pJk54nXXqetKwqkjMrScz65xF+gqyCJHnPMiJ5BSnyStIU1aTJq0iTV7E0s4RlqzeiXP46zt2RWOV/waoaiqgahagagagajqjsQTUMUTUEQTkKi9Sf9s2+tG4agV3jjUM9HKd6GE71MFyaR3HlDMaZ+yj27OHYNN7Y1KPp2h1C174X6fxpCR1FX9NxeS/ONs9NcbfbibPTgaPLiaOrA3t3J7ZOF9YuJ9YuB9YuO9buW94AdP0Hwu/h/6/C9/wvOG9DcNvRW600Gcycb7xE4TE1X696jU/mhpO3ehxt8r8iZo/Hog5EUAV6XjVBiNnBuHaGY5T5IqgCsckDuKYKwbkzhKJNAaRF3cvwvl6Me8wLZXow+uxJuDWP49D4YetpChTV14X/j4QjasYjaJ7AlvMMFR/5UvJNCOZdk7CqfLGp/LGoIxDVEdg0E7HlTEEvm8Cpbyby/bqnUG5P4NjZfdS2t9Eq2GkTrLSbzbQYjTQatJyqLKLwlwPIFdtRybaiVmwjJ1fOjrxc8o4VcqD4Z34+d4azl8oprT1PRe0FztXVcLm1mVptK406Hc16A6230KY30aI3UW+x0CAINIoCTaIdreDCYOlAa7PRXFnF+U+/50pUErrQNzGPjsPmH4tREo0uNPoPha+gZEZCAAAgAElEQVQNjUEbGuP5/PUU/z8R/k1iaQ6OpSUohpaAGM6OjeRz7yDi7urLG3cPYEfYX7ksiaPpuuz9Y2kKiqUuxENjSBytobHYguP+fMIf7tWLx3v14gmv3vw4MZLLEbOo959OY/B1Ij2ERNMYEu2J8P0iqR0zk8Yx0Zj94zjrH416TjpHdh6gQddOu1VEZ7VjsNvQ2+wY7B7ZGx0ujA4XotOE+aKK1v1zsOwfh1hwPaUfhpgXjiVvIqe3TiDsTi+OfD2V9sIJuE5M5Grxi6x46UFG3HsHg+/x4vF7vNi6bDzthU9hLhiFOd8Pc0EghoKgGwiF4fzt1DSMB5/h0NdTCRzoxY4VT1KvmkxD3rNMGe3FXwb149FB/XjlyUG0/TQJ2y9+tO8NwHZ4IuLh4ZzfHYHqs/lcuVJDg06P0eHE5HRhdNgx2AXa7U4s1+DYJZE1yiLiszyR48KsMt7LKmVhVhnzs8pYIC9jobSEhdIS4qXnWJxVwWJpCQnSIpLlp0mXnWCJ4hhfHKhmZ5We4kYLpfVaqrV6WlwO7H//Ozb73+i8CjZnF6LTgckpYHSaMLqMWDoFHL85MbkcmB0OLE4nrUYjJZdqWbFZSar8ZxKlpaRklbF462mWqspZmXmEOXOXck/ffvQf9Aheff9Cr4f8iYv/hOWbDrAm6wQZyrMsVZwlVVnqGbtTnSdVXnFjc16KsoQ0ZRHpyrOkK86QLj3N0sxTrNj2MxlbCli3eQ/PvjGfkZOmcM9jo+nV/3FGjnvRE+HLSnrW9paTIqsmTVbDCmkFn2hK2H28Edvf4YquFb1DpMWsp91qoaGxkcbGRs6dO8ehwz+h2LGFjzcuIXlVIgtTl/PqvFW8nvwN7320izTZGZKyK5krLSVNcYGkbRWkbisnfXsFSVmeqN5Tv+9ZzXvLSJ7nEE81qYqLpMvPs0xWwQpZKWu2HCRpwXwuaxLRbfHBnnkfNuVjiMphiKphCKphCOqRntR+zmNYNI9gkD+GddcklO8MZc1TfRH2BGBRPIhDNbSHx3GohmNTj0LU+CCoRyOqx2BVj0bUjMCcPQZL7iT+dmguVHyOrUqN0HAEwXQRi9uM7de/09ENHV3/RkenC0engK1L9Aj/FtFfF7aloxNLRwdipxtndxfOqzf7Q/4V/icJ33Mk5/rp4duFb+5wYHTY0IpWLmtbqK49z5FDh9j00TJWvTEWWWoozdlTcf0QhEHljUkTgCU7BItagqCWIKiCEZTB2BTBdCgCsWmGIewZyQWpD1sSRzHiLi/GD/AiN2UCpt1TcOyQYFX4c23vk1hV47CqIhBzfLHmjsGa6481V4I1Nwxr7jisOeM98/SaSehznsCojsCqCMWmCEdUjUPMCaUjJwRL9mRObZrK9xkzUWzOoKT4Zy61tFFncdEkuHqEL9y4AtdoaKdZ386lustcqqvhUl0NNfWXudxUx+WWRuq0LTS2t9LY3kaTTkujTkuzUUeLyUiLYKbFYqbNYkEriOgsVvSCDb3gwGB10trRgbazE31HN2bnVUyOa2iNdlwVDeg/U1A1bR71YbNolsRQHxZNU/hMdCEzaA+ZiTbUU69vkcz8wyi/VXKL9CUxt9f7e2iURNMouZnibw6KoSEohtKxMWSPfZbZ/frzVy8vlMGTufTMW7QEz6F92ExMfrNpkMRxJTyOJslsLP5xNEmi/3zCH3pnfx66406m3v0AhybPotp/Gq1BUTQETethBo3BkTRIomiQRNEYEEWD30wa/KJp8o9DOzqKsyGz2fZqOkW/nKVB19aTxvdE+Aa740Z0f134VqcW+/mtGPNmYt83Dmu+xCP9/FDE/WGY8yZx8OvJjO/Xm/KsGbQXhCMcDqFuTzC5H49kRD8vRj10F48O6E367BHoDszAlD8GU4E/pvxgDAXBGAokHn4KpW6fhCLZ08zwvovFMwZxSTMF474wTnwTQsD9XgzqfwdDB/YhJXYg+qNjcfwSgH5fCIb8MExHfDiz4ym+WpfIpdoGGo0m9A5PZ77R4UDvMNNmd9HiAvXPjSzLOsuizBIWZZawcHspC7aXMH9bKfO2ljA/s4wFWRW8t72UBZkeFm4vYVFWMfFZJSRklZIkKydNUcVKzXm+/bGKH04288tlCyfrTRTV62kxdmFydGPrvorJZcXSJWL91Yb9Nzv2aw7MHSImpxOLw43g7KTVIFBZW8u3O3cS//1eEmXFpGWVkPj9CZYqy1madZb0j9U89qgPAx7245mXk1i5pZA1yjOsVBazTFHCEkWxZ8xOUcoSRQVLledIl5eTIiv37NlXlJCmLCZNWUyqoohU2VlSpUUkZRUTn1lMfFYxK+SHWbltFymfZfFUzFzuejCI2FXZpCs95YUUWQXJ8irSFBdZIa9kg7qUrP3nqRNstNksGF02Wkwe4bcYdbTq26lvbOTCpYuUnjvLgZ/3oNwh5fNvPid9+QrenJfAu2nreTfje+Z9tpfkzLMkZVWQLK0iSVpNkrSKBGkli3ua9hJVFSSqzrFYWspiaamnq19ZTrKyklTFedLlFSyXlrI66wxrPtvKp+lzaN31BlaZP075I1gVjyIoh3hQDUFQj0BU+yDmDsGsGUJ71gga5c/wju+dfBQ3lKacsQjKoVgVj/cwHKtyFKLKG0E92tMToA5AVAciakYjarwRlH7YVCE4d03G/cs7OEsycFxUYm8+gd2kxeq8ht3Vjc3twtZlx9plR/wnwndc+w3nr7/ivHYNZ1c3zq5O7F1ubN3unot+fyD6/xfLgP7bhd/pvA1zhwOTy47RYaXVZKC2pZnyC7Xk7d3F5g8X8fGCCWjS/WjMCsS8cxymnDAs2SEIagniLVjUwVg0flhyHkfMHYpZOZyqb334+vXBTL67N8/+pR/bkkIw7H4ea244RmWAZ8Qv2w8xxxtr7misOYFYc0Ow5oYj5o5FyB2HNXccluzxmHPGYVGPR1COR1SMx6SIQKcMoV0xlvKNk9m+8q9kfpXOwcI91NTWcrlVT5PFRbvNjd7qwCDaaLdY0JrNaE0mWo1GGtvbaNB6xH6dBm0rjbo2WnRaWvXttOp1tBp0tJkMnu8XBbRWAZ1NRGe1orfZ0NscGGwO9HYnrU4XbQ4XepsLi+DGbnZjOd+EZfNeDLOWoQt7CYMkmqbQ6dRETKdu7HTaJNNpC5lJW0gMrZJoWoKjaAmO6mnYu0mL5Ca3Cz/mBk3BMTQGx9Is8dAiicPgG0NjQAzFEbFkBj7Bm33v5+W+97DFbyKnwqNp9ItD7xOLLmAWjSFxNITMpiV4NhfG/hkj/L4DePiOu3hr4HCKJr1Ije8LaCUzfx/hS6I8BEbR6B9FY0Asdf6zqB8dzdEJL/Pha8lUVF6g2aSj3WrBYLdidDgx2B2YnM4e2XdgdLoQHPWYytdhyp+Mff9YrPtDbxf+vil8MS+AmFF30rwnClPhBISfxtKYN4bq3VMY96gXPg/2Zfh9/Xhx7H0075mJeX8QpnwJxsIe0RcEoysIpu2nMK7kT2HxX+/m9dC7KVJMp+OXMMyFvuxeL2H4HV483K8PI+73Ykva45gORGA/JMGwT0Lbj760FfpyMnsm33ywgssNLbQKIjqbHWNPhK93mmi1u6jSdfFF9lnSt51mwfZiD9tKWLCtmAXbSnlvWykLMstZeIvw528v6fmaEhKk50iUVhG/vZLkrIvEbzlH0ndnWJFVwvrcMr45cIHsomaOVLdy4lILlTojzZ0uTFc7MHc6MHc6MXc4cVy76kn3O92Izi70Fju1bVrUh35iwbe7SJKXkC4tZUnmMc8yG8UZNuSewnvsszwWMpV10iNkKM+waNPPLFGUk64oJl1eQrqilHRFKUsU5SxRVJAmL+sRdamn4U5RRKq8iFT5WZZKT7Ai82eWZJ4mKauYxdIKUrOKSN70Eyu2HODDzINMfmkZzyVsY6mqmnRFFQmZ5aSqLpCquMByRSXrlMV8qTnNyYu1GFw2TB122q0W9HYRo82KyWrFaLFgtFgwmK3UNekpr6rm8PGfUOVm8c23n7B05QreWpjOawvW8UriV7z98S6SM0+xJPciC+VVLJRVkqCsJkFZSYKyggRlBYmKni59RRnJqvKe07jlpMlLWC4/w4rtv7BowWuclb5Km+ppzLIxCCofT3SvHOJJ36uGIqiHI6i9EXIeR8gejUE+nn3poUy+x4vFkx6jPnsWZnUYVpU3NtVIbKpRnvq/2htRM+aG8K3qYKyqno5vTTD27NHYc0bg+MEfV97TdB2Zz2+nPubqhR9xGc/jsjZgcxiwdTk8Hf2/S+X3iNjdicXtxubqwN3RRVd3Nx1uN53dPbv7r3Z7+Efh9/A/UvhdHVi6XLdhdl+Xvg2DVaDNYuaiVsu5S5WcPrwD2Yb5fPpuCNlpPlRtnUx79kRM2cFY1J5xO6s6BKsmBFN2EPqc0RhyvLFqvOnQjKY71xf37slsih3F+P69mPDQHWQm+NOgmYpp5ySE7DG4dnpj0Xhj0fhhzQ5BzBmLmBNxm/CF7HEI2eOxaCZgUY/HohyPUTGBJtUUTm18BumqZ5B9sYgzJwupvlKL1mJBaxIwWh2YnR0ITjeCs8NzEMbpxOxw9FyEE25DZ7WgEz0TUyargNlm9WC3YnbYEK6PFf8Dlo4OhI5OLB2dGF2dmJxuHI5u3NYuumoNWLblcSUundag2Vh8Z6ALmU5T2As0hU6nKWwGTSEzaA6e+Tt5t0pie8byPLSExHj4nfBjb6M52CP6FkksbcGx6HxmYgqYzZWAaCojZrN7zNO82X8gL9/Rn+8CnuD4hFlcCY7D5D8LXWAcTSGzuRw2i/Phf0LhD73jbobe0Y9ljwRxPnw2bYHRtAROvy3C90T5UTQEzaQ5MJqWwBgag2ZxfnQMlwNfZM+kV1gdv5KSmlq0ouk24RsdTs/omqMDo8ONyenCYrtE26mFmAol2PI9qXyhUIK4PwRrXijmvX/lzbD+rInth6FwKqbCJ9EXjKUxfwT1+VN4ZXx/hvXzYvRD9/HMqF4UbZ6EOS8CY34YhkIJxsJg9AVBaPMDqd//FB+9O5ipw3rx09fhWH6ZivvQcPQF3ny88GGG9PFiaN/e+D/kxaGNfpjzJYj7g7Dk+WLIG0ZTnh+HpdHskn5PQ4sOvc1Bu2jt6dB3YnCZaXd1criqnfVZv7BUWsTC7aW3sSizgoVZFSySnmOR9BwLsypYmFXWE+GXsjCzmERZOQlZZczfcobFW0tJ2FZBwrZzxGeWszjzLPGyE6QrT7Cp4CKak438UNbM4To9Za0Gms0iQuc1bN1/8xwNcXYhOLqwuboR7Z20mSwcOneO1O35pCnKWC4rZ5XiOGmKoyxWnmLlzrM8+UYqj06Yw7Ltx1i85Rhp6vMs3FpMiryMNHkJacpy0pTlpCvKSJeXkSbzCD9ZWtLTZX+WVNlZUmRnWSI9yerMI6zMOsbSzOOkZ51iwcajLJOXsUJaxKe5F1i59QypW4tYrrrAEuV5UqRVpKoukqo4zxJZORnSM3yYeZTcA0fROUQMTuuNB7fgcmFxOhEcDiw2OybBTVt7Bw3NBmobG6m6WMGxkwfYuVvBtxu/JOP9DBanLuGlhJXEJn/E65/ksCDzJAmqczc39CnKSbh+GU91jiRVOUmqchKVpSTKi0mVnWa54gTxX/5IRuLz6Hc8hVUdhC5zFO3KICw36vXX0/rDEdSjsGhGYlGF0rblGeaNvpeQ3r0Yc1cvZPFPoFU8g6jy7RG+t6eRTzMaUTMGMccfW3ZQzwKXcTiyx2HPlmDP9sGZMwxnzhCcmtE41OF07ZzK1UMLuFr9HV31u7C1nsYmNGHrtN4Y4/PM2PfscXC7cVz7Dce1X3G63NgMAuY2HcZWLW0NTWjNZgwuB9Y/SOV7avud2P7FWfz/E8I392Dpct1I65ucNow2KzqbnTqnSJ1FS31tBafzVGg2JPDBG6HIkgK4nDkBx49hns176jBEVShWjQSLxh+jZhQmtS+CKgCnxgeH4jHc2b7Ubolg67tjmDioF+EDvPj45VFc2j4Na24EZtlQHDuCsOeGYpRLMKvGIWRPQMwZ60nrX+f6ulz1BATleIzKKZR9/xzfLnmKbz6K5/jhH6k4f57zWgttgh2LVcRqExAcNkSXG2uHG6vbjdjR4RG3w9FzClbEaBMxXJ+UsouYnTYEhw3BYUd0OhCcDgSXA7Hj5r4Pz10Oxw0EpxvR1el5rti66LR1Y2s107b7Z4TX1tE+/nXaA2fSEvoC9RFTaQ6fhl4yg1ZJJLVhkTQEzqSpJ1hsCYpFGzqbtpBZt9ESEndD5J5afhwtQbE3CY6lVRJHq8Tz2iyJpTXQs11PH/QiLX6xNPnPoib4RQ6EzeCtuwYyzasPH/hHUPbc67QFz8boPxtd4Gwag2fRFPgnFP4DXl6MurM/3/lMoi44lpbASBqC/j3hR9ESGENDUBxVY2Kokswh59k3+OKT7yhvakYrmGm3WjA6bBh7RtfMLjcmhxujvQOLw47NVIbu1NuYD/hhzQ/FXBCBUBiMvSAQ274wLHtn8uR9Xhz+eiKmg09hLpyMvjAC/VE/GvIn8tE7Pjzez4tRD92H/3292LXCH0vB02gLQ9AeDMN0KIT2gmCa88eT/9lEgvp4IU0NpGFvKJaDwdj2jKQtP4z5sX0YfJfnVGXE416UqgMRCkZjyfPFnO+NqWAoDXlh5H42jWMFeTS26jDYnbSLNkzODoxOG/pOEW3Xb6iPXmDF1p9Zpqi40fW9SFrBQmkFi1WXWCA/T4LyvGc7nKz8xna4eGk58bISEuRFLNh+nLc3HWSx7BSLpKdZmFnMvG1nWJB1mgTVadI1xaRtL2NJVikf7LrIdz81sq+0heOVjZysbqS8tp02axdmxzUERzfWjqtYHG7azGbqBBMf7zjMUnkxyxTnWa48ToriMAsUJ0nWnOHdr39kwPBnSdhyjKWaahZsKyZZVUWKvJxUeekN4afJbwo/RVZ+I8K/KfwikuSlJMnPkSovJ016ljTZKZapi0nYdpK07WWs2F7FKuklUrdWkJp1juTt5axQ15CYeY40eRXpmcUs2fIzKzbu55NtUgwuG1qb5UZd9vpDTXA4sdidCPYuj/R1Ii1aM616I5ca6iitLuZk6WF252fy8ZfLWfvhWuamLmHau8k8vziD1z/UEL/5FxZ9f4JkebnnKI+qgkRFKYmKEpLUpSSoSkhQniVNdpJ1yqMsyviEwi2zsGq8sWQ9hqDyo0UWiKDyxqoajlU9/KbwVWOwqMdgyBpLaUYEsfd7ETX0Psbe68UzD/bm4OqxaLP8MWUNw5I5BFE1Ar18KCb5SM+onmI0FqUvZoUvFqUvFvkYzLKRtyHKR9KZ7cu13eF073+ezmNz6Sj7FEfNj3Q6GrF1Wz3z+p1XPcLvcCN2dGFzXeNybRsXKy4j1JmwN5sR6g3Ymi2cr7pCU4sRwdGJo/Ma9s5r2DqvYeu61hPhuxG73Aj/w4QvdHZg7ezAdLUD01XPEiG7y43V5Wl2NdjtGGx22kUDdRerqCzI49jm79iTsYo1z09ikd+d/LjgMZq3BWHJDkXIDses9uzGt6n9caiGY1X6IqoCEXJ9ELJHY5KNoVXxAG25Er57dTDTh/Uh+K5erJs5lPqs6ZhzJqBXRtCufILLW8LQyiYhZE9CyAm/RfYROHZE/D/kvXd01OW69j8BpBcRVHpPnUkjCYgUFSkhlaooNqQEUkgoVpRqxS0qLZmWSQARaamk0CE9hCYlvU7vJQF173Pez++PGRA87nLW2e/5vWv5x7WyMmVlTdZ8v5/nuZ/7vi706UFo909CpZhKQ1oY+z9+kT1fruFM0Vmu3rhOk8bEbZ0dlbUdq92C3WHG2mHD/vMv2H/5Ffsvv+D49VfnYthmw2C3YupwehIYHLYHxxtamxPyBpf+VeAbre1YTB1OaSw0nq/kyprPMT