tag:blogger.com,1999:blog-39533974674758452862024-03-05T08:52:36.832-08:00INTERNATIONAL DEPARTMENTAnonymoushttp://www.blogger.com/profile/03999026186662576765noreply@blogger.comBlogger92125tag:blogger.com,1999:blog-3953397467475845286.post-29412317855022103512021-01-14T04:23:00.003-08:002021-01-14T04:23:37.865-08:00Inscripciones Proceso Selección Erasmus<p> Buenos días,</p><p><br /></p><p>Aquí os adjuntamos el enlace para inscribiros en el proceso selectivo para participar en Erasmus + 21.</p><p><br /></p><p>Como ya fue explicado en la reunión, el primer paso en el proceso será la prueba de nivel de lengua extrajera, Inglés (mínimo B1).</p><p><br /></p><p><a href="https://forms.gle/69CFPFg1F5FYAKPAA">https://forms.gle/69CFPFg1F5FYAKPAA</a></p><p><br /></p><p>PLAZO LÍMITE DE INSCRIPCIÓN: 20 de Enero</p><p><br /></p><p>Una vez tengamos el listado de alumnos interesados os informaremos de la fecha y hora del examen.</p>Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-3953397467475845286.post-82726705829111790922020-11-25T02:00:00.002-08:002020-11-25T02:01:51.699-08:00Erasmus 2021<p> </p><p style="line-height: 100%; margin-bottom: 0cm;">Estimados alumnos,</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">desde el
departamento de Erasmus queremos comunicar a los alumnos de 2º Ciclo
que se va a proceder a planificar el proceso de selección de
alumnado para realizar la FCT en el extranjero mediante el programa
Erasmus+ que el centro viene realizando cada año. Este año en
particular (debido a las restricciones por la situación Covid) se
irá informando tan pronto como sea posible de la <span style="background: rgb(255, 255, 255);">certeza
de la realización de la FCT en la UE.</span></p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><span style="background: rgb(255, 255, 255);">L</span><span style="background: rgb(255, 255, 255);">a
realización de las movilidades estará supeditada a las
instrucciones sanitarias que se vayan recibiendo y las restriccciones
de movilidad entre países.</span><span style="background: rgb(255, 255, 255);"> </span>
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">En un principio
comenzaremos realizando las pruebas de nivel de idiomas, las fechas
se irán comunicando mediante el blog de la página oficial del
centro.</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="background: rgb(255, 255, 255); line-height: 100%; margin-bottom: 0cm;">