/zNh1T3qQucA5Vz87ixqRQmseHo/GNoNU3nNuBEVzzj+ByYCTXprxMU2QMuvmJ3Jj4EtdcujphIVcnvETVhEVcDlnElZBFXA1exJWg+VwJmseVoHlcC57H9ZC5XA+J5lrIXK6ERFMVEsX1yQsp8g/j+sSXuBIwj2v+86gKXsD+qWFE9u/PxM6d2O49noqJ82nynY/Oaz4qr3kYx/4Jgf+0oBMTeg3kREAkDd5R3PKfw03/WdQJZ1DnM4s6n1DqfEKp8Qql1nsODd7hNHlHUucTTZVXNKVBi9k5+1Xycs9yR2Wg2WCi2ahGaTWhsv5mSqOy2VBarFjMKtpvH6bt1AJ0OT7os4PQ5ExEn+OH5YQ3piNTOfHOeKY+0YkbByPRZk9FlzkFzckJKAu8aM6ZSPrHXozo4saQvn0Z3s2NjZFDMOYvpC5bROPJZ2nJEdKSO4ljX09m2hgBGxc+Qc2JKWhyhJhOTEB32IuW3HlMcRfg/nRnRvUWEB7Yl7rM6RhzxqE+5uFsAMz2pOZoJIpP3qDk9FkaWlWozKbfvOvbbTT/2k5hnYF14rMkyUtYJS59sItfkXKZt8VVvJFez2vyO7wtqSJeXET8vvO8vaeIt/YUsSy5mOXiElZIi4mRF7EqtYgVsouslFwkRlbEKkkRK5KLiBE7fe8TxJUkiatYJ77KO9LrbFRUsTPzJvsvtZJ900DBbR1VdSaqWyw06qy0msy0WnRUq+o5fvoUcTvSWSW/zJq0KhJkl1gtLyJOXkyC7BLT4nbxxo4c4sUlxLtidONlznP63zrWy52/S8tIkpSRJHGV/GXFJEmLSJIWkygtIUlW7loclLFWVkaSpJRESSmJ4lKSxGWslVSwVlxJkrSSDbIqNsiusl52hffSrpIkvsh68SlWfrUf6Yks2kx6jHfbH3EcNNjvlzId6G0ODDY7BpsNlcGE0mikSauhUaumTt3KlZqbnK8sJe3HQ+xM2cuGLR/xdmICryxdxdLYj1n5kZhV3xQQJ7/KhoNVJKYWs0ZWRJK8mLXppaxLL2Hd3jOsfX8LH7zhR136VPRpY9DKR6JLHY1KMQadYuSDDn29YiQ6uQfNu4VoZb607Anki0kCDr7uzS3ZHM7sHM+bAV2ZMVBA3iYvLAcnohcPw3hoBE37B6NOHeMEfupYdAp3DAp3jAoPTAp3zGnjMKeNcWkU5rRR2BSjcKSOwK4YjOnAUEwngjHnL6HmwqdotdddTnx/w+KwY7Q6sJh/5s7VFopzrlF27BpF8mJyd+ZRuPsM58SXKEq/zLXcWurKVGgb7PzS/p/cvft/MNp/RX/vHtqfHWjvuYDvGuX7ezI9pPsufoYOB3qXz4T+7r8nU0Lf7tzlmm0OVB1Ome0O2k127KZ29PZ2TI672Fo0NB04gOrTHRiTtqF++x0scVsxx2zlp6jFpAWM4PuFY7jx9Xi0B4JQpfqgPyDCuN8LY9oozAoPjAovDOnjMCjc0cs9UKc/iWr/YJSpAUhjhhM+ogt+XQW8EtyL7O9mcFPxMtmfzSRueldSlj2B4fAUDPvHO6G/fzymA8FYD3igkrnTfPAFLu2eiezjGezYnsCJ7KOU37hGQ2sDOrMBbbsdXbsNvcP+wHfA4LC7DJg60Ds6MNid14fxflzww4uj++O9NptrUWBH/zDoH476dr1Gb7Oht9oxWNqxG39GY7+LVm3g+ucy6p+PoSXoJZoCo6kPDKc+KIKGoEjaAqPRBM6n0TuCO4Hz+HyIB6GdHuOZnt1Y+8I09i1eQlSPfkT2HkB07yeZ33MQ83s9TXSvp4nqOYS5PYYxt8dTvNT3SV7uO5CX+z7Bq/0G8NrjA3mj/1O88cTTvDVw8AO9PmAwS54cwssDB/HawMGsHjiSV58cyrP9+jKyixtCgRvrnhzFufHhtAYsomHUHJo9o/98wB/S6THm9h/F+UkvU+8dyU2/Odz0nUGtzwxqvWdR6z2bWu/Z1Hg5oV/vFUajVwS13lFUeUVzbtISPol6k9NnS6hRm2jWm2k2qlHZzKisTqvXR4BvrMd4eQcNGTPQZfmjyx6PKmciuhx/TCd8UB8LZWPUaOaL+qHMn4/6xET0mZPQnJxIW76QlpyJnBM/Q8hgN57q2ZXhPTqxyK83zRnzaCvwpykvkMacYKq+f54FgV2Z69eXcynPoT81DUOWD5YTEzCeGE+ZfAYTRgkYPeAxRvQWsDxsCA0ZUzDmjkZ5zB1tpgh9diDVRxaT/nksTbeaaGhTu4DvtLbVtjuodjhIu1TLWulF1qQWs0pawgrpZZaLK1mWUsVbKVW8nnKVt1NvsCL1BsvFl1kuLmP9D1XESM+zdO8Zlu49w9vJ51iWcoFlKRdZnnyBlckXWbbvPCtSLrI6pYRV+4qJSy4lPqWSJPEV1oqvs15yk3dlt3hHco31yeV88uNPiE838sP5OrJL6zl3s5XiulbKm5up0Ss5X1XBR/t+5M2vC0lQVBEnLSZeVkK8tJgEaTHvfX+NJHkZa8QlJIidXvpOlzqn73yC7Ldc+zXSMtbKyl2wvw/8YucC4MEioNT1mnLX4uAhSctYK64gSVLBO/IrrBVXsC79Cqvll0hSXGD13uO8unUXeRUVaGxmNFbzI7tGo8NZYjTY2jHYHRhdM9h6V6ZBm8lIq9lIq8lIg1bD7dZmfmqo4UJlGYcyj5CclsKWzzcRtyGBl1bHEpXwIS99tJdlXx5jzXenWL/nIuv3XmTtvjOs3nmYRWs2MWd6AAff9Uf//SRnJ/19gx3FaNcI3ij0qSPRykegTR2DVj4O6/feqCVjubLpSdq+DUYjEaI9IOLW7hdY7deN8GHdKNw0Af2BILTSIZgPjEGjGIdG4Y7O1cDnBL47prTfAT99lFNpo7ApRmBNG4pp/yD0Bz0wH3sO1dlEmn7KwmxzoLf/Hyx2B1ZjO/XXWynPuUK++Bz5u86S+2UB2Z/mkrEtm9zPCzj4/lGydxRyLrWEytzr1Fe1YQ/QXi4AACAASURBVFH/gtX8N8ztv2K4147+7v9jwHe4ytp2B9p2p0x2B20dNpp+tqFz2HDUK1EfyKU69l0aI96iedIibovCqJ/wEj8Jo1BPWYxu7iucnOzL97P7c2e7L6bUyegP+KM/4I0xfRxmhQcmhYfLc8Edo2IcurShaNOGolaMRXtkGumx7oQNeYwxAgGThglYIOxBtLsbOxb1R5f+AlqpL/q0AHT7nWN7hv1BqORClN9PpSxlFsnvPsvXGxeQnXWAymtVTrdSbRs6sw59u82l33/+34BvdDge6PfAv6/7i4J/FfgGmwODpQOb8R5aewfNdU2Uvvc1NwMX0xS0iMbx8x6oLXA+rUELuDN5IeXPL2Kv5wRCOgkY2knAE24CvAf0IirQh1FdO9Gnq4A+XQUMEgh4WiBgoEDAAIGAgQI3nhIIGCxwvm9oJwHD3AQMFbjkJmCIm4ChndwY2knAoE4Cnn5MwICuAgY9JkDo1oVxgs4M6tyZ/j26MKCLG/5ubsQOGEJmSCjnAsO4LfoTAl/4+EDWjRzPpeCF1PiEc0sUyk3RDGq8Z1DjPesB6B8BvmcEtV5zqRTO58Skl/km9j2qblbTbLTTojPRYlCjsRnRWNrR2NofAb7ZdANlWTwNx6eiywhEne2PJjcEbZYfmozxtOQuIcJ/EK9NeQrN6Vmojvujz5yM+uQk2vJ8acsOojpzOvOCuzO0exeGd+/CpGFunN/zHIa8SWjyJ9KQF0lsaFdeHCegYG8YTfkz0eaGYM0LwHwsEHPGJOTveCB8SsDwPj0Y3bcTn8aNpT4jCEP2aHRZnugy/dAce4ZTf3mRQzs/RNVgQWe8i9bsQGftQGvtQGO9S6XKymc/OpPh4mTnWS0vZqXsKiukV1gpvuwcx0spZWVKCfHSUl77Kp85SSl4THmFAV4v8qTPTPqOnUbXwZPpPWoOYya+TehrX7J6y3HeSStntfgCMXvOsUZaRnxKGfEplSSkXGWN5BprxNdJSrlFUsptklJ+Yq2kinWSct6XX+SLY5fZlXcF8dmrpBVd4eS1G1TU1iM5cY7Xtx0hSep0t0uQlTihLysh0QXndfLLJErKiUspJu6hnX68rIIEaYWrlF/+X4C/VuIMy0mSlPwx4GXlj0pcQVJKOesklSSllLNaWkT89xeJl+ay6MO/8P7u/dxobkVtNWFotz/oDr9/Y/tN7Q9ucPfLklq7jVazkRaDnmadzrnj1yipV7Vy+fZ1iq4UkVl4hOT0nWzZuYmYjxKZH7uS8Lfe55XYr3gt4TtejdvJ4tjPeH7h6wRN9WfTqgl0nHzVmaee7oE+zQllnWIcevkY9PIx6ORj0EhHoJYORyUbjko2Ao18GIbUQVhS3LGmjMQkHY5aOp562XTeHP8UMwcLKPvmGVTSQH49PAFNqvu/BnyXTIpRGNNGok8f7WwUVIzFtN8TY/YCbuV9iVWvwmj7GxZrB3c197ief4PcPflkf3GSnE/yyP/0FDlb8zj5SSEntxaQt7mA/G2nyP/qFKf3nOKs4izX8m+ivKGn3fAr7e2/YL3rAvj/APj/9rK/w4He0YHJ7sBkd4Kx7q9GWrBg0jRxN+sszUs/5taUxTT4RNLmPodW70iafOfTKlxI0+hQtIHzaZu+iOwJIymcOxzTd7PQiIOo3zsSfbonpgfAH+cyWRqLIXUMOleVp3HXE9QnT2DXEg883QSM7Spg8pMCUpaNQn9gNgaJEFu6HzqFPzqFvxP8aYG0fD+dkuRZyDdP5+uNi8jLEHPlykUalS3OAC6TFr3F8A8++z8G/m/HHv8C8B96zmC3Y7DZMdkcmKx3MZnvobd00HyzjpxlH3Br4uvUB86jKWg+TUHzaQlegG7SKzROWkTFi4vY4zeJiM7d8evThTFdnFB/UuAE/PAeneguEND9occG3Ye8QMAwgYDhAgEjOwsY0VnAsE7Ox4e4Fgf9BQL6PbRIGOAmoL+b8/chrvcPFnRiUOcujHisE95dBEwQCHiz9xMcnRrO9YA/IfAHCTrx7bjnqRi/gDs+YdwWzeKOcAa1XjOo9ZpFrVfoI7oP/DqvuZQL53No2hK+/XAbVTV1NOis/xz45nLaKhbTdGIS2hOBqLJ80OQGos4S0Zo5kdOScCZ4dOeTmJEo84MxZPpizJiEKmsiyjxf1Dkimk5O5v3XRzKy62MM794TrycEHNoyHt3xKbQdm8HnbwzhmaEC9rwXSPPZebQWjEebE4j6qA+WjEDuFcziwwWDGNmrC09378GoXp1J2TyU+hPe6DPHYMjxRnvCD/Xh58j/KoxT+1NoqjajM/yC1tyBxuJAY3agMt8j/7qaD+WXWC8vI1Z6mlWKS6yQXWW59ArLxZdZIa7k/f1VvPSBjJC5CTwlfJ7OvYfSu/9wevQZTK9+Q+nZbxi9+4+mT393ejzuQY/HPek3JIjhL65i5noZy747RWxKMWuklcSJK1klrmR1ymViU6qIS7lOrPgGcZKrxEudGfPr0ivYsL+CDQdK2PhjEZ9kXGLHj1nklFZy5EwlcV8dJTH5AolSJ/DjXFojKydRWsYaSTmJsgrWyMqIk5QTJyl1/SwnQfIPdviSYhfsS0iSlj0K/j8AflJKOYnJzp3+mn2lxInPs/iLdKISv+DVuE0cPn6a243NqCxGDB2O34Df7vKPf0hG1w3/PvAtv/yMrsOBxmZBZTHSZtTTatTRYtDSZtLQoG6kuvU2FT8VkXHqR+SHk/nL3i+IXbuemMR3eHN5Aq+8sYrFb61g6aq3ee+dCE5LI3D8MA2TzP0h4I97BPha2Wg0kpGoxSNRicehShGilbqjUzyBSToSk2QMOtkYlKl+1O8XcvHbKSwQCVgo7MLFzyfTJA5GneqOTu6OXj4Wfdo4DIqxmBROZ74/Ar4hbTS69BFo0kejVYgwyr2wpg3G+P0kbh5Zh7HlNgbrL1jMHeiuqbmUdp7TOwso+KSA/G2FnN5+hsKtp5zadJrTG89wbvMZCrfkkrXlBLlfZVG4t4Ci74u4U3SHttutGPQWV1rfPwb+w+D/vwl8XbsDbYcDTXsHVqsDq9WKpsOC+m861IYaak8coTFuE20Tl9Aa8jJtXpEo3cNo8ongpk84d7wi0HgvROU5n9bgJajnLeHMc1788FwPqj8X0ZoqwpD2MPDdMaaNxJg2HJ3cE22qB1rFUAy7BtJ+4FkufxPOM/0F+PZz44vFA2iVBaERD8d+RIQyzQuN3BeN3Bedwh+NIpCyfdPZu34iOz9ayNHvd3PlegX1Tbdp0bShMpswWPQYrMb/EqL16GLnd9fEPwD+/fAt/R8A3/B74NvtmGx2TLYO9NYOtBYHTVW3Of7aei6Pf4U6v/m0BC+kJXgBLcELuO4zk2shkfzoMZHYLn15s/cTrBg8grf6Pc2czt3xFwjwFAiY1bMfr/cZzOIeAwnrPYD53R5ncac+vCToxSK3XswXdCdK0JVwQRfCBF2YI+hCqKAzswSdmCXozGzBYy514UVBZ14UdOF5wWNMEzzGFEFnnnPrymRBJyYJnKAPEggIFggIFQjY1m84NwKi/nzAFz3Wlyzf2Vzzj+K2cA63haHc8ZlJndcs6jxnUecZ+ogaPcJo8oig1iOKS77z2ff8KxzcJ+VaYwP1WgOtBhNtRj1qiwWNxY7KZkZjsaI2mtCbTNh051BfnIU6eyK6rEA0OUIsJ/1RHRaiy5vHzjWBeA4UkP1dEIYz47Fke2M9MRHt8Qnocn3R5njQmhVA9mfBePcRMLTHY4x+QsB7b46kLucVDq4NImyYgM2LRlGbMY+ao75oTvqizw7AmhOM+UQgjcen8/bMgQzp2YWnunVnbC83cnYOovmYO/pMd/S53qgyA2nNeQnp5oUUFZ6ittqAzvBXNOYOVBYbLWYbTY7/YHfOTdYlXyJJWkaM+AIx8nJWpl5j6b4yYuVVxOw5z+SX1/KkxwQ6dXucPr16M3jgAB7r3pUu3brRrWdPuvXsQ6/e/ejRszf9+j9Bv3596d6zJ536uNN79AxCot9l2bbjJOy+wCp5GStlJayQlLBSXMpKcZlTkmJWSV1HCslFrEm7SmL6ZdYeqOSDHyr4SJrDZ+KD5JXd4sOULBJ2FToXKSmXiJUWs1pWQqzMmSAXm1xCgqScpNTLxEvKiHMlzK2RlJEoLSVRWkqStJR1srIHwE+SlZAkLXGW9aXFD0r8iRJXbK6sjDWSEuJTikhw9QiskpQSm3KR2O9yWfbJft74cBdRy9/hrYSP2JN8kLKiy9Q3t6G2mJ0NWa6Utz8sUd5fBNh/O6dUW81obBZXp7b5Qbe20qynWa+mtq2RmpZ6alvrqLxeztlLp0j7XsZ3e7/msx1b+XTHFj77aivifZ+QkfwG9d+Hcu/7IOxpTt98vcIdfeo4p+RjMcjHopONQSsbg1rmjXH/DArXjKNptyc6+VMY5UMwyIajSx2OJm0sqv3DUEk8uPhVCC+LuhIzsR+3ZS/Rsv8Z9Kn+GGWe6BT3gf+wxrg0GpNitAv4w9HsH4Eu1R+j3Bdr2jC0Cn8qFEvRNF7FZP8bDv09bh2/wamv8jnzaT6nthRwaksBZ7ed5fTW05zecpozH5/m7IdnuPDxWc5uOcWprXmc/ryQwh2FFO48zXnxBW6c+Inmyy1o1EYs1g6MNmdMr+ZuB5oOp8Wz0dGOydH+UIxvx6PA7/g37/AdDrTt7ajudqDtsKPtMKJ0aPjZ3Iz1dB534j+gaeZStBNeQReyGJ3ffJTeETQKw2nwi6LRN5pmjyhaxkXR4rOQGuFc9FFvUfxCMD9M68vtzePRSQPQyTwxpo11NmemDcGQNhRdqjsaxTjUaUPRS4fTus+Xyzun8uJAAe+EPk6jPARruif29FFo00ejOyRCKfXApBCiUwRzK2UqkvemsXvLa+SeSOHKjUqu3rmD1qRBZdajtlox2swY7ebfYP9Iqd7u0u+uid8D/4/O8l3S/U76h/oAjHbn8YjR0YHG0YHaauPWlZ9Ij3mXTN9I6kTzUE58mcbg+dQHz+PW+HBKhC/wl0792TdgLLkTZ1H5/EtcD55H5qjJrO07hBmdOrHiyeGkBkzn4qSFlATOpdQ3kjLfcKf8wigNDKc4KIKikEingiK4ND6ciwFhnA8I5YzvLE77zqRA9CK5whlk+84k028mJ/xf5Jj/CxwPmM6Pwsn84PMsh4TPku43mVT/yRwQTiJP9Dy3/ozAnyjoRbHvLG4KQ7ktDHMBfzY1XrOo9wx1ymMO9R5h1HuE0egRTrN7BHc8oyjwX8BfIt7iVM5JajRKmgwGl9GO1eVGZ0Vt0aM1mdHp9Fj0Siz1P6LNeRZ9bgitx3xpPCqkMX0sumPPUbRnFlF+XQh4SsC1w5PRn/bDkD0Oa6Y/phMTMGb7os92p/WoBw3pE5n4tIAhfQSM7O/GnKmDSP32JcJHurE0oBfNhxZhyZqB8cR4TNkhGLMDMWUGYc4M4mZ2NM8HdGNoXzee6upGyNMCrkpGocnwQJ/liTHHh+asCVQXxrDtg6WUlN2gqdWEznAPjaUdpd1Cs91Bhfoe76dXkCQpI0FcyYq9FSyXXOX13SWs219F4u6T+M5eiqBHf3o93p/efR+nV88