Como requisito indispensable, el alumnado deberá haber aprobado
todos los módulos del primer ciclo y tener aprobado segundo en el
momento de la realización del módulo<span style="background: rgb(255, 255, 255);">.</span></p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><span style="background: rgb(255, 255, 255);">El
correo es muy importante porque en breve se comunicará la fecha para
una reunión virtual para explicar el procedimiento.</span></p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Para acceder al registro pinche en el siguiente enlace:</p><p style="line-height: 100%; margin-bottom: 0cm;"><br /></p><p style="line-height: 100%; margin-bottom: 0cm;"><a href="https://docs.google.com/forms/d/e/1FAIpQLScEquqs7-RmfwNpkLPzWL1rAGa5fTN9oQioMcHdKC1SNNlflA/viewform?usp=sf_link">https://docs.google.com/forms/d/e/1FAIpQLScEquqs7-RmfwNpkLPzWL1rAGa5fTN9oQioMcHdKC1SNNlflA/viewform?usp=sf_link</a><br /></p><p style="line-height: 100%; margin-bottom: 0cm;"><br /></p><p style="line-height: 100%; margin-bottom: 0cm;"><br /></p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-3953397467475845286.post-79913186802088153742020-02-21T04:15:00.002-08:002020-02-21T04:15:13.841-08:00GRADO MEDIO. BAREMO FINAL PARA ERASMUS PRO <div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8_6xt2H9qdRc2kh-9RnOJeJAiU2NVWvESnzBtLlKrJDabYkrqrDFbYYvWFP36CGR5R2RvIQgr0x3eQnbrNgqslcu1qjEQ8Bo5gYafoAt6D92olJ8NkWluTnUrPdyNZ0YOOlxVFqZIIQE/s1600/EU+flag-Erasmus%252B.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="128" data-original-width="450" height="91" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8_6xt2H9qdRc2kh-9RnOJeJAiU2NVWvESnzBtLlKrJDabYkrqrDFbYYvWFP36CGR5R2RvIQgr0x3eQnbrNgqslcu1qjEQ8Bo5gYafoAt6D92olJ8NkWluTnUrPdyNZ0YOOlxVFqZIIQE/s320/EU+flag-Erasmus%252B.jpg" width="320" /></a></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<b>Alumn@s que pueden acceder a una de las dos plazas ofertadas de Erasmus Pro</b></div>
<br />
<img alt="" height="102" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABP0AAADMCAYAAAAIytZ2AAAgAElEQVR4nO29TY8lOZYlZn/pLWbhtu2NfoDkvlBJgiSHCaPRCBo0ema8o0eTmpYytYnEWzt8U5uoTWwEBwxw+CoX+Q8CcCBslbksoDCT2V1d2Z1RTS3s2TN+XJL3krRnRnvnAAeJ9HjGr3tJI49dks2nT58UCIIgCIIgCIIgCIIgCIL7YaM2gk+fPq1dBAAAAAAAAGBDwPwQWAPwu30D9gWuHegD+4ZtX4h+AHBtGI6qbRrVtEc1rF0WAAAAAAgA80NgDcDv9g3YF7h2oA/sGxD9AODK0XeNappWHaH4AQAAABsH5ofAGoDf7RuwL3DtQB/YNyD6AcA14xTl1/VrFwQAAAAA4sD8EFgD8Lt9A/YFrh3oA/sGRD8AAAAAAACgCmB+CKwB+N2+AfsC1w70gX2jXtFv6NWxa8ezyM5sVdv1avBsUxyOrfZbgu3peclznmdY+U3UwqzGrZbm36xExzozQrN4+XdKy111xNlu+WU6pRvbQtp3qsmMOktpc0m+Senrz/dH1bV6Gq1qu6PqI1trZc/RdrQSFPefi/lm4T6VVIamUW3bue2b7KO8PnBu4yB9aTD72QmuT411PsacUU8jwR6p4/DF6tp3qmlb1TH65diPOtW2pk9Et8wH+sol7EL5dhG7JIwrACAFFibAGoDf7RuwL3DtQB/YN6oU/YZjZy0q3EVxRyyQUgUD3nPuAi9L9PMtGNcU/VLLdBJKmqZRbVjxSBRU9KJsVfQb1LFNEXJSnguLfqn95/K+WaZPFS1Dqo8y+0CW6MftZ5y6Myu4iOjHKcOSddXSjl1uo9urhOh3WbuY5cv+oJE4rgCAFFiYAGsAfrdvwL7AtQN9YN+oT/TTF3t29MAwqL6bFy722mRa1HgDlfrTQsyzGCKfG/pZlLEWiLH86OpFFlcJwgo//5jol1am8flOdaf/eotTUPQTpZEg+knLeG7DtlO97rSGz7ptk/ZcQPTL6D8X883CfSqpDEpri0SBWAe7D4QLHLxlmZ3HMI9ztggzDEfVtbT96aTk9kgdh3UsWldd9AtGEo79rG3d+iSJfhezC+3bWXbJGFcAQAosTIA1AL/bN2Bf4NqBPrBvVCb6Mbd0nRdP5mKQs0CdfqNHj8Sfm6OxzDVcqujXqrb11HM10S+1TFqaMcFkr6LftCAORA1NgpoRtZT6nFf0y+s/l/XNcn0qvwxaOyT5qKAPxNLwClz8PKL1XnSMSR+HZyxc11OabTdGrvkiCce0O3Uk8kgR/S5rF9e30+2SN64AgBRYmABrAH63b8C+wLUDfWDfqEr0Cy8E479dTvRTaYs4AufFYu+J6llR9Esq07SAPg5z+pFtwHsT/SZhLuo/1rldqc/57Jjbfy7um4X6VE4ZejuSLMVHJX2ALikpgKbmcek2THkm6KtL1/Wc/inilBTdTzbpejKPRUQ/AVJ8O/f9mDquAIAUWJgAawB+t2/AvsC1A31g36hK9IsupHQkLKqGvpNv751/lRQ5YUOvI/n8mqKfuExumwRtuEvRj4gWW/Q5pTh2jGfv2vTyvlmmT6WXoUSkn7APEKCjOTPy0LaRSi6HIHNeZHsvPQ6f/nX5umqi4lhWf1Rr19P1yd3eu7xd5H3LZ5fccQUApMDCBFgD8Lt9A/YFrh3oA/tGRaKfVARxhY/cizxSBYowQwsoQrwpeVmCb/tnUCwSlCm0dS4QwVNC9JO0efmLPPT0GTfpkkh9zvdsfv9Zwjcv0aeSyjAM6kjdViz1UWkf8JQx2KYJeTjt2LaqOzJuq42lw7BH1oURl6irnt4pPzvtaWtvr2g/KnaRR6ZdJL6dZpf8cQUApMDCBFgD8Lt9A/YFrh3oA/tGRaKfdLGQIBi04Vt/Ly/6EduhVhf9+GWi2y1+yQREv5znfM/m958lfHMLot9SvuKvJ9MWkYs7svM4XbDg3rjKv2V1EdHPMw5frK6GiDgQW3znrb2+MqWKfuKyepO/lF3yxxUAkAILE2ANwO/2DdgXuHagD+wbFYl+1OIrBPf39JbE6aZQ6ULTk1/B7b1kuitv7+WXyb+4855Vt8vtvVsR/fL7z+V98zLbe32CSNsREVYiH03oA/MveJcjZOVhpjP0R3UU3rJabHsvYxy+WF2tyEFni6/lA8VFP0lZvcnLfTvNLvnjCgBIgYUJsAbgd/sG7AtcO9AH9o36RD/p2UEx0U8pNS+w6QUVb2Hr306cJ/opcrvZuqIfo0zn86kCtAu2S9GPH9ky9H3SdlzzOaXC23vT+8/lfbNMn8org10kgY+m9IHxwfjFHdl5MNJkCDNlz/QLj8MXq6u9Xdj6f84FGOVEv0hZvT+9lF3yxxUAkAILE2ANwO/2DdgXuHagD+wbFYl+xHbCAMS38J4WdpTIssrtvUYVtYVVvxHRL1Im3vYyq613Kfpxo5CmhbW9nVb+3OK3917KNzdww6mD4lvB/VFrojP/2HlwIkgFgnPpizwY4/DidXXOCNTTcW8LpuoTbZdgHoKy+n65gl1wey9wKWBhAqwB+N2+AfsC1w70gX2jKtGPveXtHBFiLlBiCyHfYpt/E6Jw4ectg/+2yKZtNyL6hcpECVF02Yy23qnox4luIX0v9TmvgJDXfy7rm+X6VHoZCLB9Ja0PnIUtViRUSh6cKMJ4unb6xcQlFfHpS9SVuBjk7PtH1/5kfSaRzJOxK+jXahe9XGnjCgBIgYUJsAbgd/sG7AtcO9AH9o3KRD+lRRw0qu16NRihTOMB6NO/24uX6ELovCihDzinz1zvz4s1X2RVEdFPzYsu7ja2xUU/X5kiC95T4bzb6nYn+imtndpOHfWzsYZBO6/LH/Uley5+WUpK/7mUb5buUyll8ILrKyl9QCqKZPazpmlVd7S2hg+96lp5pGFJcYkchy9ZV+o2YK3f8D4mzVti26O5bb8/evptjXZxyi4fVwBACixMgDUAv9s3YF/g2oE+sG/UJ/oppYa+i5zt1KqOWBhxFkLnSJvcrars58xng2dB6WdabUT0o8rE25ZKnAVlLKxpxuqS0uaSfJPSN+rr91l6LZ/yXHirYGr/WcI3L9GnYmVIEf1ivpLSB/h1G4Wf5H6mlCHCkGSeuZZij5Rx+KJ1pUQ/TcTj3VKuor5C1aW0XYqKfop+P57/LXFcAQApsDAB1gD8bt+AfYFrB/rAvlGl6KeUOkcPGIuMtnWjDPRHJJcHNEyhpyWiMhTjOc+COHYAfGjRlVZfou4S0c8pk3wLmhMhKFwok2lKRKGLiH5KKTWMC2NDxPPcEpv1HON8sIT+s4RvXqJPxcpQXvRL6wMy0e+Y3s+mv/dH1bWuD/jaPpi2wB7ycThjTEmpKyn6+YXHYH2GXnWt2UZt2wX7e0m7lBb94petyMcVAJACCxNgDcDv9g3YF7h2oA/sG/WKfgAAAAAAAMBVAfNDYA3A7/YN2Be4dqAP7BsQ/QAAAAAAAIAqgPkhsAbgd/sG7AtcO9AH9g2IfgAAAAAAAEAVwPwQWAPwu30D9gWuHegD+wZEPwAAAAAAAKAKYH4IrAH43b4B+wLXDvSBfcMR/T59+qS2wJ+//RoEQRAEN8EPH58X59p1BMFcop+AaxB+t2/CvuC1E31g37yUfXWtbTORfj9/+7X6/V/8CxAEQRBcnR8+Pi/6zvvw8Xn1OoJgLtFPwDUIv9s3YV/w2ok+sG9ewr4/f/u18TeIfiAIgiBo8cPHZ/XP/6wWIyZc4B6IfgKuQfhdGf70/bQK+0H9sVu/PLAvCI5EH9g3L2FfiH4gCIIgGOH4Qv7nxYgJF7gHop+AaxB+V4Ddb9WX0xrsl282UB7YFwTPRB/YNy9hX4h+IAiCIBjhh4/P6s9//ufFiAkXuAein4BrEH6Xzz/87gellFJffveb1csC+4KgSfSBffMS9oXoB4IgCIIRfvj4rL78+Z8XIyZc4B6IfgKuQfjdvgn7gtdO9IF98xL2rVb0+8M3v1W//PiD8cyXH79TP3X2F6rfqD/+ePrBj79Vf8hKa/4SppQ8/P0P3Vfqj9//cA6fH/GD+vL9b9VPwrMz9HL48Z36qVA55nM+PPjxB/Xl+6+c9nWe89iA+zt9+4GvfqzyWnX/Y2f7ifb/obNN9PIQZS5pcxAE1+OHj8/qy5c/L0bWhKvQ+Pflx++cMY09Zn7/1fkZ6ftQ9nv63R0uJ29sTR+Xf6N++t136suP8jyvhWv1E8MvNB8985vvZv/3RDIVmRslzHHifY85v7LBnZf5QLXjRrmO3zHGqERf/P3ki8ZYo9SXH39Qv/zOtenv/0I+Hqf7weXHwU2MK5ady/Vvt53T3nPx9S53DpHqM0lzC3KcYr7/N2EPXx2s/pm5HlyrD8j0hiXHRJ7v5ug0a/IS9q1Q9NPFGBqmw4QGQWla6c700/fxTvNFMMFKFf1Sy8EeJK02dp+jBLSv1C+RdHz19tkgX/Qz8/IuEgK/KW1zEATX44ePz+rXL39ejBzRr/T4pz+/D9Fvgv9DTfq4HJsv/FDVBHNv/cT0C8L+kUVFubmRfI5Tbn5V+LmK5ifr+B1njJL7Imt+/+N3jlBwGdFvnXFwG+OKx56l+rdEZCLLwghyYc4hcn0maW5hlJn7/t+SPew66G2Qvx5cqw8UF/0SxkSJ79Ys+i1t38pEv7hIN2E2tG8QTEkrzZl4HWYE9yyNFNEvpxwSEU1/lnrOqaOh3p9ADpyEzbhfeYKgRb9YFN/vA9GAS9gcBMH1+OHjs/qnX78sxrjot8D4lzkR3q7opxT10StnXM6Jrr8mrtVPHL+wF1CBRUXpuZF0jiOZryQtplV8XkaiMtHv8n7HHKMW8kV7/L+E6LfWOLiZcUUt2L9TRCajrWOiH38Oke0ziePb3Lb89/+27FH2/bKFPlBe9FOiMVHquzWLfkvbty7RT3OK8WuS5hjdV+oX3SHOzuAZBJPSSnAma/Bxwni731hfAAJbSXOcOrMcc4ely2cMCrGB0urs58OD9S3WVGfWbxY7l5XXXsaXn9jLkPIdKh+fKLiQzUEQXI8fPj6rf/ynL4sxKvoJxr/QeP2Hb/Txaf732BhPcV3RL1Y3a/KYNS6bE84v+va6zowqqGmSuad+Eo0A8S0qis2NNAjnOOG+9xv1U3R+lTov28/cYx2/S4xGSvXFv7B9MS8oQe4H642D2xlXVOH+LbeN/z0XEf2y1lDScvHnFvQ4Jfjot7I9/HVg9GnBenCtPrDMx1rmmJjguzWLfkvbtyLRz3zZ0Ib8Sv2iTuddUJN1UsyRpJX3JS2k4HsHDMbvL1GO+CBJi2pGvt9/d+q01JepH7SOrMgX1ly279RP2gDAi5RLEf3C23d9/7aUzUEQXI+xF/Lf/j//r8Gv/vZr9R/+439Sf/03/6f6t//+r9W/+cu/SppwTZSMf7Hxmvr3PYh+v/+Lf+H9GJM3LutzBiKKhXMezZVwrX5CLgY9H3pLvq9LzHFEPl10XnY9ot8yficQJhi+yDlSZvrdlx+/U3/8xj8nXV70u+w4uIVxZbH+nWIb8j0XFv3y1lC8cqXNLahxKt63NmUPzho4cz24Vh9YbIcGY0xM8d29in4l7FuR6BcTbSQOmJpWhvNHw91lZbp0OfK/RI9fBadyzGWe8vtO/fF3IdFPq8P3X3kHlvT29aTn3eLriwJczuYgCK7HDx+f1S//+GuQ/+lvv1b/8f/6v9Xf/Iev1L/7679Rf/lX/1797//mL9X/+q/+dfTZsOgnG/+uNdLPeY7acpL9DlSn87SuW9zbWj/R/eIL9VGXXFSU9YvUOU50fvU93W+WihCskev4XXyMWsYXaS4v+q03Dq4/rizVv1NtE3nPFV9DxcuVNrfwjVMM0W8z9mDUocB6cK0+UHrexh8T03y3ZtFvafvWI/p5vnTGGTmrTRhhJXMmiagje+HH99jrA1N+OUqcOfPld785//+5U08d/fuvzC3Xdjn10N5v7DbgDNyJop9P3POKgcvZHATB9fjh47P60y+/RvlX/2784va//ev/Q/0v//Jfqf/pvmM9FxT9hOPfcufu+M8u3Y7oR/2mwLhMnROkTrcVem7TvEau1U8Mm39DvJ/JRUXZuVHqHCf1jL1lzwKsSxBcx+8YY9QivkhzmTP9LD9YaRxcf1xZun/LjlSifxMQQ7LXUMIxJ/vMUo7ot4Y9JHUoux5cqw/I9IaSY2Ka79Ys+i1tX4h+EP1Y5eAOeKFDrr/87jdzuU/lMAbsgOhHdnBReHqq6OexuVZW0w8g+oHgHvnh47P6h1/+icX77l+q/+F//J/Vf/ub/579TEj0k45/y01qr1j0s9qcAm5jX6+f2DZ3fO1Col/KHIfd975J6edlxoetcx2/441R+b4YuHgw42KlZD9YYRxcf1y5QP9eUPTLX0OVqEsYZhl4ot/l7SGpQ3nRb40+UFz0Y4+Jab5bs+i3tH0h+kH0Y5UjNuB9+d48+5AaKH/5Rm9788Zcu9N7o+1Yf0+xBe8L2eQvc71sW0H0A8E98sPHZ/XHP/0Tm//1f3Mn+r1f9JOPf+Hx+gfigHiIfmS+nnH5D9/8Vv3x+x/oiBec6bdKPwnaXH2nfrqA6Jc6x5FEkUhu4eXMy/yoT/S7vN9xx6hcX9yY6Dfld8FxcP1xZen+vaToV2INxalL2tyCHqfiot869pDUobzot0YfWEL0442Jab5bs+i3tH3rEf1wpt+q5aBeQPYNUr98477knQFaS985hNUn+kW+KtrlSmtf5lkY6jv1k56WIxrjTD8Q3CM/fHxWf/8P/7gYvaJfwvi3zBlCLrcp+i1zpp+X3W/UT7/7TrPRdX/AWaufkHMU/WIE7SbHpc70S53jxHzanGtRgmPqvKwuYW97fscfo2S+aNtladGvgB8sPA6uP64s17/TbCM406/IGqpsXeLjFFP0W9EeojoUOtNvjT6w1LwtPiam+W7Not/S9q1I9GPeuPvjD5binnF7r5NW5pe0QFQh93drlcM7SOqDauRsqbGcxOSFisDUBov4V4YR4S+LOaKf1d7f+7b2LmtzEATX4xYmXNzx76pFP8btveJxWX/PeZ7do5BSUz+h21+PJoj1lQS/+Isyc5y0qJ4S87L9+OrWRT+OL3Ju8Py97UeXFP1WHAfXH1eW7d/idhTc3ltmDbVAXYLjFFf0W9kegjVw7npwC3PQsvM24ZgYgO8ZiH6mfSsS/dzOZajq3VfqF73jRwbBtLQSnMlSqZ3Q5+4r9Uf9WnHmIHTpcoQGSWOwCmwzcw/gPGEa4GIvsRiCURl5oh/9tcHz5WYhm4MguB4/fHxWf/fHf1yM0UWlYPy7WtHPeneHvhjLxmVzcvrFOrD+D8Z8ApF+l+8nfr+gFg3l/KLEHIezwNf9j3crJm9etp+5x+rjM8OeUl9UP9pbJX+j/vDNb9UvP9Li4PKRfuuNg+uPKwv2b6ltvO+5eJBLEIzI9tJ18Y9TXNFvfXuExtqS68G1+sCS87bwmJjmuzWLfkvbty7RT+AAsRuA0tLiq87ym9JOYEZ8pTh1TjnCg6Q9EYhEnBgTA6381AAdPX8xtCXCU8YU0Y/yF+5XG2FbgyC4PX74+Kx+/vtfFiM54Uoc//ImtTHMiznp+1D2+/ikn1tOeR1V+k2pVz6er9JPgj7vvrvTLraI+UXiHEeaP3vxypmXxVCPgL2O30k/TMR9kTtGUs9Lx+MUP1hrHNzUuLJY/05oZ6OPppxhz11DccaclGd845Sgb13UHrKxVjy+B/rNWn1g2Y+1gTEx0XdTdJot8BL2rUz0ox3EhnlzFPesNk5a6c700/fx5yQ3XqUq2anliJ45Y7RLZKA0vnx4/n6ylbHn3xN6zvlNvujn2j7W7qVtDoLgevzw8Vn99Pe/LEZqwpU6/kH0C22TTB2XGR8Kf6xHJNlTP4n6vLUopPpS0bmRYI4j63s/eD4op87LYqjHn9fxu4RoZIYv/sE4G8+DH79zbnO+hOi31ji4qXFlsf4t7aPxLbHl1lC8MSflGXqcEvSti9pDNtbObZC/HlyrDyy+Q8MzJqb6bs2i39L2rVD0G53qD998p77Y6vCP36mfOt5hoGlpZTrTKYzXfJnTtx3FmBW+mlAO2aGyirjl1nO7jzE42sIc8wuUZ2A3mS/6mS8W5qSmoM1BEFyPHz4+q5/+7k+L0Z1wpY9/1yv6uefw0m2WOi7T8wX14w/qF2ur27Xy8v3E9gvK5835iXdhW2xuxJ3j8PveOCeV1Nmttzsvi6Ey0e/ifpdy7ijXF08XYxBrE1vsm3gZ0W+sw6XHwW2NK+X7t51W2nvO9seSayjumJPyDDVOSfrWJe0hG2vNds5bD67VB5Y/i5kaE9N9t2rRb2H7Vir6gSAIguDl+OHjs/ovf/enxei9vRcEKyL6CbgG4Xf7JuwLXjvRB/bNS9gXoh8IgiAIRvjh47P6zz//aTFiwgXugegn4BqE3+2bsC947UQf2DcvYV+IfiAIgiAY4fhC/ofFiAkXuAein4BrEH63b8K+4LUTfWDfvIR9IfqBIAiCYIQfPj4vzrXrCIK5RD8B1yD8bt+EfcFrJ/rAvnkJ+zqi36dPn9QW+PO3X4MgCIIgCIIgCIIgCIIgmEhda9tUpN+vn99AEARBEARBEARBEARBEBTy5283vL137cYBN8TXB3XTNKppbtXz2mUBt034CphL+BAIgiAIgiAIgjsgRD+wCj7fNappDur96/plAbdN+AqYS/gQCIIgCIIgCIJ7IEQ/sAI+qvumUfdPa5cD3D7hK2Au4UMgCIIgCIIgCO6DEP1AEARBEARBEARBEARBcGdcUPTrVdc0quupfzqqtm1U0zSqaTt1HASi3+ujuj8cxmebcQvWzd2jerN/9/Sgbg6n3xxuWdu03t7p6bq8Odyq52A6Y4QId1vY29ODVZcxj/dPL8bvxq1mTN49supi/35ss1vVMCNcUtKPPnPw2HJq18MD8W9pbc9lapmXaJ+o/70+qvd3h9NZZFb/iLTJ1nxxq75yLpfebwrm4drhoG7uHiLjTprtz7b01WU6105il6ZR5jl4rj2u3YekTLETmEuOfV/U+4Pt71K7Ygt5KW6nn9h+kecnIJjGF/V8dzDed/fWfI6VxrtbbV5xUPfvqHdm+H2LqPlr5uiHug/R866l0wD3x3K+xRkn9zDGLST6Dep4EvUc0W84qrZpVHvs1aCUGvpONU3rCH+k6Hc+XJ1awGkLtNPvbk4vp7enW9bkmrewDKRzEs2aplE378Iv12he2sT0akQ/qkyf3xRrES5oewlTy7xc+9D+92ZMzOjnUgaytXxxu74yLeDC/WRqJ376c7rScSfV9rMtPWnvXfTb4HgT8iWJncBMsuwL0W9L3E4/gegHrk3/fOJG4P/edzWRRui9XsuCGCzNwLw2+FG1dBrg/risb1Hj5B7GuAVEv1nwaxpX9BuOrTJFvvH3raX6uaLfbJwb/UvT66O6P/99nJyPiz194jc+yxXiaONparDnpTk6xK26v4tM8M7ipbsYf3t9ONfH70TxRWm4Lh4miH6S9GPPvD3N7WJO2uP1Zbe9kKllLt8+Af/TF6h2ZNer+RXDSXujvrhpX4nd7DrZQzAhOb9MDrfq+VWzg2E/Ir8M2xsvMGpMC4h+fFsKouauyYcETLETWKLNY/aF6LclbqefQOQD1+X5g5e+O+T1kfXB8kx9nvNq/80et04+DxEG1HmeC5t+eC8RSkqkAe6PBfxCNk7uY4wrKvoNfafaplFN06q2bUnRr+8a1TSdmv98EgmtH7qi38mYjMncszNRPxkrMtmLLyxDkzltoRgRz6L5RCen+xT99N+YAm2svvy2lzK1zMu0D+V/zG2GHqFqq764dV/xb/NN2PbJEAnpyME820+iw3gMApHGzkW/tX2IyxQ7gTnk2hei35a4nX4C0Q9ck5P/UWNLYB1lcZpzOGPfNF8x0uCnC14PvXOwkw9xdkmUSAPcH/P9QjpO7mOMKyj6ncS7tlP9MEX0lYz0C9FcpC0T6TfSFRQpRws7R5IgF6hvsTxqFf0EbS/ltkQ/1//o9lq2nJfwxe37Cr3NV2IP06aR9nl9cM5YzLX9WXSYIt7sNoPod/Hxxu8fMjtNPso+70SLmB/PbXoh0vWJGb72ss5K8ZwHNdrgVj1/1sugncPrnOM7fpm1zxt169vwzsNMtq+nPZjlnUU/s528Z7cy05W2582dr9/x7LcVXqSfsNqEub2X7dcgKGHo/cWNVmEGOEx/Ox+pBN8FZ0L0A5divl8Ix8mdjHFlI/2GWbjziX7nM/26hDP9fLS/PE3GuUs7008e6ef+PfgVXw+RT5rg7VP0e3u6TdhuJ2x7IVPLfKlIP1FdqUXPRn2xCl+xI+hePYvNINOjQnJtrz9PtvfORb9N+JDQzlw7/WoIPhYPtvhAn5V7c3ebIfrN2yzc/M12nUSq+zviN9r2dYp6O/jPW5H0LYl9ifYQl/cwXzhm0MpPkG6wPX3nIju+zrffVrh4P2G3CUP0E9gTBGVM+FDhS4P5DpzXDmZ/8n9QAK+C5zmxtQXTG2G1UBrg/pjtF8Jxcidj3GK393pFP6Xybu/1GseeJKff3ktOuF5f1Hvf7XDUZDKiNjuHzB8O6v4dNyqBv0gOk15YlLvIgxbCopQcrJ/Q9hIue5GHQCgk/U8qGNHtuEVfrMVX5kixx0CoeF770cy3vSlm+L/ey27E9YgHhUS/PfpQjCl2ms+IfCDPKnHHkMaIbnrTRYkE0e+8Hd2ImJqjpKhoY+85Uc4HiRfiptapDHqU3AsvijbZvj5xh1Ne6+KJ8++p38rS9bcnYRfP+TUS+22Fy/YTSZvERD+ZPUFQxkmcDkTpFRb9wu9abHO/Zs4fV825muQm6RJpgPtjnl/Ixsm9jHHriH4McEU/+S2ZAQdKvD2VFmsYi91XdzsSz2l3Kvp5r8r21ze57Uv5hKfMy4kU+jPSeoDPT0UAACAASURBVAaEoo35Yj2+Yt7+JB+HUvPPt70dweRsdd276LcZHwpTbifBZCYQneqeW8kV/RhfULX8UrbE+6L7jUPnEyizr0B4J87B8guSeen629NTD0fUlNlvK1y0n4jaJOP2XvK8NBCUMSpmc0W/yKWFpn9bgrhHPAevifZxCNpcme0TJdIA98d8v+CPk/sZ4yoW/cp/FQ0vEg+e84H8EzpZlMGLent6UO9DN62euaPtva9zhJRfXJIvusQRHoXLnNM+fP+TLsD457ms7YtV+UrStl5+++XZ0v97d9ui1UZ73N67VR8KUGynyIUFRnqhKMXUM/18W0gNul9Qw2davqi3p0f1/O5B3esfJ4iIxXni92DehM3tI2z7hj+ihMsbOB+YtDk/XW97ci+yENpvK1y0n4jaRCD6MewJgnL6tqJzb5wXbu+NlmN74wW4POfbUWlRRXKmX04a4P5Yxi9yx0k9jTrGuEpFP4/qWsiJRAs3zmRQOoGLigg7Ev2MTuNLz1PfJdq+UJmXuniA7gfSszEEAtNKvliVr2TdCsmfQL89mdvKcm1PCgu6CLRH0W+rPhSg2E5ri36R88pEop9xwUisvV+MDxVnMo/3kNuXaA9BeUOin9MmgnSzRT+h/bbCS/STYqKfyK9BMIGvj8Z4OH0EWeRMPy9xk/X1suA286w0wP2xoF9kjZNvqrYxrj7R73VesJVW+MtHZ1ETZM4iOOZEexP93rRJNfO2sKS2L+wTgTJfRvTLvcF1u75Yla9kiX7cKDH/GRPZt/d6z1Hbq+i3QR+K+ofATmuLfsL+4LeTFr13uFX3dw/q+elxjN4LboN8GSOn9JtRGR865Pb1iTu88vIj/WTpFov0q0x4WrSfiNqEe6af1K9BMJfcnQXC23uT0gH3TckW8SXTAPfHpf1iv2NcZaLftPBd5gDP5AVtwNjuYnue8EW3TF6T6Pc5dD5j6HZISduX9wlfmS8l+ul9IhjNYt80u3FfrMpXchfJjAhMur45tg9tIZzKc9iv6Lc1HwpQbqcLn+nnpCH70poiUrllC/iWJLIl6V3u3w4fKq9f7PfYiJluNMI1eu5mnREUi/YTUZtERL8ifg2CPgZ2AQgunfKOT44wzbj4aoNngIJLE5F+4FIs4ReScXI/Y1xVot+S5yb9+jlhYcn5Kks5xDnK5KDu31nbk7VtH/4X8z5Fv1mcsDshUd/Uti/tE54yX070ezO2Ht3cPao3ve1ezcNOvRO4jfliVb5SIDJmPlD21rzR8VXfski8xDJs710k6+XZsei3KR+K+obMTkm3974zb+/1n0OnX46gpUnc3mvkr6dLXOThFf2Myzmsw5unsk32cfJj2iTJvh4xh1New3baLa6UjYTphvzevYH2hRS/JfbbCpftJ5I2YYp+THuCoJS6eDyP6b73nYfa3PD8e+0IhOht36z5I7hnSsbXJdMA98cSfiEZJ/cyxtUj