e9On7OD2eeJLu/Z+k5+NP0bvf0/TsNYAeXfswsN8TDHi8F317dKZ/r6fo2WM4bl3G4hn8KklfZ7NcepqY1AuskF9ihdQlyUVWiC+xUlxKjLSMeHkVCYqrrJFfY43sKomyKjanlvHel6l8n1/MziOnWfnVcdZLSlm17wIxkhJWyEpYJSslVlrqhLyk3OnKJy0jQVrqgrlTa2XOM/oNsrIHhjxJqWXO8T1ZCUkyl+Oe/BKJ0ovESy6yat9Z4iSXSEqrIFFRTqy0iEU7jhD5wXdEx31A1FsrWbx0Oavikvjq6+8oyD9FTW0drWq1007Ybn3o/PLRG5zO4UDnaEd3v6z54MZme0TGDufP++N9SpOBFr2eZq2W2pY2rtXUUHXzBpfKisk/W8jJM/mcOptD5dk0mjOTMO5/AXuqEIvCC32aJ7pUd3SycRjk7hjk7hjl7hik49BJxtImD6TyLzNZOUbAlc+9MSiEmNOGYUx9ApPiCcxpA7ClDeJXmQ9mRTBHE4cyd6gbSwN7UL57FqYD0zFIvdGkemJIdf8d8O9rtEujMKQNQ5c2HH2qLwa5PyaFJ23pz3BGshRl8000+nvobmkp31PG2U9Oc2ZrPme2FnBm6ynObj3D6S2nOLOpkFMf5XNq4ynObD7DuS1nOb35FPmbTpH7cT5ZHzlV+PlFLsovcf3cFVpvt6FTWjA7fkbZcY+2ux1oHR2YbR1YbA6M7f98fO/fBXxdeweqe+20/s2O6T9tWE3N3Dt7GuuHO2id+hrKoEXUTViIOnA+Gt+5qIURtPmEo/QJRyWMRC2MRuUThdI7Eo3PEvQhy1C9uITKF6bxQ9BAKjaMo/3AVEwKL4xpQzCkP4VeMRSdYjQaxWhU6cNRH3anRuLLvsXd+Oj5zvy0yxddmghTqjdmuTfWVG/M6d7o5GMwp4r4addEZO9OYtfWlZz4QUxlVSk3G+to0KlR20yo7XbUHfdci9qHoP6H33PndfF7uP+9isg/e53hoaMBU7tz8abp6EBls3G9ppqDO74lJWgO17xm0zJhEfVB86gLmsc1nxlUCV8kf5AfNwJnc104gwafMLRjw2j0DOei/xw+HDCC6QIBK/s+Sa7/TDRjItGMjqTZ3Zln3+oVSYswkmZhJE0iZ+Jdk08kjd4RNHiF0eAVRrNPBM3CSJpFUdT7zqXWby41/lHU+Ec543d9I6n3DafOL5wa/3BuB0RwKzCCW4GR3AqMpPrP6LS3+ilfKoWzuO0zi2qfMO4IQ7njHUr1/XN7zzCXIqjxDKPOM5xGz0hu+SzkaOB8dq5YR8Gl87Ra9M6xl98D32xEa3Sg1xvQa2+hurkHVdZkdNnP0XbkeVoOz6D2RARF+yN4Y2ZvBncXMG6AgNqTC6g55oUqZyzGbB9MJ/wxZQagyxSiyxChzQjhBffHGNqnE0N6dcPj6T4849GPuV5ulO2bjjFvNuasqZiOh2DNCsGcHYI5MwhTZghFB0PxGCrg6b5uPNVdQLhIQPOxAGdnfqYXppMimjOfofzIa+zasY7rNxvQ6O3oTR0ozSaUd620/fxXjpY18V5aBYmSCuLEl4nZW0GM5Apx8svEf5OJ77S5uHXqhqBTd/oN82TsxBk8O3c58+O2ELtFTOymvSx/bycr3v2WJTHbmDp7KSM8n6VH/xG4PfY4PfoMpVuvYfR4fByd+4yl+5AgFm5MJi6lkBjpRZZLS1guLWWlpJiV4mJixKVOlzhpJfHyKld++xUSpJfZmFbJhs9/4PO9P3D4QhlvbVWw+tszxKY4Y2UfBn7s74C/RlbyEPCLHmidtPTBDj9RXvpb6p2rM3+trJhE6TnWSM6wXnaBxORzrPwmh4UfS5m95jOiVm9g/vLVLI2PZcP7Cez4y2eI5WmcO1/ErZt30On1tGnV6OyWR/3Rf9e49Nsc9t+7EbrUYUHfYUFrvy8rWrsdra2DVr2NmhYNdW16mjVmGpQGapp1NDXW0nBBjPLHtzArnsWq8MeYJsKQ5oM+1Qu9zAOD3BODzBOjzBOT1BOjxIMWyUTWz+7Py6N60XpwNbrvl6BMC0CZPgzV/uGoD4xCd8Cdxm/Godk1FMdBf3LeHc28kQISnunOT3ufo1URgDrVD0Oq1z8B/kiMihEY00ZjTPVEnyrEkOZHfXooubIkmlsaaKg1ciO7gpJdFynclsfZTwo5+0khp7cXULilgILNeRR8fJK8jTnkbcyh4ON8CjcVkr+pgJOb8jm5JZ+cbQVkbsrh6MZMftx6hJN7Myg9VsyV0zdouaPGZPsVg/0XTLZ7mG33MNvuou9oR/9PkvX+nef3+nYHpg4TfzOruVdWgu7dz9HPWolSNJcWn2iqA6Jp84tG5RtNmzCCNmE4SlHEA7UJI2jziqbVcx6tfgtonjQf/bxXuDJjCukhPbkc64kl+RmMci90aSPQKUagU4xEkzYSVfoItN+PRPO9P+c+HMK1L4Ro0yagTxNhUHhjlHtjSfXBLB2H42AQtdLnSP/oBXZueYPc3B8oqyqjurmeRq0KpdWIym6jtf0ebXd/RX33Z/TtD/2v/sH3/MG18I+A33HfnfBfB77B4UDbbkdtNlOjbOXksSx2zllMjs80qoLDqQ1eQGNANHW+YSifXcgd/1BaJsynJSASlSicRv8wbgRGcHPSfM74z2DLk6MIEwiI7dWfs34zue4fwQ1ROHeEzvHvZqHTO7/epQZhBPU+4dR7R1Ln5RwPbxZF0yyKpkkUTYNvlMt61+m/7zTtCXeZ/oTTdF8iZxBPg++fEPjfjpjOdc9Z1HnNosErjFrvMKp/L68wqr0iqPYKo9ZrDvVekVwTLuT4jLfZtfULztT+RKNejdZoQW2yoDFbnbLaUJstaA130Rv0mM1V3Li0AfPJKO5IppL65hC+DB1BQugIpnl2x6u/G8O7d2PSyBGc+CoMa+Wb1GeMR3dyIm0/+mPICkJzPBjNCX/UmR4sn9OHIb27MKhHZwb16oxwmBvHd0xElRdG4xEh1rwQrJkh2LOc0LdkBmHKnMDJfdMZO1jAoMcFPNVdwLoFT6PMCkKd6Yk60xPDSRFNGRPIF4fzY9oOquuVaIzOUZZms4q2e1Yut+rZebiE9dIiEiTlxEuvsEZ2nVXJ5azeew6f0OV06vYkw0e5E7Z0A0u3y1kvLiBBfIqYfQWskp5jtew8q2XniZdeID7lLGvEZ9ggP8PCj/fit3AFvYf60KnvUHo8PoRejz9F515PMsJvNis/PUSCpIRl0quskFSxSlJGjLiU1SmlxIhLiRGXEyutZJWkklXiy6ySXGbZd+eJ+fgQW3akUXTzKu/vPsqqvxQQl3yRGEkJK+Wlzuz4B1nwlcRLncY6CZJi1riUKL5EkvgSSeKiR3b9idIS1khKWSMuJVFymXXSn1ifWkGS/Cyr9h5j6Ucy3lr3Ha8mbGXh6vUsjo8nbn08G7e8y7fffcrRozIKT2dz+co1qusbaFOpaVMpUerV6B2/WaRqXfD/V4FveCgu9fc+6zqHzXWW2Y7W2oHa7EBptNGiN9Oqt9KoNtJUc5W23C0Yv5+HTR6MNdUfY5ovhjQReoUQg9wbg9wHo9QLk8QTq0zI336YwO3dkwh+ujOBPbvz9vhhbJojYs+ycUgTh6LYMJKcL4LJ+zyEy99O59YuX67tHEWN4gUOr3+O2QM68X7oAH6SvUBrWgAGhcc/Af4YjKnjnMBPdzr8aeT+FG5/lrz9n9HaouNmWTOndx8l/9Ms8j/JpXC7UwXbc8nfdpK8zTnkb8rm5MdZ5H6URf6mXE5tzadgaz552/LJ2ZpL1rZsMrdlk7ktk4zNx8jacoTcLzM5Jz1P2bHL3C6tQ9tkot36V2zWv6IztWPs6Pi7wH/QzPcPusn/W7K1Y7bauWfQ8mtZOYYv99E8ZzmakMW0iqJpFEZQ5xtBkyiSNlGUC/BO4Kt8I1GKIp3gF0agFEai9IumLSgK1eRotLNeomTKcxwOHMSVOG/0ycHo0rzQpI1Em+qEvi59FPoDgzAe8EIvD0ErnYhB7o9R7oMp1RuTC/im1EDqJM+TvnEaX334Cj+kfUvlzRv81NBAs0aJ1qjGYNGgt5lRdfxMW8df0bTf+6/Nqv8D4P8jPdwA+8iIn82GzmJBrzfSZDBScv06+z78mG8nT+XHZ2dSFBLJLf9IWgPn0uIbToNPKK1+EbT5RqDxjeLO+HCqgp077Hr/KCpDIvhmhJBFbl1Y2bs/h/2nURwSyeWAcKp9I6kXRlHvF0mNv1P3A9yqReFUi8KpE0W4FgYRtAojaRFG0OSC+2/++07gP6pIGkXO6sGfDvgnAxZzy3MWDR6zaPAIpd5rDjXeYdzxDuO2j0veYVR7RXHLaw513nOo84qiXLSAtNlvk5wi5ry2gRpVCyqt/g+Ab0Vr+BmDSYfeeJayUy9jyAvGmjedsr+IOJE0kg8WDGNFxDCix/cl6AkB/r3cWODVE8laP858E0DTkVm0/jgNXXYwmmMhaE74oc4axnfv+OPxZGeG9RbwdC8B7yeMovH0dJR5U7CcmoI2wwNzljf2zAnYM4OxZASizw5he8xQhg8QMLCvgKF9BOzZMAFldgDqzHGos9wx5HnTmBHM4R3PU5CtoLpFRZvFgrHDSKOlmeYOC7mVtXyiuECS+AJx4lLipE6P9jUpJUxbuh3BAD/cn53P8o92ESM+z+t7L/DWnnPEiC8Ql1pKnKKS1alXiFNcZY3iGomKayTKr7BGWkp8ylnWSgqJ3SFjzlvxPDF8DL369mTgwAF06z0S4bQ3SNxbxDLJTVZIrhErLWeVuIxYcZkL/uVOpVQQk1LJCkkFb+y+yLKPjrFtx36qW2+RcuICsV/ls1Za4gS+rOyfA19cTFLKJdaKi1gjKSLeBfq14lLWiotZm1JEUsolEpPLif2ukqVf5jD3wz1MXr6WhUviWfH6atasWsXWTUl8880HHDiwlxNZB7lUVsiNmiruNNyhobWFpjYlOoMJvcmIyqDB2G57AP1Hd/n/BuDfP7e0O9A5bBjsFnQOZyhRs7YBZc1pVIdXYpBPwybzw5Tqi0HhAn6qEGOqEKPcB7PEC7N4LB37A9CLfTkQM4TH3QQMduvDuE7dGSkQMNLNjSFdBAzqJmBITwGjegmY0EPAs08IeH6QgJc8urIyYAgv9OuMf08BH0QP4rZUhD7tj2D/MPBHY1CMQ582Fkv6EPSKkdz62pMf3p/GtfMZXK+q4/SPJZzfe4y87Rnkbc8mb1s2+S7lbc0hb0s2+ZuyyP0og6yPTpC7KZP8bbnkbcslZ1s2WVsyydj6m05uzaZwUyY5Hx3n+OZjHNt2jDPSx4S8VwAAIABJREFUQqpyL9NQ1YJR1c69X/4PhvYO1/ies7R/X8b2dsx2Z+nfaP/vA9/4ULOm86zajtHm4K6tHdv1GzR9uZdboW/T/NxrNE56mZrxzt1fkyiSVt8olH7RKP0iUfpFofKPRuUfjdIvyvmYfzgqP6c0gdFox0fSLAxHOTOG67Oj+H5CPy6uGoZONh6tYjTqVCf0DYrhGPYPwJQ+CmOqHwapP0a5Fxa5Jxa5l/N7kupLreRZDmx+gS83vszh/d9RXXme2w0N1Ku16AwazIZmHKYWLFY9uvZ21O0/o3Pc/5z/PwPfaMakM9FkNFLWUk/B+Xy+WbuczdOnsc9/CmeDw7gtCqNNGIEmYB5K32hn8p1/BLf8w7g9PpJav0havMNp9Qynynsme0b48LxbJ17v3psf/KZSPCGSW/7O7Poa/0iq/0B3fMOpdUG/WRhBmwv4zb7hTokeLelXB4RzKzCcn8aH89P4SG4GRtDkG/bnA36e14vc8ppJncds6j2dZfxqr1CqvUOp8Qmjxse5s6/2iOSO52yafOZQI4yiIHgB3y5YTm5hIdfULbT97KDJbHAF5VgfSGV1JrdpDDVo9PlUnFqKPmcq2swJaDKC0ZwIpjUzhObMSTRlTKPm8GSuKp7l05d6sdhbwLzhAjLe9cCe/zLarAB0GUEYMn3RZnlRmRrJxEECPPoKmPesgPIjE1AVBqI6KUKf64s+0wPtURH6Q8/wc854lIeHUZ/pyXMejzGkv4DBA7oz5kk3Dn8xjbYcX9qyRtGWNQp9vge1GRORb3+RspJTVGuVtNp1WP6qo8Gk5KrWwc6cq7yTeoHElPOsEpewSlrF6uRi1n59BMHjo/Ca/jqrvs7i/R9+YnlKGSsl5cRInCX3OHnFg534Klcm+2pJBbHSCuIk5cSKS4gTF5GUcoaklNPEffMjkxa8jqDbY/TqN4BufcYR9fbXvLnjLGsU14l1wT5WXEGsK6kvRlLxwNr37ZRSliuKiVr3HUfyyqmpayLz0mUSvk5nnbiQ+JRyYsTXWCVz+sg/GL2TlLl29pdITCliXUox61OKWSsuY42klOXSUl7+ppD3xGV8LC3hvb1nSPomi9WfHiZ86XZeXPg2c994iVeXhfJa+HjWL3mRzWteQrzzPUouZVBxo4rSn67SZlLTqG5EaVSjNhrQGIwYrDaMNuds/e/h/NuNqQOjowOD418tC/+dGeb7CweHDaPDis76N8zWu9jVV6nOXov+4PNopX4YJD4Y5SLnOXmqL0a5LwaZEINUiCnZg3tpnqj2jqV630xmPClgdCfnmNGoLp0R9u3OuMcEjHYT8JRAQE+BgP6d3Rjs1omhnQSM6CRgrJuAcQIBwwSdGNzFDY/+At5bMorG1Gcwpbr/pt/B3pg60rnDVIzEJhmKWuxL9uchHJMlcbXiHEfTsji+p4CsT7PI+ySH/E9yyN+eS8H2k+Rvy3WCfUs2BZtzyd+UQ8G2fE5uziFvSy55W/PI25ZH4Renyf/iFCc/KyD303zyt+ZR8HEOORszydh4guMbj3DoAznHPtvPWelJGk7fxFFrxqC1YbLcxXT3F/T37qG514H+ntOv39lNf78h7J/J9ojM7XasdjsOmx2H3Y5Sr+OXex38x+2b1G/fw/VZy1BOeQP1xMW0Bi2g0T+Ker9wmv0iaPGNeAT26oC5qAPmPgT+SJR+4U6JwmjzDqPRMxTt5Neoe3Y+TRGLyPX3pmiJiPrdIpRSLzTyYejSB6FLfxrDgTHoFZ4Y5O6Y5KOwKZ7CqBiNSjGBOvkMxBv9+WjLTFIPbKK08hyNjU1ozGbUZjM6iwmT3YzRZsJot/x2VPEI4P939Nti2O5KV2zHaG9Ha7TQqNVxW6niZl0Dhfl5vJ+wmqQ5M/koKIRzIaE0j5+HJmghdYFRXA+KpMY/3BWzHk69KJxmURitPmE0CiO45j2Lk6MnsbhLN+YLunJU+BxX/MK4I4ygySeCVmE4zaJwav3DuRMYzu3AcKr9w6gRzaHBew4t3nNoFYXT4irZN/qG0yAKo0EURp0ojDq/sAfvux0UQfX4CGrGz6E2ePafD/h3gqK54zWDao/ZVHu65Dq/r/UJo9b7PvCjuentBH61KJqjExbw9VvxFFdWcKu1ibafHTRbTf8V+DYzWqsJjaGW5taTnDm6BE3mNLSZE9Fk+aLJ8kSb6Ys2Yzz6zBC0WSG0HBlPS9Ys9PlzafjhBZTHXqTuQCDaTH90mX4YMkXos0RocxcR7dmJUJ/enEldRGNuCLo8Ibo8b3QnvTFke2HKCkJ/fAqqg97YC5/n+rEZTHHvyhPdOjOgT1dEI904kzqD1hwhyuyxtGWNQZPrzk9HJvPtpmiu3qiixtCK0qFGd1dJq8PK2WorGw+UkiA9T3zKBVaIy1kuqWRNynkmL0hgkPc0lm9LY628hKX7SliRUvYghS1GXPoQ8EtZLSl7oPvRrKskZawSlxGfUswqSSlrFEUs+yKViKUx9B86nO59RjDIYw4bkstZtaf07wL/fnjP8uRLvLrzBK9u/JbC0uvUNygpuXWHzw4cI2HnYRKTS4lNvsZqqRP48dIKEmTlrJGWurLqi1iTUkRScgnrk8vZkFJOYrKzEvDOweskfZ5DzIdyXo77lOjl7xH5eizL4xNJSHqdjR+Ec/zQMrTXtmOp/gpj3R7qrn5DycWvKb+SR3XrdWqVd9DYtNSrW1CbTGgMZnRWu2vE7n8T+M6ZY53lF9otJkw3jqDJeB3jwRC0ciE6mRB9qhP4+lRf9HJfDDIRBpkIa6oQw94h/HzkGfa+0p/p/QV8t3A0e98SsiykL/7dBUwd3IOXAgcQObYTcwZ15oU+PXimv4BJAwQE9hAw/jEBgZ0FeLl1YphrjvjZJwVc2RnwT4A/Al3qSHTykZiTPbj93SQOfRlJYVYyJWfOkiHLJPvbU2Rtzyd/+0nyt+dSuC3Pqa15FGw56dTmfAo251G4LZ/8zbnkPwT8vO155H2ST+bmbLI2Z5O9KZvcj7PJ+TiLrI2ZZHx0jIwthzm2ZT9Znx3i0r6TVB2+SH1FA5pGEyqlFZ31HoZ7P2O4exez438GfGO70zLW3G5HZzZisVj5zzY15t0yaufG0xL4Cjq/l1D7z0cZOI8Wv0iafJ3Ab/aPoM0/CmVANMrAuahcUgbORRkQTZt/FG1+ESh9I2jxnkOTZyiNnqEoA6JpDZpLy5SXaJi+mJwJHpyPGU7b1+PRir3Rpo5Akz4Y7cFhaPYPR5M2DINiCMa0oagVvjQfiuT4tmns2DgDyaH3OF9+lFsNN6hvVaExm9FYjGhtlke75dsf3tX/71gV/yPgGxwdqC1Oe/EmjZG6Zg1Xbtwi7dB+Pt6wmvgXp/C1TxCFPi/QEDifFlG06xw+nDrfMOpF4TSIwmkQhtHokipgLkr/efwwOphlXXuz0K0ru0f6UhkSRatXBM0iZ9NddUA4tQHhNPmFU+8XTrXvHGp859AgnEOLyLmzfxj4dfflG/agnN/kF0GjfwR1gXMomTzzzwf8Zo8wqj1n/gZ7z/uuenOo8w6jzjuCGq9wbnrP55owjFphKDf8ojg0eSEp72zmSnU1jWo1GruNNrPJFYPrgr3FgspmQmsxoTW20Nh4gbyDS1EenYwucyK6LD+02Z5oM8ajO/Es+sxJGHOmoMmcSEtmMK0ZgTQdEdKW4UfrcR/UGSK0mUIMmUIMmSLajk7i43nd+XTpIFpOL6E1U4Qh1xtdrjeGHG+MuT60/OhL2/HpdORFozz+El/F+uEzUMDQx59gyIB+BLm7UX4klKZMX1TZQtoyvWnL9KYo9QV2fLSc2/X11Jua0Vl1aO0qWu33OHSpmYQ954iXFROTUsLbksu8tfsSCbtyGRIYxYRFG1gnPU9M8iVWiMtZKS5ntaSc1S7ox8krfothdUH+YTmfK2WVpIhlsnJiUstZJz3N+7sOMSViMd36DadzPyGvbNhPYnIlceJyl5zAj3H9zeX7Sli2t5iV+86z8INkEj7dx+U7tSjVan5qauCH0xeI2ZrMu/sukpRyhQRpJfHyStbIK0mUOz30E2XOUbs14ksk7DvP2n0X2JB8ifV7L7Lyi2xefS+V+W9tJfLVRJasXs872z/hm31fsuubWE4ciqPlp4+5q/qAnxvf4ueGN2hvXoldsw6LbjvXK7/lStVBDNY7tBpa0NicyYpaowW99f58sNMl7Y/Gjv6vAN/RgdFh4WfTDXQXPsH4YwTGA+PRpArRyYW/wd4FfKPcF4NchFo6BlvaWAwyIV+HCTiWMAJD6mSMB6bSKJ3NX+YO5rmnBOxYEczNtKXc+WY+yt1vUrxjKhe+fpacjSKyNvhwPEnIriXD2L7oSbbNf5xdr/elYZ8Pxr8L/FEYU0dgko/CJPVAK5vAmS+fR/7lSsoLCzl/9Bw5u3PI3ZFP7tZ88rflUbDtJIXb8ji1LZ/CrXkUbrkvZwPfqW35zt3+5t+An7M5h+ytuZz67BTZm7Mp+KSAnC05ZG92QX9TBjnbj3Ns80GOfryfE1sPkPHpIc4pTnM17xoNVW3oW9qxWX/B5riLrf0uFpsD00PBL/8d4BsczmMedYeF9rt2/kNjwHYoH9Ur71Lv9zI6z0UYveehEkXRFhBNi18Ezb5htPiF0xwQSVtANG0u4N+X87EoWvwiaBGF0yIMo8krlCbPUJo9QmnxDEXlG8ltz5k0Tl5ATVg4GVMHUbLUE+23z6FPDUGlGIPmwCg0B0ai2T8Szf4xtCoCuS17gZwds9j9fhiK5Hc5U3yEutYbtBlUtOoMqE0m1GaD0+f+99/N/4eAr7O3u4LD7ChNNlo1ZlpVWipuXePHo6lsT1rOhsnP8K0omEt+s2nznUebZwQNwkeBX+8TSp3XbOq9Q6n3mEmLKJKGoAUcGDOBZf0GMEcg4PNB4yjzm01z0Dya/SKoDgynJtDZXNnkG061Xyi3AuZQL5pDsyiMJpceAN/3PuzDaBaF0yIKp0kURrXfHK4EzuTwzFl/PuC3DHuRmv8C/DnUeDlhX+cdQY13BDdEC7gcEMFNv9lcDojgwAtLyNgn53JtLVqTFYPJjNr46O5e+QD4FjR6Hcq2m5RmvE/9/iDUx4LRZ/qhy/ZEl+mLPjMIQ3YQ+pxAtNn+tGR4o8/zxZDvR2vGOBp+HIUywxNtpg+GTCHmLG+0J4Rc3+/FnYxptOZNQ5vlgzHbC322D82HR9F2dCwnPhzA+hcEfBndgw0v9GHikE6M6Ctg0OO9GDywD8HubuTunkr9sSBU2cG0ZYyn8agv2d/NYu+3X3O7uY0WQzMWoxm1Wc/1NjNfH7lCwt4S4mRVLBVX8qakirf3XGTJB/vo4T2H6E0/sia1khXJxawUl7NSXPYA+KslZcSnVj6A/98DfoyklOXyS7ypKOcteRWx4hLe21fAh9/8gPCZ6XTuN5qQOe+wdk8Z8eIK4sUVxKWUszqlnJUpZaxILmNZcgnLkktYtfsMryR9xS7FcWqam1EZWqhvq+PStat88FUqCZ8eZe2uSySKy4l/EIpTTpK0jERJMUmSS6yVXCRuzykS9maw/AspL2/4koWrtvD/tXfmcVGcef7XyWyy89vXzm+SbH47sxsTHRVobhUlmkk0JiiXRGMykp0jMYiaxCtmYpzMhMOY2xjNoUgD3vGIINCAJ8YDjyioEeWmoZu+6Qswm53Z3dfn90dTWDxUVVdDN7bh+369ntdksKvqqXqeet713HNffAOLV6Thg3Ubsb/oaxw7U4LTZ7ag+swq/N2Qib+1paLrxhPorI6Aozoc1tpHYG54EpamZ2FvSkNb7Rdoqi+F7T/boXd2wOTsgtnmWs5TcIERXrB0drlk740BX12d3YuVfA/7TQ0sjV/BWPwCunY+Bsu2SJi2hvUVfnezvnlrCLQ7x8CybQy6dk1A00YFTFsnoj1vDKy5ATDmjUfb9ieQ/tsHMO3BYdj7+gRosmfAuWMidLt+De3ukTDsGg3zzrGwfRWE9nwFdAfCYSyYAHXuSJi3jXGdiwu8OfjWrQ/DuvVhdCjHwrk5DLWbH8WuzDjszdmIswUXcHzLaajeL8HhzDIcySjF4TWlOLqmFEcFhX/IFbgaPk/4BW8V4KPnP0bBXwpw6J0yqNKLUZKpgipDhdJ0FVTpxSjOyEdRxgEUZe53hYy9KH5nPw6tL8GFr75FbbkaxjoznO0O/PC3v7v6pLufu6WTS0/XB1x7ZwcTXJLvGZPR4YDNbofJacUPeiPsXx9DbfKb0Ea9AHvYH2BXzIM+7BlouiWuiUhES1gcWsPj0RKZAE2k60NAO242tOOehiYyCZqIWWgJd0lBHRIHtSIW6sCZaA2MhSYgFrqAWLSMegqa0EQ0RiSgJjoO6jnP4OuJD6Hw6RFo/uQpmLZOhmF7OPRbw9CWEwx1bgSubpmOvelT8PFrMdi1ZQ3Onj6CqzXXoG5rcW313F27N9jaRYTf1R0GT/Ziwjc6XTuemju/h8FxE3pLB/TGdtzQqnGp9lsU5Ofg/VUL8eenpkEZ9htUhM7E9dAE1IXMQkNoIhpDE9EUmoAGxUzUBbrWe2kOioU6OAH1o2fgqiIeh8NjsOSe+xA7fDjeGTkW34bNgCl4FjShiagf56rhN3dv4V4XPhNNIXFQB8eiOSQWzSGu2nx9WG/hq8Pi0RwWj5rxCbgwKQ5HfxOPnFdeHILC//VMmcJ/BpURSbgSnoAzk+YiK/aPOFRQjEsNDTBa7DC3WwWF32Zvh95uR5vJApOpDZePfY7K7EdQv/sRtBVOhKE4DAaVAiZVKMwlITCVKGAuC4WxJAS6IgWa94+CpuDXaDsYgLaCIOgPBsFUGAhr4ViYCkaicf/DsJRHo/lAIMyFQbAUBsFUpIDhYCDMxcG4ljsOR957AjkLH8biR4bhidHDEPQvwzDyvmEY8X+HY8Tdw/D2b3+F2n0zoSt8ErqCyWjeH4396+dg/4FiVDdpoDFrYTU70Gq24ptqHf6acwrLlJVYkFWF+dlX8KLyMpZvvYDY+atwf1gCXtx8AanKS0jZdBYvKy/2iP3V3G/xSs4FLN1a6fr/Odze667/ZYWfmnsW87d+i5dyq7BIWYllWefwZ2U5Ut58F/9w7yjcOzoeKz4/jSU5XN+/q8sgNesCUrIuIGXzeSzYVIFXPi3Fwtc/xKETF9CoaUVjWwPM9jZca6hBbn4Jnlu6Fi9/uA/LNp3E0k2nsXzzGSzffArLN5/Cik0n8NqmY1j4QT5eyNyF6YuW4PEXnkPsC89h4Rsr8M6HH+Ho8aO4cOE06uvO4fr1QjRe+xi2ulQ4a+eiq+Yx/HfTBHx/IwidN4JgqwmHuWYiLDemorPmBXQ0paG2ejNajN/B+cMPsDm7YLY7XIuBDGLhxonH5OiA03kNzWf+Ct3ep/C3PZNg2RYO87bwPrK3bA2HdWs4zDtCodsXDOOOMNjyxkO3KRD6rNGw5ASgPScCxq2R0O4OxLWvHsPr8f8XM++/C8fWTkfjjonQbB0FXd4omJRjYMsOgiVrNIzbH4T9YAhackdApxwF27YxooP1rFt/DWveaDhzgmD+PBJH35+CLzOex5nDJ3B65yUc/vgbqNJVOJZZhuMZpTiaWcoTvHA4vOaQq/+e16SversYzyuSMfln0dj40gYUvVuIojWFUGWqUJpRhtL0EqgyilGcUYjizAIUZ7hCSXoBCtPz8XXGAZRvOo3Kwouov3gDprZ2WDu/h7nrJswdrp0dzZ03Yeq8CVNnV6/BlubuYOxywNizY6IDP1js+C+jHQbVaVz549uoHf876COToR4ZC0PIHDSNn4OWcbeE3xoeD01EHFojYqEZlwDNOJfwNZFJaImMgyYiDprujwJ18Eyog2ZAHTgD6sBYtAbEom3MTBiC4lH70FS0hs2C9fHfoyE6CY0JT6Nsehg+iboHZ1ZPwNk143D+gyhc2/gYrm6cjtzVUXhv+W+w8b2XcfKECteu16JZa4TGYIDeaoWpeytbg80Ko8MxuHlelvA7ewnf6OyEufMmjI5O6C0OGExW1OhaUG9swtmqUyg6shcb3l6J9fFPY0PgIzg2eQ6qI55GQ9hsNIQkoSkk0bUhm2IGGhSxaAqOQ1NwAm4EzkDrmDjogpJwdeo8zP/nexH7059i40MKVEfGwxCcCF1IAurDY9EcEY+WsJlQB8dAHRKH5uA4VzdBaDwaw+JRFx7fMxWvOSIezZGxqB0fi/OPxaMsfjb2zH0O+zZ/NPSE3xCSwGvSj0NtoEv2dUEJaFAkoUGRhHrFLFwPnoXaoERcDp2L4sdewJuJ/4Gi86dQazLCYLFBb7Wizcr039vsaLNZoW23oc1sRbNOj9rr55D/2XzsfncqKvfFoubgI2gojEbjwWg0F42HuigEDV8HoK0gHPqCCOgPBEF3YBT0+aPRlh8IXUEg9IUjYSx+GKbi0TCXhMKoioAuPximAgVMBQoYC4NhLFLApAqGoSQchrIoGA9FQVs6HvUHw3EuJwglHwdj65+C8VbSv+H50Hswb+xPkBbzAHYsuR81X8Xgi7TncOLsRVQ3a2ByOKA3O6Hr/F9kFZ3HquwTWJz9LRbkXMUrmy8jJfsSluYcQ9hjcRg1eU73yncX8NKmCpfku2XPFz4n+yV5F7Ek7+It+XeL/9Ut32LZpitYlnURLyvPIjXnEl5SXsXCvPP40+YSRD75Bwz/l2i8+G4+Xs09j1dyzmGx8iwWZp9FypZvsWDTVby86Tss3ngai97bhY8+344Ll6uh1hugszphsppR31qDk1fOIjPrE8xZ/jKeXbkWL7y9GQvX5GDxmlwsysjB715bjzmpf8XcBW9g3qKVmP/aCqz6YBU2bn8Ph08dxLWaG9Dp6tDa8C3qv/sKxqYP0alNQVfrk+hsehyO+smw1UyA47orWG9MgKUmCraaKfj+Rjw61bNhM6+CzlSAdmsL7FYnrE4HzJ0OGG46u0fec7XAW02appviTfP9F34HrI52GL/LR0v+76HbFQVN7hiX7HnCN+WGwtQ9eM+6NRzm7WGwFjyKc2sVaN4YBXteFOzKcDhzQ+HMDYM9NxS2vGBotgSgbtPjeC/2QTw36h9wIOMxNG+bhLbsMNizJuLmF1Nw88vHYMmeAkPeOOhzQ2FRhsOaEwBr3ihG9KNgzRsNa24wrMpIGHOj0LQrBhtXTsXerI04dfAMjq0/imPdg+uOp5fheHoZjqWX4XB6CY6kleFweqkrZLgG73HCP5RZhtJ0Vc/AvUPppTicdhgH3z6IxdNTMeqeEXhmyhx8vHQ9ij5QQbWmFF+vykdpeml3Tb8IxZnFKM4sRmFmMYrWqFC0thRF75ah7KNinFYeRWVJFeoua2A03URHx//A0fU/sNz8L+hvfg9DV6dL+F12WLrsMHbaoO+yQ9dlh77TDkOnHWanA3/TWmApOIFrL6WhaepLaA2ZA034HGjCnoYmbA40kXN6avjayFnQRCRCGxELXfhMqMfHovWROdBEzkVLSCJaImbAEDITurFPoi00FurgGWhmhN8aEAttYBw0ijhoQxJgDE6EIzgJ1tBZ0D35LL6Ji8V7EQ8jfUYgMn4/Hu/Mj8J7L03BqlVx2JSzGoeOf4WrNy5Ba9ahzWKGzmSGwWbr2bXO0tHRPRKf33Tvg3zu9j1wdSHwm/FNHd/zhO+EydEBk70DJpsD+nYbdDbXCpbN+hZcbryKotL9yMp8G+8/Ow8ZYZNR8uupuBqWhLqI2WgInYWGkHg0BMeiMSQOjSFx3YPsEtAc4po22RD+NC5PnI3X/+XfMXPYcLz1y4dwMvwp14DKoDiog2ZCHRqPhrA41ITH4bvQmaiNSERtWALqI2ahfnwi1OGJ0IQloikiHurxcbg2aQb2TJuGLSnP48An7+D8udNDT/jVATGoDRIRflASGoJmo0GRhDpFIhqCknA+dC7yJs9DZuoynKj7DvVGI/Rmq2ujEpu1r/CtNmjbbdCarVDrjbhRex3H87Pw6Vtz8cnKidj9bjRKP38ch798FMe2RKPywHTcKJwGzZ5HoP8qCsa9YbDsD0X7gXC07x8PS/54WPNDYDk4BpaCAJfgC0JgKgxzhaJQWIpDYVIpYCoJhFE1FnrVaLQVj4Sm6EEYDo9E26FR0JQGQHd4EprzH0Pd3hhcVD6J/Dfvx/EP/w9uHIzBhnd+i1MXL6Neo4fB0QWtxYET1UZ8+NU5vJlbgZe3XMBi5VUs3VSF1OyLWLhJhcDoJ/DwxFk9A/IWbDqDV3Ndzfev5n7bI/Zl26p6yZ4LXA3/5ezzeHXLt1i+pQrLt1zCEuUFvJxTiYW5V/GisgKvZ5UhaUE6ht07Aclv78bi3Aoszq3AopwzWJhTgdQtl7Bo03dYtvkKFn2swot/2YBd+YdQ09QCtd6AtnYHdDYL1KYWXNfWo+TccWR+uQ4vvLYc8xYswm/np+L5lxbj+ZRX8PsFr+J3KYvwymuvYe1HHyNfVYTzVyrQbLgGc4caBksDjIaT0Kl3wdKaCZs2GdbmR+FsehT2+kfQfiMK7TUTYa+NRkfDZDi7Q0ftZNi/mwJb7TS01SXDatgMrfoIrBY1uv6rE+bvO6D/T/utqXZMX73ppvNW8FKhaOl0wGFTo/HEp9DtfxbmHeOhzw2AebtwDd+cF4b2vDCYt41H5ebJWDZxOL7JjIBhRxQsW0PgyA2FM8cVHLmh6MgNgCU3FC0747Fwys8xc8wwlL43GroDj8KwPQLW3DA4siPQnjMOum0K6LaNhil3rKs5f+vInuZ7Vxjlat7PDYVVOR66vMdR8UUc1q+cC1XeHnyz4yS++fgojmeU4FiaCuUZh3A8vQxHM1zCP5xWisNpJa7/zrg1Wv/QmhJB4R/POIaSNcUo/qQAgb8Yhf/30/sR9stQLJiRih1/3oVD7x111fQzSlCSWQLVGlc4mFGCwsxSFL5TiqLkX1VwAAAgAElEQVR3S12tAu8fRMlnZTi25zQqT9bCqHbCaf1v2Lv+DmPX9zB0dcDcZUd7lw3tXXa0d9hg63AtLWvusMFit6PLbMPNoxdRMz8djVHJMIbOgT7sabSGJ6E1bDZaw2ZDEzEbreGz0BqeCE2EK7RGxqNxQiwuhE/DqfAYXBo3BzfGzUFrWCzMiljYQ2ahJSAGDYFPQa2Y6RJLYGxPaA1yjQpvCY5Dc3As1EGxaA6ciYawBLQlzMep2LnY+9u52Jg6Dx+8vQAbNr6BPQWf43hFAW40VaLV0ASj1QCj1QyTrR0mh+PWErY9U+9Y4fODnwjf6YTJ4YDJbu8JBms7Wow6tFkNuFb3HQ4fKcTnH6/B6nnPIjd8OkoCnsCl8AQ0hM5Cc3BC94C6xJ7Q2D2yvjksEc1hs9AQkYTy8BikPzgWCT8ZjpR/vg/7giajLjQR18LiUfvIXFwan4BtvwxC3v0BqJo4C1VBMWgePwd147jpeQm4PiEeZ6KfxIEnpuOzeYnY+Wkmyg/lo7rm+tAUfk3gU4zwE1AXNMsl+6DZaAhKQn1QIpoVc3A8ZDZy4uZj55ZcXNSp0WQyyRN+uw2t5na06PWorDyHssKtWJc+H2+mPI43XojCX1ImIm3xeHywciKy0qNR+l4ozn0egertUWjNfwSmksdhKn4U5qKJMBwMhi5/NHQHxkCfr4ChIASGghAYD4bCXBQGS3E4zMXhMBaF9QRDYSjaCoJhKg6F+dAIWI78Cuayh2BWjYKuYCya94VC93Uoru36V3yz4zfYrlyJa40taDVZYXB0odXixJeF3+HN7LNYvqkCK5SVrh3rNlVhYc5FpH5RjLETp+GBkOlYtq0Ki7PPY+nWS3gl58KtJv3u2jtXw+8l+5xbffyLtpzDy8rzeFl5Aa8oK7FkyxUs23IZrygv4sXsM1ilPILUv2zC8F+Mw+xVuViUcwaLcs64pK88i1c2V2HJF1fx5pZLWPLRHix5dz3OVl2HWq+H0W6Hpt2Ktg4HNHYL1BYdrjXVoPzsCXyu/Bzpa/+Ct9JW4U+rl2LZykV4O/NNbMreiBOnj6K5pRkWuwMmqx06iw6tpmq06I+jTfcFzNrXYdfOglU9Dh0tkT1idzZMRntNVJ9gvx4Fy9VwOGsm4/uW53Cz+Q0425QwmE7DbNXC0OVE2w9mmLqcgoPzfCH89k47WmqPorZ4FUy7YuHIHYf2HIVok74pJxhmZTB0OROwfXU0nnhgGL75dB7qd81By45p0O2cgNbcUGi3RqApKwiWL0ehI+tBtGWPRFPuNCyLug/xDw7DoQ+momVPPEy7pqDl87Foz4mAadsYmLY/DGveaNhzRzGy7xZ+7tge4TdnPYUty6Yhf8OHKN1SjPLPy3F0TSmOp7uEz9Xwj6SX4khaCY54KPwT75xwTb3L3IGxPx+Jn//0Z/jF3T/HPcPuwaRfRuOjl9Zh3+r9KM0sRdHbRTj6/jHsfv0rFKapeNI/hKK1ZSh6twSqDw6hcN0h5G88hCtHr8Ku6cBN599hdX7fPZbCVcPnQofTDqfDDkeHHf9rdOCH41W4viAdjROfhyMgCbbRT0ETPAPqkESoQ5K6QyLUoQloDomDOjQW6tBYNIfFomFSErb/KhTLht2Lvz4Qiq3B0/Ht+ATUB8ejLSgRrQHxaAtNgkaRiJaguF7CVwd2Sz7INeisVjED10NmoiHyaWgjn4Vx5mJcf24pvnntLZTtVOLA8XxcrrmMenU9tKZWGG1amOwGmO0WWBz2ntr9nSh8My+Y7HaYbDbozSYY2o1oa9ej2aTGkfOH8MnGNfjo2d9iTdB47Ar6DSoCn4BhcjLqebLvLfzuhXPCk1AdPgtXJ83F2gfGYNLwu/DY3f+Ij/4tGAenJKBgUiw2PBCI1cP+CVm/GItz4+NxI3IW6iNmoSEyCc3hSaiPTMSFKfHY99QMfPaHZ/BZxmsoKd2Hy9cuQ61tG4rCn+FG+M+gIehpNAQloin0GRyJeAYbZ72IskOHcEnfgiazWbbwNZZ2NJoMuNJ0HaerTuDr/Cxs2rgaH6atQMafXsbqV5/Hn199BqsWx2HVHx/BG7+LQPqCSKxdFIp1S8biwPuRKH4/BCe/iMTV7dFQH4xEW3Eo2opCoeuWvqkwDJbiMBiLQ2EoCoahSAFjkauJ31ikgKU4BFZVIOyqIDiKg+AoDICtMACWg4FQb38IluNTsOPjyfj4g+W41tgCjdkGg6MLtRoT3tt9Ga9nX8Frm6vw+pYqLP/yEpZ+cQkLsi/glexDCJ4Sg7tHRCH5ozIsybuIpVsrewTeU3tXnu+p6bPC50/dW6g8i4W5Z7E45wqWZF3Ha1mXsTz7PF5SVmCV8ggWp2/B8PsmYN7bu3sJf7HyLJZ+eQUrP7uKlZ+W48U/f4wv9+3D1fpmqPU6GB02qNst0HR2Qu20Q91uQrNeh+q6Gzh76SQOlu3Djr1bsH1fNnYfzMOJi4dRp6uF3mlDW7sdWrMDbaYutOrNaNZfRpNuNwxtK2DRJMDZMgkdDePRUTsRjtpoWGsn9oT2mihYrk/oCe3VkbBcGwNH9Th03YjB99XPwql+C2rtfrTqamHo6IT2Pw0wD6rwrdDc2I/K7fPQvn0abirD0aEMkxS+MVsBjTIKv3/0Xoy4axieCx2JlEm/xOvTf4X35j2I9S+OwddvT0Pp+3G4+OXT+C4rDlc2PYUbm+fg0ro/YF7w/Zg54m6c+nQqGrZHwbA1Ao4tE2HNDYYtdyycSgUcOaPdCv/KJ9Ox8dVnUJq1C0ezTuLo+0dxLL2kW/glt4SfVtIv4aveLEZxZiFWxL+Kf73rXvzTT+/GXcN/gnv/8ecY8bOHEHBPEH6nSMZnf9yI0sxSFPz1II58cAwHe4RfhsJ3DqNo7REUrT2C4neOouidwzj4bhnKdxzFdycuo8PYiQ7797A5u9De0Vv41i47zDcdcHY40PnNVbQt/xzNU1NgiZqH9sAZMAdORVvwE1CHxKI5ZBaaQ5LQHJKIpuA4NCpmolExA42KGWhSxEITOQcHg6YjYfjdCBt+Dx75h3/Cn+8fhf0PTUL12Fi0jI6HNnAWtCFJaA1KgDqwr/SbA2PREjATzQEzcCVsBi6HuWY21QfEo2nKf6B2/p9Q/9VuaFqvo65RD63eBkO7GQZrG0x2A9qdNlidjl4L2/wYhG+wWaDrFn6bpRV1zVdx5twhZGd9iIz587DxiRn4SjEZlyLiZAm/MSwJdQEJuBA9F8sfDsSvhw9DwE/uwrS7f4an77oHqcP+GV/9+0RcGT8HNRNmo6Zb+I2RSWiKSMJ3UYkon5qI7c/NRd7aVVAV7sSlqm/RUt8MncEy9IRPEARBEEMRf3YgCZ8gCIIgvIQ/O5CETxAEQRBewp8dSMInCIIgCC/hzw4k4RMEQRCEl/BnB5LwCYIgCMJL+LMDSfgEQRAE4SX82YEkfIIgCILwEv7sQBI+QRAEQXgJf3YgCZ8gCIIgvIQ/O5CETxAEQRBewp8dSMInCIIgCC/hzw4k4RMEQRCEl/BnB5LwCYIgCMJL+LMDSfgEQRAE4SX82YEkfIIgCILwEv7sQBI+QRAEQXgJf3YgCZ8gCIIgvIQ/O5CETxAEQRBewp8dSMInCIIgCC/hzw4k4RMEQRCEl/BnB5LwCYIgCMJL+LMDfzTCLz9xCja747Zce6Ccv3ARqtLDtzsaBEEQxAAh4fuQ/QcKsXP3PlyrvtHrv6VoadX4lWBJ+ARBED8OSPg+ovzEKZSfONXrbza7Azt375Os7fub8AmCIIgfByR8HyEl9pZWjehxngj/WvUNtx8Q3EfG+QsXB/QbIeQcw51bqmVDzm+4e5V6dgRBEIQ4JHwfMJBaupxjW1o12Ll7X08LAtddwLJz9z7sP1AIwNU0LyRVd7+5Vn2jT0vFzt37eq4ndIzN7oCq9DBUpYd7zl1+4pTbOHK/4Uud+xjg4qAqPSx4HoIgCEIaEr4POH/hIspPnOqRIT94ow9//4HCPjVd7poc3PX5cPL05Des8KWO4VoauP/PxpE9VuhcLa2ang8A7jfsMzt/4aLHrREEQRBDHRK+Dzh/4SL2Hyh0K0Yh3AmfFSJ7bg6p63B/l/MbVvhix/DFbLM7BOPIilrsXPwPGho0SBAE4R1I+D6Aq9kLIVSr5eNO+FxftlgA+spfCDm/4a7HCV/qGL7MpYTPnkss8FsHuKZ+ftM+QRAE4RkkfB8gVgsH+ja9Cx3rroYvp8YrR+aeCl/qGE+FL/f6QvGhwXsEQRCeQ8L3EWIyU5UeluzHdyd0uTVzoX7+/vyGFb7YMfz7kit8OdeXEyeCIAjCPSR8HyHU98zVTqWQU4MXmuPPjRvgX4uVLjuNT+5v+NcSO4b/N7nCFzoXNwOBu77QWAh33SIEQRBEX0j4PoTf98zvY5eCE55Q4LcMcNPTuCD0kSA0S8DT3wjVptljWGnLFb7cOHLTDqkfnyAIov+Q8AmCIAhiCODPDiThEwRBEISX8GcHkvAJgiAIwkv4swNJ+ARBEAThJfzZgSR8giAIgvAS/uxAEj5BEARBeAl/diAJnyAIgiC8hD87kIRPEARBEF7Cnx1IwicIgiAIL+HPDiThEwRBEISX8GcHkvAJgiAIwkv4swNJ+ARBEAThJfzZgSR8giAIgvAS/uxAEj5BEARBeAl/diAJnyAIgiC8hD87kIRPEARBEF7Cnx1IwicIgiAIL+HPDiThE4Sfsj57D9LWKZG2Ton12Xtud3QIgpCBPzuQhE8MCnZnJ+avXIuY5KVYkb7hdkfH71mfvQf3hczAfSEzMCIqCVXVdbclHlXVdZibuhoxyUuRt1d1W+JAEHcS/uzAO1r4K9I3ICZ5qUfhdhWcQ535K9f2COy+kBlUY5WgqroOI6KSep7V7RStYmpyr3Sj94cgpCHh+4iY5KW9CiM5obyi0ivXztur6mluTVunhFqr98p5+0N5RWWvuHjrHr0Jm1Zp65S3O0p+S3RiyqA8Jzl52FfvD0H8WCHh+4jbKXz22rezIExbp/R7mRaUnfSLJmp/J2+vqqc1ytddH3Ly8Ir0DT3/Hp2YAruz06dxIog7HRK+j2ALrOjElEFr0ifhe45aq0d5RSVJw0+Qm4erquuoZk8QMiHh+whvStfu7ER5RWVPcNdEP5Brc9cS+/jgxCg3Lv0VPv8ann4IyY1bf2DTwpO4eZqOnsKlTX8/HDl5in308OPuaX4ezDzsjetLHetPac4/vydwac2F/nzoerusIHwPCd9HeKPAKig72avPlB8UU5P7DC6T043AIfR3fhNpTPLSXufO26vqM0iK33pRUHay1+9Z0cvpwlBr9X0G0PHvV2qAGDfSnj2O33Ii9izkfJSUV1SKPl/F1GTJDxlP01GM8orKPvfGnZ9NmxFRSYJxErrXquq6Xsfz00UqTUZEJWH+yrWSsnD33Ng09SQPy3nHPL2+J8cORpoDwvm2qrpOMG5S6WF3diJtnbLXoEt+mJu6WlDevi4riMGDhO8jBip8/gslFeavXCt6TanCkv07KwL+SyxW4EvFxVPhs6O/5VyDw+7sFC1g+NcSexbuhJ+3VyXr/oX6kfuTjmIICd9d3KITU3qdg73XFekb+jx3Ll3kponYuAe5z62/edjdO9af6/tbmgN931V36TIiKqlPbdru7BT9AGED+xHE/ru3ywpi8CDh+4iBCF9ITnNTVyNtnRLzV67t87JzL+hAhM8Kk3uJhcTNjUcQkiz39e6J8NVafZ97UkxN7hnbwB7HDhiTc99CceWQEr5QWnBxEypA+XHrbzrKzRfuPnKE7oe9V6FzcE28bPxGRCWJpgn7YcEfCMnmKyFZcXH0lvD7e31/S3PA/bsqdp98hJ4rl5ZC6cz/YHB3/YGWFcTgQcL3EewLNn/l2l7TjNjAf/HZGgLb/FdVXefRyy30sSFUSMxNXY2CspO9+gTdzXVmv+jnpq7u9e9ymsvZc7Bf/2qtvk88uAJJrIDl/l2t1WNu6mpJcUjF0d0cfbYmOCIqyWvpyCJ0r1x8uVpmeUWlYOHK/btQoTwiKgnrs/f06mtl74tNV6FaJj9vsHFga8L8xXu4OPD/XU4elvrNQK7vT2kOiL+r/DwuJHROqGqtvo+w+c9CqPbPj/dglRWE7yHh+whPp+XxX3z2WKEvYXaestS15Qhf7OUT+yjhsDs7JQswd8Jnj1dMTRaMB1tj487DFiJixwvVzOTEUeo5i52bY6DpyCIkfKHpcWwBf1/IrZqkkPCFmuPZ9ROEBlyxcuPyGZtWrMzFjuc/n4EIf6DX96c0B/q+q2xrCgcrXO7DWa3Vu10LQ+z9Erq+r8oKwveQ8H3EQITPFsojopKwIn2D7G6B/gh/IKOgByJ8VmJS87uFrsPeq1gTqVCfrNw4uoONg9h5PU1HFiHhi418Zj+EuOcq1f/qKey5uPsSGicghJSIBiJ8b1zfHYOV5kDfd1VuHhf7MBCCzVtSwvdVWUH4HhK+jxhIk75Qnzb7IksVIv0RvhR2Zyfy9qp61puXGvzjqfDZplVPP5DkFkZCtV65cQRcNSD+cslSceNfcyDpyCLUhy+GmNg9/bipqq5D2jqlaH+v0LNnn09/lioeiPC9cX3AP9Ic6JvHxT7ypAamcnFbn72nZ/8BqbEAUsKXYiBlBeF7SPg+YqCj9NmpUlIvDVsAeFP4BWUnZY3UFnuJ3QlGzuA+ocD1m4pJRwixe5aKY1V1nezRzULPciDpyCI2Lc+T38oVvt3ZKTr2QSyICbc/NUJvCr8/756/pDngmXDl5nF3oT/CH2hZQfgeEr6P8NbCIdzXslQBwjbdeUv47ACj+0JctUq2tULqJfZU+DHJSyVbQti+T7EpZXLuxV0chab7jYhK6hl1zQX2N95KRxZW4vzBYiwDreELyZ5NG7F8xh472DX8gVzf39IcEJ6WJ4RYDV+oFY1raeDuh+0C8lT43igrCN9DwvcRvljeVq3Vo6DspGBhzC8EvCV8sX5gqXP5sg9fCLnNt/3pw2ePiUleKjj4S6w/Vwy56cjiiz58IeGz3R9C87qFziXWhy4253qw+vA9ub6/pTkw8D589oNDaCChJ334QnijrCB8DwnfRwxE+EI1WRa2ydHTwlLOSyznPOzoXl+N0udWCWPHPLAjrdkpR9yx/ZmHL0eObPzZ8w4kHVnEpiCyCNW2xEbpC8VLbteBWNzv5FH6/pbmgPA8eDl5nPvQkfOus8/CU+F7o6wgfA8J30d4Omgvbd2tqU/si8t+0Qu93PwamNC1WeS8xGxthD1PeUVlnyZ1d8IXWplMaB4+O09YbG600GA8bvnO8opKySVOxeLIFXZsUygbd7VWLzndb6DpyCI2D39F+oae44T6UfnCkyM09oOBXUlPbBljd/Pg+fcm1MwsNQ9fKA97Og9fzvX9Lc0B4XnwMcm3lowWG3PAPQ93i/0IPQtPhe+NsoLwPSR8H+HptDz+CyrU/BydmNLT1+buxZFa3pJDzkssFA92xTF3cZFaolRqpT3+qm5Cq/DxC2E5S5kKpQeHmASFPiaEVptj4yd1756kI4vQKH05g6T4hbfcPnyhFhE2PaTGT4h9nMiJIyAvD0sJv7/X97c0B4Tn4cvJ71LPkl0Bj42Xp8L3RllB+B4Svo8YiPAB+WtSC9WYpQo7DjkvMSA8eIsfhPo8+Qgt0Sp0v3LXbVdMTRbs85R6XtwzErtnKQm6mzbITT8Se5YDSUeW/qylz9a05ApfqEbGxlds4R2OgaxlLycPu2tG7u/1/SnNAc/X0mfP626vCW6lRbF8Ifb8WQZaVhC+h4TvIwYqfMD9jltp65SiBUZ5RaXgC8gh9yUGXJIQ+jrn4uvuJeZ2XHM3op5rKhYqzLjd36QKSG5QFFfzjUleivXZe3qOEbtndxIU2o2Ov9OauwFcA0lHPmJ960LnF9vNzZN5+EI7svHTQWzQHnsOMRFEJ6a43a1OKg/L6Tfu7/X9Jc0B8d3y2PuS2r1QrBtm/sq1PdvYDlT4wMDLCsK3kPDvAHy9p7ZcuIJhMODv1+2N+2Wbaj1ZhYyDS4f+7B3OP76/9+VuMB13fl/kD2+cl3/v/X2Gg339253mgHvhlleI70kvRFV1nUe/7w+DWVYQ8vFnB5LwCbewTZFi63y726DnTsCThXeIHw+e1LAJQgp/diAJn3CL0CArrimfm1ct1L3i6xqOLyDhD01I+IS38GcHkvAJWcgdnMUFOXuQ+yMk/KEJCZ/wFv7sQBI+IZvyikq3AyX5g4fuREj4QxMSPuEt/NmBJHzCY9RafZ/9xgvKTt62gY4EQRD+gj87kIRPEARBEF7Cnx1IwicIgiAIL+HPDiThEwRBEISX8GcHkvAJgiAIwkv4swNJ+ARBEAThJfzZgSR8giAIgvAS/uxAEj5BEARBeAl/diAJ30usSN/Qs593TPLSQV9WltupKyZ5KVakbxjUa0vB7QbHBX+KmxwKyk56PU1vd14RgtsZjtsOmCCI/uHPDiThewk524j6EnbjmvXZewb1+mLcjpXr+DIVCyvSNyBvr0pyhzZ2D4ERUUlei9/tzCtCsNvU+sNHCEHcifizA+944fNXe5Pad9zX3O5CnL3+7XwWfG6H8D1Z85/b1U9I/GzcvbXk6u3OK0Kw9+kPcSKIOxESvg/xlzWwb3chXlB2sldN1F9qaHeC8KWeWXRiSq8PA29wu/OKECvSN/TEJzoxpd970xPEUIeE70NI+LdQa/Uor6j0q8LaH4TPNufzJc5KX6ym780PKH/IK0JUVdf5TVwI4k6FhO9DBiJ8TpBim75wBSAXpEQqVYjbnZ2yziEWPy54a3MafnwGIjPueHe/8UT4/Hj1Vz5y8oRaq8fc1NWCzfv9gX2mUmnlifA9Oe9g4at8SRA/Bkj4PsBdEy0nFiHh2J2dvQpdfn+33dmJtHVKjIhKEjzv3NTVgoIUKsTFpDI3dbVkIZm3V9VnEBW/ubWg7GSfY9LWKXv9TqgPX2p7W8XUZMFjhO4rb6+q1/ORQo7w1Vp9n0GH/Fq3WB+7GJ58BApdl5827s5VUHZStMVAMTVZcPCkHOFLpZXQFsR5e1WS98HB5isufnLi1J98SRBDDRK+DxiI8MUGuNmdnaKFNxvYqUvsOVkpColM6MNBTHxsYGui7oQvJASxgpsvV6Fn5YlQ3Qm/qrpO8jm5e15CeBI/u7Ozz/X5kpY6F7/f25O0cidXuWnF5kH243Ju6mrJ80YnpsiOU3/zJUEMNUj4PqC/wheqoXByFKpRcR8IrBRGRCX1qkGxx8qRmGJqcq97EpJpdGIKYpKXCsabX6OSEr7QaHPF1GTR/mz+XHn2voTiIYWU8IVkOyIqSfCjjBWUJ3nDHazM+KIUO5fQM52buhpp65SYv3Jtn/viy1lKrvzBl2weEEorfh5Qa/V9rss/t9TUO6k4DSRfEsRQg4TvQ9wV7kIFMyc1fh82O+daMTW5V01XqPbPrwmKCYorVMWa9/kicDcXWkpMUsJ3N0efrfnx55uL3VfeXhXKKyrdFu5Swmevy9ZIhWr/cmr5ngp/ffYe0TiKnYut3bPPtKq6TvScUnJl8wBbixf6gJVzL+5agDyJkyf5kiCGGiR8H9If4Qv1q6q1+l7z+YX6MNnaF7/QFKoJC/U7s79jpc0FodXO7M5OUYlIFeh5e1Vu1ypgP2Y8vS8xpIRfXlHZK15Cfc6sWOUM5PNU+FLz7cX+zj4XoQ8fsecuJlc2f4k1j7t7JmxaFpSd7PXhJJSG7mr4/c2XBDHUIOH7kP4Iv7+w55IqxMVWumMLdU9Xb+uP8OXAxl/s756ed6DT8tj78hfhs/EaEZXU02rkDjG5sucUaz2RyodA39YFNgjFcaBTBUn4BOGChO9DPBW+u8JIrdVjffaennXFxUYluxO+WIHJ1obYONudncjbq+pZF19qEKGnwi8oO9lrHXcpKXh6X2LIef5V1XVIW6cUHS/ha+H3p0lfqL+cH6ITU0Q/AMSeqVCXj5wglNZiAwrFWg3cpXN/8yVBDDVI+D7Em8IXGpwkt6D1RIxicWabXt0FucKvqq6TPftgMIVvd3Z6LDlfCJ+VoxzhA67nKvVByD+f1ABP7p7cfYSJBaE+c3ZMChfExkC4G0jY33xJEEMNEr4P8Zbw2VrefSG3amlc/yU7OMmbNXyhZljF1GTMX7m2Vx+qp8K3Ozv7SGlEVFLPiHIusL/x9L7EkHr+QrKPSV7aK179ub6nwmfvnZ+ucs7F1Xyl5C9nChz7dzbtxYJQv7pYDV8s/4vFaaD5kiCGGiR8H+It4bOFtVD/qSd9+GJ93WJ9+OzHhNg2sp4Knx0Jzy08xCK3D99bwhfaiU5o0J6v+/CFPvT4tWBPPx7UWj0Kyk4Kfsxw5x1oH747WEmztXOh84rFaaD5kiCGGiR8H+It4csp2Nlak5TwxdZlFxulL0es7MeCHOHL6duXGlfgK+HLTRe2K8KbwheSPRsPsXPJ2aVRLO4DHaXPjXkQm1HCvy63YBFf+kJ5U26rg6f5kiCGGiR8H8IWyO7mLYsVRlILpQDCcpAS/n0hrmZcftOo1Dx89t/Ywr68orJPHOUIn403u5KeWqsX7N8Xuy9vCV+oFsqvWdudnYKru/VH+KycV6RvEGx+F1rNT+y5uJsvL9SVwrVgeDLnnZ3tIZRe/Diz+YA7nv07W1OXO5DQ03xJEEMNEr4PEes39bQmKSQXdjUxtmBzV8MXihd7fg6h5VTZ1fD6I3yhwVtCq9mx5xa7L2/24QulHTtSX2rlODHcPXexINQXLiZ8ofSKTkwRXWlP7sI7QivtcflA6KOSP2CPnTnAX5RHaFVD/nXF4jTQfEkQQw0Svg8RG1nvqfCFamSsJNnaspTw+7OWvrsR60L98WLPgR83odYJfuCmWg228IVqh6xAvbHwjrugmJosOnpdTJluXd0AAAFDSURBVPiA/PXl3e1P0N+19NnxGEJ5kI9Qa4+cOA0kXxLEUIOE72Py9qr6NHN6KnxAvBl5/sq1PVuCyhU+t1ue1PmEENqpLyb51u5o/RE+4Ko5sh80iqnJPVK4HcIHXE37Qq0jaeuUPTsX+kL40YkpmL9yrduBcVLCB9zvlsfdBx85z1SsC4hNNw6ptQT49He3vP7mS4IYapDw70Cqquv6vU+8N87HfWDIRe5Ke9z+6p4sjztY3Ml7q/ty33r+eW93unmaLwliqOHPDiTh/wgQ6o6gHcsIgiAGH392IAn/DkesOflOrSkTBEHcyfizA0n4dzhCsvd0gxuCIAjCO/izA0n4dzjsQDRqyicIgrh9+LMDSfh3OLd7EBdBEARxC392IAmfIAiCILyEPzuQhE8QBEEQXsKfHUjCJwiCIAgv4c8O/P9PHOdoao+4IAAAAABJRU5ErkJggg==" /></a> <br /></span></h2>
<div style="text-align: center;">
<div class="separator" style="clear: both; text-align: center;"><a href="https://edukalizando.com/courses/dislexia/">
https://edukalizando.com/courses/dislexia/</a></div><div class="separator" style="clear: both; text-align: center;"><br /></div>
<br /></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<br /></div><br />
<br />
<br />
<br />Comunicatehttp://www.blogger.com/profile/03611727576881002034noreply@blogger.com0tag:blogger.com,1999:blog-6601010038923098503.post-75410546635903805542021-09-22T08:34:00.008-07:002021-09-22T08:35:17.087-07:00Juego tablas de multiplicar<p> <span style="font-size: large;">Os dejo un juego para repasar las tablas con nuestros alumnos.</span></p><p><span style="font-size: large;">Es de la pagina recursosep donde podeis encontrar muchas actividades interesantes, os deje el enlace.</span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://www.recursosep.com/2021/09/22/tabla-de-multiplicar-interactiva/?fbclid=IwAR01HaZYWM0SxDxAH4dQTjH10tCmCfT0FSVilFqSk4x3h_eTvdQb9iFuvac" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="217" data-original-width="314" height="132" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5zpar-L8djInkgdHxlmL4WDHtHw3w931kEeUaCHb-7nO6EbPOxWlEGB4YTKuxdHxPGDIbw5Yblimn7I3PAcQanUklC2v-VDWT-syoNbnwcf8NNyvEAvi2d3wERbCDOQ6YT6FQZ1wi52DX/w190-h132/DESCARGA.jpg" width="190" /></a></div><p><img alt="" class="wp-image-16150 lazyloaded" data-attachment-id="16150" data-comments-opened="1" data-image-caption="" data-image-description="" data-image-meta="{"aperture":"0","credit":"","camera":"","caption":"","created_timestamp":"0","copyright":"","focal_length":"0","iso":"0","shutter_speed":"0","title":"","orientation":"0"}" data-image-title="tabla-multiplicar-pitagórica-interactiva" data-large-file="https://i1.wp.com/www.recursosep.com/wp-content/uploads/2021/09/tabla-multiplicar-pitagorica-interactiva.png?fit=1024%2C575&ssl=1" data-ll-status="loaded" data-medium-file="https://i1.wp.com/www.recursosep.com/wp-content/uploads/2021/09/tabla-multiplicar-pitagorica-interactiva.png?fit=300%2C169&ssl=1" data-orig-file="https://i1.wp.com/www.recursosep.com/wp-content/uploads/2021/09/tabla-multiplicar-pitagorica-interactiva.png?fit=2866%2C1610&ssl=1" data-orig-size="2866,1610" data-permalink="https://www.recursosep.com/2021/09/22/tabla-de-multiplicar-interactiva/tabla-multiplicar-pitagorica-interactiva/" height="389" src="https://i1.wp.com/www.recursosep.com/wp-content/uploads/2021/09/tabla-multiplicar-pitagorica-interactiva.png?resize=1024%2C575&ssl=1" width="692" /></p><br /><br />Comunicatehttp://www.blogger.com/profile/08808127726181509796noreply@blogger.com0tag:blogger.com,1999:blog-6601010038923098503.post-13935267652058303672021-09-04T01:12:00.000-07:002021-09-04T01:12:24.419-07:00RECURSOS TECNOLÓGICOS PARA LA INTERVENCIÓN EN TRASTORNOS DEL HABLA Y LA VOZ<div style="text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">Hola a tod@s: </span></span></span></div><div style="text-align: justify;"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">Os dejo esta interesante entrada sobre recursos tecnologicos para intervenir en trastornos del habla y la voz, que espero os sirva en esta vuelta al cole!</span></span></span></div><div style="text-align: justify;"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif"> </span></span></span></div><div style="text-align: justify;"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif"> <br /></span></span></span></div><div style="text-align: justify;"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">Al igual que en el resto de los aspectos analizados, la intervención
en logopedia también se ha aprovechado de las potencialidades de los
nuevos medios tecnológicos:mayor capacidad y rapidez en el procesamiento
de la información, posibilidad de utilizar diferentes códigos
multimedia, interactividad y control que facilite el seguimiento de las
intervenciones. Específicamente para el ámbito de la intervención en
trastornos del habla y la voz adquieren gran importancia las
aplicaciones que permiten la conversión de la información entre
diferentes códigos, por ejemplo:
</span></span></span></div><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><ul style="text-align: justify;">
<li class="ulli"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">Los sintetizadores de voz permiten que el ordenador genere locuciones a partir de texto escrito.</span></span></span>
</li>
<li class="ulli"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">Los visualizadores de habla permiten mostrar ondas de sonido a partir de la emisión sonora.</span></span></span>
</li>
<li class="ulli"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">Los sistemas de reconocimiento de voz, permiten que el estímulo sonoro genere una determinada acción.
</span></span></span></li>
</ul><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">Los programas más utilizados en el tratamiento e intervención de los trastornos del habla y voz son los denominados <b><span style="color: #cc0000;">visualizadores fonéticos</span></b> o <span style="color: #cc0000;"><b>visualizadores del habla</b></span>
dado que utilizan animaciones e imágenes como respuesta a la emisión de
sonido y como elementos fundamentales para la retroalimentación y
motivación del paciente.
</span></span></span></div><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"></span></span></div><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><h1 style="text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">
Transtornos del habla y la voz</span></span></span></h1><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">Las alteraciones del habla hacen referencia a todos aquellos
trastornos que afectan a la correcta articulación de los diferentes
sonidos y palabras o al ritmo y fluidez de la expresión verbal. Dentro
de esta tipología, podemos incluir:
</span></span></span></div><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><ul style="text-align: justify;">
<li class="ulli"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif"><b><span style="color: #cc0000;">Disglosia</span></b>.-
Alteración de la articulación debida a la malformación (anatómica y/o
fisiológica) de los órganos fonoarticulatorios (cavidad bucal, paladar,
lengua, dientes, labios y cavidad nasal). Los tratamientos de la
disglosia son variados atendiendo a las diferentes causas que pueden
determinar el trastorno en la articulación. Por parte del logopeda, el
objetivo del tratamiento es corregir y/o minimizar los efectos derivados
de la malformación a través de la ejercitación, fortalecimiento y
coordinación de los órganos afectados.
</span></span></span></li>
<li class="ulli"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif"><b><span style="color: #cc0000;">Disartria</span></b>.-
Trastorno de la articulación causado por lesiones del sistema nervioso
(central y/o periférico) que impiden un adecuado control muscular de los
órganos que intervienen en el procesos fonoarticulatorios. El
tratamiento de los sujetos disártricos por parte del logopeda está
encaminado a tratar los síntomas derivados de la falta de control
muscular, centrándose en aquellos que sean importantes para facilitar el
proceso de comunicación, del sujeto concreto que presenta el trastorno.
"Los cambios a conseguir en los síntomas van dirigidos a los siguientes
campos: postura, tono y fuerza muscular, respiración, fonación,
resonancia, articulación y prosodia". (Bagunyá y Sangorrín, 1994).
</span></span></span></li>
<li class="ulli"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif"><b><span style="color: #cc0000;">Dislalia o Dislalia funcional</span></b>.-
Trastorno de articulación que no tienen una base orgánica conocida. La
dislalia supone un problema de pronunciación de determinados fonemas sin
que exista lesión en el SNC ni malformación de los órganos de fonación.
No se conoce con exactitud cuál es su etiología, aunque se apuntan una
serie de factores:
</span></span></span><ul>
<li class="nlli" style="list-style-type: none;">
<ul>
<li class="nlli" style="list-style-type: none;"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">"- Permanencia de esquemas de articulación infantiles.
<br />- Déficit en la discriminación auditiva.
<br />- Movilidad deficiente de la lengua.
<br />- Hábitos de deglución atípicos.
<br />- Déficit en la orientación del acto motor lingual.
<br />- Predisposición genética.
<br />- Incidencia psicosocial." (Bruño y Sánchez, 1994)
</span></span></span></li>
</ul>
</li>
</ul>
</li>
<li class="nlli" style="list-style-type: none;"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">Issler (1983)
clasifica las dislalias en dos grupos en función de los procesos que se
ven afectados en el habla: Fonológicas (discriminación auditiva,
conceptualización de los sonidos y relaciones entre significantes y
significados) y fonéticas (procesos fisiológicos de insensibilización
orgánica e incoordinación motriz).
</span></span></span></li>
<li class="ulli"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif"><b><span style="color: #cc0000;">Disfemia</span></b>.-
Trastorno en la fluidez del habla no existiendo anomalía en los órganos
de fonación. En los sujetos con este trastornos, también denominado
tartamudez, se observa una alteración en en ritmo del discurso, junto
con una deficiente coordinación fono-respiratoria. Su etiología tiene un
carácter multifactorial, pudiendo estar implicados factores genéticos,
emocionales y psicosociales. Algunos autores incluyen dentro de esta
tipología a las disprosodias, que se caracterizan por un aumento o
disminución importante de la velocidad del habla.
</span></span></span></li>
</ul><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">Los trastornos de la voz pueden ser:
</span></span></span></div><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><ul style="text-align: justify;">
<li class="ulli"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif"><b><span style="color: #cc0000;">Disfonía</span></b>.-
Trastorno de la emisión vocal, caracterizado por una alteración,
temporal o permanente, de alguna de las características acústicas de la
voz (intensidad, tono y timbre). Atendiendo a su etiología las disfonías
pueden ser orgánicas, psicógenas y funcionales. En los procesos de
rehabilitación de la voz se deberá atender la postura, relajación,
respiración, resonadores, articulación y voz.
</span></span></span></li>
<li class="ulli"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif"><b><span style="color: #cc0000;">Afonía</span></b>.- Pérdida total de la voz.
</span></span></span></li>
</ul><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">Existen diversos programas que nos pueden ayudar en los procesos de
intervención de los trastornos del habla, estos programas denominados de
forma genérica "Visualizadores del habla" utilizan espectogramas y
otros recursos gráficos para analizar las características de la voz y
como medio de retroalimentación en el proceso de intervención
logopédica.
</span></span></span></div><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">A continuación presentamos algunos de los recursos tecnológicos que
pueden ser utilizados en los trastornos del habla y la voz, clasificados
en función de los componentes del lenguaje que permiten intervenir.
</span></span></span></div><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"></span></span></div><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><h1 style="text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">
Prerrequisitos</span></span></span></h1><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">Al inicio del proceso de intervención en sujetos con trastornos del
habla, deberemos establecer algunos prerrequisitos que, como su nombre
indica, hacen referencia a las condiciones básicas y necesarias para el
establecimiento de la comunicación, teniendo encuenta tanto el nivel
expresivo como receptivo. Por ello, en este nivel se potenciará el
establecimiento, fijación y desarrollo de los elementos básicos para
alcanzar los objetivos lingüísticos del proceso de intervención. La
actuación del logopeda en este ámbito se dirigirá a:
</span></span></span></div><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><ul style="text-align: justify;">
<li class="ulli"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">Bases psicomotoras. Ejercicios encaminados a lograr:
tono muscular, relajación facial, conductas motrices, coordinación
visomanual.
</span></span></span></li>
<li class="ulli"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">Respiración y voz. Instaurar un correcta respiración
diafragmática, fijando los tres tiempos respiratorios: inspiración,
pausa y espiración.
</span></span></span></li>
<li class="ulli"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">Órganos fono-articulatorios. Consecución de ejercicios de movilidad y posicionamiento de los órganos fono-articulatorio.
</span></span></span></li>
</ul><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">No existen programas específicos para trabajar los prerrequisitos,
aunque podemos apoyar la intervención en imágenes, presentaciones o
videos, como por ejemplo <a href="http://www.youtube.com/v/2wzI5_iYs68&hl=es_ES&fs=1&"><b>video praxias</b></a>.
</span></span></span></div><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"></span></span></div><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><h1 style="text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">
Fonética articulatoria</span></span></span></h1><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">Cuando se produce un incorrecta articulación de un fonema o la
sustitución de un fonema por otro deberemos atender en el proceso de
intervención a:
</span></span></span></div><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><ul style="text-align: justify;">
<li class="ulli"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">Analizar las características del fonema mal articulado u omitido: sonoridad, punto de articulación, modo.
</span></span></span></li>
<li class="ulli"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">Comparación del fonema alterado con el fonema
articulado correctamente y más próximo en cuanto a sus características
con el fonema alterado
</span></span></span></li>
<li class="ulli"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">Realizar actividades de articulación partiendo del fonema que articule correctamente y sea más próximo al fonema alterado.
</span></span></span></li>
</ul><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">Como en otros trastornos, no existen programas que nos permitan
realizar un tratamiento completo en un problema de articulación, siendo
el profesional el que deberá seleccionar de los programas existentes
aquellos los que más se adecuen al proceso de intervención.
</span></span></span></div><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">Para este apartado, disponemos de algunos recursos, denominados <b><span style="color: #009900;">Visualizadores fonéticos</span></b>
que nos ayudarán a conocer la correcta articulación de los fonemas,
mostrándo a través de animaciones el movimiento de los diferentes
órganos que intervienen en el proceso, entre ellos cabe destacar:
</span></span></span></div><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><ul style="text-align: justify;">
<li class="ulli"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif"><a href="http://ntic.educacion.es/w3//eos/MaterialesEducativos/mem2001/sonidos/"><b>Los sonidos del habla</b></a>
producido por el Centro Nacional de Información y Comunicación
Educativa del Ministerio de Educación y Ciencia. A través de la web
podemos acceder a la página en la que se nos presentan los diferentes
fonemas con su mecánica articulatoria a partir de sencillas animaciones
con sonido.
</span></span></span></li>
</ul><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif"><img align="middle" alt="phonospain.jpg" border="0" src="https://www.uv.es/bellochc/images/phonospain.jpg" title="phonospain.jpg" />
</span></span></span>
</div><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif"><br /></span></span></span></div><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif"><br /></span></span></span></div><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif"><br /></span></span></span></div><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><ul style="text-align: justify;">
<li class="ulli"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif"><a href="http://www.uiowa.edu/%7Eacadtech/phonetics/"><b>Phonetics</b></a>.
Materiales con animaciones flash, a los que podemos acceder on-line,
desarrollados en el proyecto de la Universidad de Iowa, en los que
podemos ver animaciones de la mecánica articulatoria de cada uno de los
fonemas, con secuencias paso a paso de la animación y posibilidad de
visualizar la producción del fonema de forma aislada o en palabras que
lo contienen.
</span></span></span></li>
</ul><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif"><img align="middle" alt="phonetics.JPG" border="0" src="https://www.uv.es/bellochc/images/phonetics.JPG" title="phonetics.JPG" />
</span></span></span>
</div><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif"><br /></span></span></span></div><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif"><br /></span></span></span></div><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif"><br /></span></span></span></div><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><ul style="text-align: justify;">
<li class="ulli"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif"><a href="http://www.euphoniaediciones.com/"><b>Metavox</b></a>.
Mediante este programa podemos visualizar de forma dinámica la posición
de los órganos fono-articulatorios con la presencia del aire (emisiones
fónicas), lo que nos puede permitir ejercitar las emisiones sonoras de
los fonemas. Mediante metavox podemos comparar y contrastar la mecánica
articulatoria de dos fonemas lo que puede resultar de gran interés para
el tratamiento de las dislalias y otros trastornos de articulación.
</span></span></span></li>
</ul><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif"><img align="middle" alt="metavox.JPG" border="0" src="https://www.uv.es/bellochc/images/metavox.JPG" title="metavox.JPG" />
</span></span></span>
</div><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif"><br /></span></span></span></div><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif"><br /></span></span></span></div><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"></span></span></div><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><h1 style="text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">
Fonología</span></span></span></h1><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">En este nivel haremos referencia a aquellos programas que nos
permiten realizar actividades orientadas a la producción y percepción de
los diferentes fonemas y sus alofonos. En particular:
</span></span></span></div><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><ul style="text-align: justify;">
<li class="ulli"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">Onomatopeyas
</span></span></span></li>
<li class="ulli"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">Discriminación auditiva
</span></span></span></li>
<li class="ulli"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">Conciencia fonológica
</span></span></span></li>
<li class="ulli"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">Cualidades físicas de los sonidos (intensidad, tono, duración y timbre).
</span></span></span></li>
<li class="ulli"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">Repetición y producción de fonemas
</span></span></span></li>
<li class="ulli"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">Oposición fonológica
</span></span></span></li>
<li class="ulli"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">...
</span></span></span></li>
</ul><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">Para la intervención de la conciencia fonológica (ver oral/escrito) y
discriminación auditiva (ver audición) podemos utilizar diversos
programas o aplicaciones multimedia que se describen en otros apartados
de este curso. Además, existen diversas aplicaciones, algunas de ellas
on-line-, que nos ofrecen recursos para la intervención como:
</span></span></span></div><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><ul style="text-align: justify;">
<li class="ulli"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif"><a href="http://www.uma.es/moc/onomato/index.html"><b>Onomatopeyas</b></a>
Se trata de una herramienta con la que afrontar la estimulación del
desarrollo fonológico del niño. Sus autores José Sánchez Rodríguez,
Miguel Ángel Aragüez Rey, Santiago Torres Monreal y María José Ruiz
Casas <a href="http://www.ceiploreto.es/sugerencias/juntadeandalucia/Onomatopeyas/manual.pdf">(manual)</a> señalan entre los objetivos del programa:
</span></span></span><ol>
<li class="olli"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">Desarrollo de la fonología en sujetos con retraso perceptivo y/o articulatorio.
</span></span></span></li>
<li class="olli"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">Desarrollo de destrezas psicomotrices en sujetos con dificultades en manipulación, encaje, asociación, etc.
</span></span></span></li>
<li class="olli"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">Desarrollo de destrezas viso-espaciales.
</span></span></span></li>
<li class="olli"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">Apoyar el desarrollo fonológico en caso de sordera o de retrasos de habla y/o lenguaje
</span></span></span></li>
</ol>
</li>
<li class="ulli"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif"><a href="http://conteni2.educarex.es/mats/11358/contenido/index2.html"><b>Juegos con los fonemas y los sínfones</b></a>.
Actividades digitales de la Consejería de Educación de la Junta de
Extremadura, centradas en los fonemas, sínfones y sílabas inversas en
las que también se presenta información y actividades sobre articulación
y producción de sonidos.
</span></span></span></li>
</ul><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">También resulta de interés el programa de la empresa Aquarisoft:
</span></span></span></div><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><ul style="text-align: justify;">
<li class="ulli"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif"><a href="http://www.aquari-soft.com/Productos/Hamlet.htm"><b>Hamlet</b></a>. Permite trabajar la conceptualización fonológica. Los ejercicios se personalizan en función de:
</span></span></span><ul>
<li class="ulli"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">Los contenidos o fonemas que trabajan (oposición
fonológica: s/z; l/r; r/l; d/l; s/t; sinfón l/sinfón r; sinfón/no
sinfón; k/t; t/k; t/s; r/rr; rr/r; f/z; b/g; g/b; k/j; j/k; j/g; g/j;
semántica de alimentos, del cuerpo humano y de animales.
</span></span></span></li>
<li class="ulli"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">El modo de presentación: secuencial, múltiple o con modelo.
</span></span></span></li>
<li class="ulli"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">La finalidad del ejercicio: discriminación
auditiva, conceptualización fonológica, producción articulatoria,
discriminación y percepción visuales, orientación espacial, atención, y
memoria.
</span></span></span></li>
</ul>
</li>
</ul><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">No obstante, podemos decir que los programas más utilizados para corregir alteraciones del habla y la voz, son:
</span></span></span></div><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><ul style="text-align: justify;">
<li class="ulli"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">Los <b>visualizadores del habla</b>, que son aquellos
programas basados en la conversión de la emisión vocal en imágen. Los
visualizadores del habla se caracterizan por:
</span></span></span><ol>
<li class="olli"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">Captar el sonido o la locución a través del micrófono,
</span></span></span></li>
<li class="olli"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">Analizar el sonido en función de sus componentes (intensidad, sonoridad, duración, tono) y,
</span></span></span></li>
<li class="olli"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">Emitir un feedback o retroalimentación visual en función de las características del sonido emitido.
</span></span></span></li>
</ol>
</li>
<li class="ulli"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">Los <b>sistemas de reconocimiento de voz</b>, se
implementan en algunos visualizadores del habla con el fín de que el
programa reconozca el fonema emitido y responda ante su emisión. Los
sistemas de reconocimiento de voz se caracterizan por:
</span></span></span><ol>
<li class="olli"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">Captar el fonema, la sílaba o la palabra a través del micrófono,
</span></span></span></li>
<li class="olli"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">Comparar la locución emitida con los fonemas modelo
previamente grabados. Estos modelos de fonemas deben ser grabados
previamente, a partir de emisiones modelo que guarden la máxima
semejanza con el paciente o, en el mejor de los casos, siempre que sea
posible utilizar como modelo una buena emisión del fonema del propio
paciente.
</span></span></span></li>
<li class="olli"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">Emitir un feedback o retroalimentación visual en función del fonema reconocido.
</span></span></span></li>
</ol>
</li>
</ul><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">Entre los visualizadores del habla tenemos:
</span></span></span></div><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><ul style="text-align: justify;">
<li class="ulli"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif"><span style="color: #000099;">Speech Viewer</span> de la
empresa IBM que, aunque actualmente está descatalogado, sigue siendo
utilizado en el ámbito de la logopedia. Contiene un conjunto de
ejercicios que pueden utilizarse con pacientes que tengan trastornos de
audición, del lenguaje y del habla. Es especialmente útil para personas
que deseen modificar su inflexión, pronunciación y calidad vocal. El
programa permite conocer y ejercitar las características de la voz
(tono, intensidad, duración y sonoridad) mediante una retroalimentación
visual y auditiva de las producciones verbales. Asimismo, contiene
ejercicios cuyo objeto es la reeducación fonológica y la prosodia.
</span></span></span></li>
</ul><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif"><img align="middle" alt="speechviewer.jpg" border="0" src="https://www.uv.es/bellochc/images/speechviewer.jpg" title="speechviewer.jpg" />
</span></span></span>
</div><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif"><br /></span></span></span></div><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif"><br /></span></span></span></div><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif"><br /></span></span></span></div><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><ul style="text-align: justify;">
<li class="ulli"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">Los programas del proyecto Fressa, desarrollado por
Jordi Lagares para atender las necesidades de sujetos con discapacidad
motora, visual y/o trastornos de audición. En concreto nos interesan los
programas:
</span></span></span><ul>
<li class="ulli"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif"><a href="http://www.xtec.cat/%7Ejlagares/f2kesp.htm"><b>Globus</b></a>
Dispone de diferentes ejercicios orientados a estimular la articulación
del habla. Realiza representaciones gráficas de los rasgos
suprasegmentales de la voz en la pantalla, y con ellas los pacientes
pueden percibir visualmente sus producciones vocálicas y ejercitarse
para ajustar su voz a las mismas. Aunque está dirigido fundamentalmente a
personas con discapacidad auditiva, puede ser también de utilidad en el
tratamiento de trastornos fonológicos y errores práxicos. Ofrece 17
tipos de ejercicios sobre: ausencia-presencia de sonido, cualidades del
sonido (intensidad, duración y tono), espectograma y sonograma.
</span></span></span></li>
</ul>
</li>
</ul><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif"><img align="middle" alt="globus.JPG" border="0" src="https://www.uv.es/bellochc/images/globus.JPG" title="globus.JPG" />
</span></span></span>
</div><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif"><br /></span></span></span></div><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif"><br /></span></span></span></div><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><div style="text-align: justify;">
<span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif"><br /></span></span></span></div><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><ul><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">
</span></span></span>
<li class="nlli" style="list-style-type: none;"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">
</span></span></span><ul><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif">
</span></span></span>
<li class="ulli"><span style="font-size: medium;"><span style="font-family: inherit;"><span face=""verdana" , sans-serif"><a href="http://www.xtec.cat/%7Ejlagares/f2kesp.htm"><b>Discriminación de Fonemas</b></a>
El objetivo general del programa es facilitar la discriminación y
correcta articulación de fonemas a personas con deficiencias auditivas o
trastornos del habla. Este programa permite realizar ejercicios y
juegos para los que se requiere el control de los mismos a través de la
voz. Los fonemas a ejercitar y discriminar pueden ser seleccionados por
el logopeda, pudiendo realizarse ejercicios de oposición fonológica.
Para ello, se pueden utilizar como patrones los fonemas previamente
grabados del paciente o de otra persona con características similares en
cuanto a la voz.
</span></span></span></li>
</ul>
</li>
</ul><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><center>
<span style="font-size: medium;"><span style="font-family: inherit;"><img align="middle" alt="reconocimiento.JPG" border="0" src="https://www.uv.es/bellochc/images/reconocimiento.JPG" title="reconocimiento.JPG" />
<br /></span></span>
</center><span style="font-size: medium;"><span style="font-family: inherit;">
<br />
<br />
SpeechViewer presenta actividades semejantes a las que podemos
encontrar en Globus y Discriminación de Fonemas del proyecto Fressa, en
la tabla siguiente realizamos una comparación entre las actividades de
ambos programas.
<br />
</span></span><table summary="tabla">
<tbody>
<tr><th><span style="font-size: medium;"><span style="font-family: inherit;">Aspecto que trabajan</span></span></th><th align="center"><span style="font-size: medium;"><span style="font-family: inherit;">Speech Viewer</span></span></th><th align="center"><span style="font-size: medium;"><span style="font-family: inherit;">Fressa</span></span></th></tr>
<tr><td><span style="font-size: medium;"><span style="font-family: inherit;">Sonoridad</span></span></td><td><span style="font-size: medium;"><span style="font-family: inherit;">Presencia de sonido, Presencia de voz</span></span></td><td><span style="font-size: medium;"><span style="font-family: inherit;">Arco Iris, Juego de rectángulos, Atractor, Fractal de Mandelbrot, Plasma, Viaje en globo</span></span></td></tr>
<tr><td><span style="font-size: medium;"><span style="font-family: inherit;">Intensidad</span></span></td><td><span style="font-size: medium;"><span style="font-family: inherit;">Gama de Intensidad</span></span></td><td><span style="font-size: medium;"><span style="font-family: inherit;">Globus, Grises</span></span></td></tr>
<tr><td><span style="font-size: medium;"><span style="font-family: inherit;">Duración</span></span></td><td><span style="font-size: medium;"><span style="font-family: inherit;">Ataque vocal, Duración de la voz</span></span></td><td><span style="font-size: medium;"><span style="font-family: inherit;">Xupa xups, Intensidad duración, Movamos un coche, Carrera</span></span></td></tr>
<tr><td><span style="font-size: medium;"><span style="font-family: inherit;">Tono</span></span></td><td><span style="font-size: medium;"><span style="font-family: inherit;">Escala de tonos, Control de tono</span></span></td><td><span style="font-size: medium;"><span style="font-family: inherit;">Frecuencia</span></span></td></tr>
<tr><td><span style="font-size: medium;"><span style="font-family: inherit;">Representación del habla</span></span></td><td><span style="font-size: medium;"><span style="font-family: inherit;">Estructuración de espectros, Estructuración de tono e Intensidad</span></span></td><td><span style="font-size: medium;"><span style="font-family: inherit;">Espectroscopio, Osciloscopio, Sonograma</span></span></td></tr>
<tr><td><span style="font-size: medium;"><span style="font-family: inherit;">Fonología</span></span></td><td><span style="font-size: medium;"><span style="font-family: inherit;">Precisión de fonemas, Encadenamiento de fonemas, Contraste de fonemas</span></span></td><td><span style="font-size: medium;"><span style="font-family: inherit;">Comparación de patrones, Fonemas, Discriminación de fonemas</span></span></td></tr>
</tbody></table><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><ul>
<li class="ulli"><span style="font-size: medium;"><span style="font-family: inherit;">Los programas del proyecto <a href="http://dihana.cps.unizar.es/%7Ealborada/index.html"><b>COMUNICA</b></a>:
</span></span><ul>
<li class="ulli"><span style="font-size: medium;"><span style="font-family: inherit;"><a href="http://www.youtube.com/v/mg6Ku4RCxB4&color1=0xb1b1b1&color2=0xcfcfcf&hl=es_ES&feature=player_embedded&fs=1"><b>Prelingüa</b></a>
presenta diferentes actividades que, de una manera muy visual, permiten
trabajar algunos elementos como la distinción de la emisión de voz,
intensidad, tono, respiración, vocalización.
</span></span></li>
<li class="ulli"><span style="font-size: medium;"><span style="font-family: inherit;"><span style="color: #000099;">Vivo</span> permite en una
sola pantalla ver la intensidad, frecuencia fundamental y formantes del
paciente; esta pensada para permitir ver en tiempo real la producción de
voz.
</span></span></li>
<li class="ulli"><span style="font-size: medium;"><span style="font-family: inherit;"><a href="http://www.youtube.com/v/LEiienEtcXc&color1=0xb1b1b1&color2=0xcfcfcf&hl=es_ES&feature=player_embedded&fs=1"><b>Vocaliza y Vocaliza-2</b></a>
Estas herramientas trabajan el nivel articulatorio del lenguaje
mediante la repetición de palabras, frases sencillas y adivinanzas.
Ambos programas presentan un refuerzo visual y auditivo al paciente e
indican la calidad de su pronunciación. Para ello utilizan un sistema de
reconocimiento automático del habla. Ambos programas son similares,
diferenciandose en que Vocaliza evalua la producción a nivel de palabra,
mientras que Vocaliza-2 proporciona una evaluación a nivel de fonema.
</span></span></li>
<li class="ulli"><span style="font-size: medium;"><span style="font-family: inherit;"><span style="color: #000099;">ReFoCas</span> Esta
herramienta pretende ser una ayuda a la adquisición de registros
fonológicos. Permite grabar la voz del paciente, visualizarla cuantas
veces sea necesario, evaluarla y revisar la evaluación realizada.
</span></span></li>
</ul>
</li>
</ul><span style="font-size: medium;"><span style="font-family: inherit;">
Para el tratamiento de la disfemia pueden utilizarse diferentes estrategias, entre ellas se encuentra el <b>habla diferida</b>.
Consiste básicamente en retrasar la percepción de la propia habla
durante un corto espacio de tiempo (10 a 100 ms). De este modo, se
pretende lograr que el sujeto disfémico realice un mayor esfuerzo de
atención sobre su producción verbal y enlentezca su habla. Programas
como <a href="http://download.cnet.com/Acoustica/3000-2170_4-10037428.html?tag=mncol;lst"><b>Acoustica</b></a> permiten utilizar esta metodología.
<br />
<br />
</span></span><h1><span style="font-size: medium;"><span style="font-family: inherit;">
Prosodia</span></span></h1><span style="font-size: medium;"><span style="font-family: inherit;">
La prosodia es el conjunto de fenómenos fónicos que abarcan más de un
fonema o segmento -entonación, acentuación, ritmo, velocidad de habla,
etc.-, por lo que se les denomina fenómenos suprasegmentales. La
prosodia cumple una función clave en la organización e interpretación
del discurso y, además, transmite información emotiva, sociolingüística y
dialectal.
<br />
<br />
</span></span><h2><span style="font-size: medium;"><span style="font-family: inherit;">
Disfemia</span></span></h2><span style="font-size: medium;"><span style="font-family: inherit;">
Para la rehabilitación del habla en el sujeto disfémico, además de
los ejercicios de respiración y relajación, serán importantes los
ejercicios y actividades sobre prosodia, como las actividades de <b>Speech Viewer</b>.
<br />
Para trabajar el ritmo podemos utilizar diferentes tecnologías, una de las más sencillas y efectivas es uso del <b>metrónomo</b>:
<br />
</span></span><center>
<span style="font-size: medium;"><span style="font-family: inherit;"><a href="http://simple.bestmetronome.com/"><img align="middle" alt="metronomo.JPG" border="0" src="https://www.uv.es/bellochc/images/metronomo.JPG" title="metronomo.JPG" /></a>
<br /></span></span>
</center><span style="font-size: medium;"><span style="font-family: inherit;">
<br />
<br />
<br />
También podemos realizar actividades de lectura acompañada
controlando la entonación, velocidad y ritmo de lectura. Este tipo de
ejercicios se incluye en diferentes programas como <a href="http://www.pizarradinamica.com/"><b>pizarra dinámica</b></a>, <b>Soy lector</b>, <b>La magia de las letras</b>,...
<br />
<br />
</span></span><h1><span style="font-size: medium;"><span style="font-family: inherit;">
Lecturas recomendadas</span></span></h1><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><ul>
<li class="ulli"><span style="font-size: medium;"><span style="font-family: inherit;">Bonafonte, A. (2003) Tecnologías del habla aplicadas a
la rehabilitación del habla y la voz. En F. Alcantud y F.J. Soto
"Tecnologías de ayuda en personas con trastornos de comunicación". Nau
Llibres. Valencia.
</span></span></li>
<li class="ulli"><span style="font-size: medium;"><span style="font-family: inherit;">González Rus, Gaspar(2006) Logopedia escolar
digitalizada. Informe ISFTIC nº 18. Ministerio de Educación, Política
Social y Deporte. <a href="http://ares.cnice.mec.es/informes/18/versionpdf.pdf">http://ares.cnice.mec.es/informes/18/versionpdf.pdf</a></span></span>
</li>
<li class="ulli"><span style="font-size: medium;"><span style="font-family: inherit;">Martínez Ledesma, J. Las Nuevas Tecnologías de la
Informática aplicadas a la rehabilitación logopédica. en Espacio
Logopédico.com. <a href="http://www.espaciologopedico.com/articulos2.php?Id_articulo=443">http://www.espaciologopedico.com/articulos2.php?Id_articulo=443</a></span></span>
</li>
<li class="ulli"><span style="font-size: medium;"><span style="font-family: inherit;">Ulbio Alcívar y Flor Sánchez Rehabilitación
biofeedback (software Speech Viewer) en parálisis laríngea recurrencial
en Revista Clínico Quirúrgica de Otorrinolaringología, vol.2, nº1
</span></span></li>
</ul><span style="font-size: medium;"><span style="font-family: inherit;">
<br />
</span></span><h1><span style="font-size: medium;"><span style="font-family: inherit;">
Descargas</span></span></h1><span style="font-size: medium;"><span style="font-family: inherit;">
</span></span><table summary="tabla">
<tbody>
<tr><th><span style="font-size: medium;"><span style="font-family: inherit;">Tema</span></span></th><th><span style="font-size: medium;"><span style="font-family: inherit;">Presentación</span></span></th><th><span style="font-size: medium;"><span style="font-family: inherit;">Documento PDF</span></span></th></tr>
<tr><td><span style="font-size: medium;"><span style="font-family: inherit;">6. RECURSOS TECNOLÓGICOS PARA LA INTERVENCIÓN EN TRASTORNOS DEL HABLA Y LA VOZ</span></span></td><td><span style="font-size: medium;"><span style="font-family: inherit;"><a href="http://www.uv.es/bellochc/logopedia/NRTLogo6.pps"><img align="middle" alt="Presentación PowerPoint Tema 6" border="0" src="https://www.uv.es/bellochc/images/ico_pw_pps.gif" title="Presentación PowerPoint Tema 6" /></a></span></span></td><td><span style="font-size: medium;"><span style="font-family: inherit;"><a href="http://www.uv.es/bellochc/logopedia/NRTLogo6.pdf"><img align="middle" alt="Documento PDF Tema 6" border="0" src="https://www.uv.es/bellochc/images/ico_pdf.png" title="Documento PDF Tema 6" /></a></span></span></td></tr>
</tbody></table><span style="font-size: medium;"><span style="font-family: inherit;">
<b>SOFTWARE</b>
<br />
</span></span><table summary="tabla">
<tbody>
<tr><th><span style="font-size: medium;"><span style="font-family: inherit;">Programa</span></span></th><th><span style="font-size: medium;"><span style="font-family: inherit;">Página web</span></span></th><th><span style="font-size: medium;"><span style="font-family: inherit;">Presentación</span></span></th><th><span style="font-size: medium;"><span style="font-family: inherit;">Documento PDF</span></span></th></tr>
<tr><td><span style="font-size: medium;"><span style="font-family: inherit;">Speech Viewer de IBM</span></span></td><td><span style="font-size: medium;"><span style="font-family: inherit;"><br /></span></span></td><td><span style="font-size: medium;"><span style="font-family: inherit;"><a href="http://www.uv.es/bellochc/logopedia/speechviewer3.pps"><img align="middle" alt="Presentación SpeechViewer" border="0" src="https://www.uv.es/bellochc/images/ico_pw_pps.gif" title="Presentación SpeechViewer" /></a></span></span></td><td><span style="font-size: medium;"><span style="font-family: inherit;"><a href="http://www.uv.es/bellochc/logopedia/speechviewer3.pdf"><img align="middle" alt="SpeechViewer 3.pdf" border="0" src="https://www.uv.es/bellochc/images/ico_pdf.png" title="SpeechViewer 3.pdf" /></a></span></span></td></tr>
<tr><td><span style="font-size: medium;"><span style="font-family: inherit;">Globus</span></span></td><td><span style="font-size: medium;"><span style="font-family: inherit;"><a href="http://www.xtec.cat/%7Ejlagares/f2kesp.htm">Proyecto Fressa: Jordi Lagares</a></span></span></td><td><span style="font-size: medium;"><span style="font-family: inherit;"><br /></span></span></td><td><span style="font-size: medium;"><span style="font-family: inherit;"><a href="http://www.uv.es/bellochc/logopedia/globus3.pdf"><img align="middle" alt="globus3.pdf" border="0" src="https://www.uv.es/bellochc/images/ico_pdf.png" title="globus3.pdf" /></a></span></span></td></tr>
<tr><td><span style="font-size: medium;"><span style="font-family: inherit;">Reconocimiento de fonemas</span></span></td><td><span style="font-size: medium;"><span style="font-family: inherit;"><a href="http://www.xtec.cat/%7Ejlagares/f2kesp.htm">Proyecto Fressa: Jordi Lagares</a></span></span></td><td><span style="font-size: medium;"><span style="font-family: inherit;"><br /></span></span></td><td><span style="font-size: medium;"><span style="font-family: inherit;"><a href="http://www.uv.es/bellochc/logopedia/reconocimientodefonemas.pdf"><img align="middle" alt="Reconocimiento de fonemas.pdf" border="0" src="https://www.uv.es/bellochc/images/ico_pdf.png" title="Reconocimiento de fonemas.pdf" /></a></span></span></td></tr>
</tbody></table><span style="font-size: medium;"><span style="font-family: inherit;">
<br />
<br />
Fuente:http://www.uv.es/bellochc/logopedia/NRTLogo5.wiki<br />
</span></span><br />Comunicatehttp://www.blogger.com/profile/03611727576881002034noreply@blogger.com0tag:blogger.com,1999:blog-6601010038923098503.post-35566243336955996292021-08-30T01:27:00.000-07:002021-08-30T01:27:10.831-07:00PASAPALABRA EN INFANTIL<div class="separator" style="clear: both; text-align: center;">
<span style="font-size: large;"><span style="font-family: inherit;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0ypBlawSI_BR1j9XGbXRRm8PR3EtSylMVXIhPubKXqXAdwraIwKucBGpCJ1pTzdTtoNBi32GCPbsR_-qgrOLf4t8HYXffABBt3PZoMhZYM6SueUx8TG3KsU6lnxpl5Qw0vmk5MhrPhyphenhyphenc/s1600/oie_transparent.png" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="398" data-original-width="398" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0ypBlawSI_BR1j9XGbXRRm8PR3EtSylMVXIhPubKXqXAdwraIwKucBGpCJ1pTzdTtoNBi32GCPbsR_-qgrOLf4t8HYXffABBt3PZoMhZYM6SueUx8TG3KsU6lnxpl5Qw0vmk5MhrPhyphenhyphenc/s200/oie_transparent.png" width="200" /></a></span></span></div>
<h2>
<span style="font-family: inherit;"><span style="font-size: large;">Os dejo un pasapalabra para los primeros dias de la vuelta al cole.</span></span></h2><h2><span style="font-family: inherit;"><span style="font-size: large;">! A por ello compis!</span></span></h2><h2></h2>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6S5-ncWLghW5RUm-jviSINmIun7XJoNs-axTE2eFOtP_xhhe3mXEvApX-b8N30cXN878J-htzkWRZFcfRTSLahoxf0xqko74W093MFJSOdm5keRWosL_gp2Lx49dFhN3yd6JJmt-Uy2o/s1600/Screenshot_2020-04-26+pasapalabra3a%25C3%25B1os+pptx.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="562" data-original-width="1000" height="358" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6S5-ncWLghW5RUm-jviSINmIun7XJoNs-axTE2eFOtP_xhhe3mXEvApX-b8N30cXN878J-htzkWRZFcfRTSLahoxf0xqko74W093MFJSOdm5keRWosL_gp2Lx49dFhN3yd6JJmt-Uy2o/s640/Screenshot_2020-04-26+pasapalabra3a%25C3%25B1os+pptx.png" width="640" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<br />
<div style="text-align: center;">
<span face=""verdana" , sans-serif"><b><a href="https://drive.google.com/file/d/1F-7CfiQfhYWIId1vI688YtmkK2ujn8Fk/view?usp=sharing">ACTIVIDAD PARA 3 AÑOS</a></b></span></div>
<div style="text-align: center;">
<span face=""verdana" , sans-serif"><br /></span></div>
<div style="text-align: center;">
<span face=""verdana" , sans-serif"><b><a href="https://drive.google.com/file/d/1L_XUmb-zwRAherwNYqxzNyI06IGHHlWX/view?usp=sharing">ACTIVIDAD PARA 4 AÑOS</a></b></span></div>
<div style="text-align: center;">
<span face=""verdana" , sans-serif"><b><br /></b></span></div>
<div style="text-align: center;">
<span face=""verdana" , sans-serif"><b><a href="https://drive.google.com/file/d/10B-TxuxSXDdDRWvWdK3Tpf05cTDmisVZ/view?usp=sharing">ACTIVIDAD PARA 5 AÑOS</a></b></span></div>
Comunicatehttp://www.blogger.com/profile/03611727576881002034noreply@blogger.com0