+nHO28mciEoXljwRklaTfbfO8OpS6rZLS0hgnFsz1TUlfU770l+63fqmt73s4oTUMi/VPt4ykFeX6zyoe8+gtEVf3IavMFlkO5x7EYFtP1+5Um0fWiQb4+2GRL/d+lCAKXbyH1Bsjfl2GhT1dKl3xN0DcalMKH/uB5JYn2gIoSX83gq3sdS+gW2bjLF02oJyf0f9lo7I5qQbPiPRZ2vPlm3hWLQmF+8n7DYRbO9l2BME5fT7KvtW78+WWO57J3x+C79D4MtXzITx1ReJzkoDvB4u61vOOLmTMa4e0Y9zkPJFRT9+aLFvy8bb03jukOFIByLiypf3DkU/+pD99O1HbtuXF/2oMl9a9Pv189s5ssv2JycCjKrnxnxxG77CbfdSZ2C9jAKesSD03Rqeb/vgItnTHnsT/TbjQwGm2GnyJ9MnDv6Lr+yLBQ636vn0xdM9umAWmW/uHtSb9ybpMUpV90nKl8N2si/nmPoDZROqD1iRs0EfkNqX2u7ML+987owZ5TW2aXo7xCNcH43zDun8+PbbCi/ST1htwrm9V+LXIJhA64B6/1gYvrTj+d2t0Te8c0I7v9BvwSuie8EW/c6JXB7DSgO8LhbwLfY4Sfy2wjFuMdEvF+Hbe0Ewg68P6qYiZR4EQfDiFJz/BIIgCFZKzInBLRB+CC5F+Jb69TNEP/AK+fbugHMgQBAEyfPF3rTIv21u5QRBEATLEHNicAuEH4JLEb41EqIfeGV8Ue8P2DoDgiAYO1/sBpMkEATBHRNzYnALhB+CSxG+NRGiHwiCIAheLenzIO+jZ+GBIAiCIAiCILh1OqLfp0+f1Bb487dfgyAIgiAIgiAIgiAIgiCYSF1r21SkHwAAAABcCz59+rR2EQBg80A/AdYA/G7fgH2Bawf6wL5ha2sQ/YBtYjiqtmlU03SqX7sswLYBXwFysZIPYcIFAHGgnwBrAH63b8C+wLUDfWDfgOgHVIG+a1TTtOo4rF0SYOuArwC5WMuHMOECgDjQT4A1AL/bN2Bf4NqBPrBvQPQDKkCvuqZRHcK2gCjgK0Au1vMhTLgAIA70E2ANwO/2DdgXuHagD+wbEP0AAAAAYAPAhAsA4kA/AdYA/G7fgH2Bawf6wL5RVvQbetW1rWqa5sRWtV2vnB1S/VG17ek3bUduofKKfgXzcJI+6um6bNtO9cF0xggR7rawoT9adRnzOFqZjFvNmDyFp8TqYv/+lJFqmBEuKelHn2k9tpzatT0S/2b9pvCWvNQyL9E+Uf8benXs2tNZZFb/iLTJ1nxxq75yLle0k6Tl4dqhVW13jIw7Ksn2Z1v66jKdayexS9Mo8xw81x7X7kMhxCdcg+qP3fxus/qqW5RBHVvdJvb/MzEMqrf9q+WNLdWC8H9gG6D6SdKcR4RB9dnO3quuLVGWEBL7OBBFXQtie8z2ve+4iEXAn95NWn7dMSe/y6Mu++4JpX0VSEVdfaCE38jGrcH4baPaLrRO2B7KiX7ng8+pxZXWKKfftadGHfqOXDiRol/hPNzkOZPGQDon0axpGtVGMovmpb1Zr0b0806EGYtwQdtLkFrm5dqH9j97IKKe6zzK0RZ9cbu+Mi2owv1kaid++nO60nEn1fazLT1p71302+B4E5pwDX3Mzo1qWnuhny/65YwtVQOi32ZxcdFvOIl1mb5gj30lx44ZEP2WQj0L4sB8IvgxK56erwt43+sVjZ/12HdPKO2rQA7q6QNl/EYybvnXLvW8awuJfnPjt7pCOsxfNafJzTgx0xeZ47P25McV/crn4dTiNGmk31Gjohx6iY0O0amuizjBWbx0F0vDcDzXx/+ujC9Kw3XxJSsX/STpx54Z+rldTFPF68tueyFSy1y+fQL+pwsQduTNoD1Hpb1RX9y0r8Rudp3skfLiaTszmsSwH5Ffhu2NFxjV0AHRj29LQdTcNfmQB94Jl2HnoxNxNEaIciY8QkHgnC8R1RcbW2oHRL/NIiT6LRM8V8IX5r6HS6bqRDUL4vMcRNsdMkzR6dI+Yi6uyWf1OdFg/62eS9Wqse+eUNRXgVxU0wdK+I1k3PLkd7T0p62jkOh3amjGwrF3FkmnF4r1rCv6lc/DTSY2aQwtmLSFYkQ8i+YTnWDuU/TTf2N2oFh9+W0vRWqZl2kfyv+Y2ww9QtVWfXHrvuLf5puw7ZMhEtKRg3m2n26oHbeKEmnsXPTTf7OV8YaecHEnMtP4EPIHiejH9K+zMFjP104WIPptFlWLfoheqRa1LIi9feE0VnMXqHN0eava1t+/pvmJL79axtBa7LsnlPJVoAxq6QMl/IY/bgXm1tPcoJL3+gUu8jAXUOmRfuXzsMGZNLqC4vkfNEcLCJTMfMKA6EeVm9P2UmxL9HP9j26vZctplaguwaaYr9DbXST2mIvEEHSGo3PGYq7tJ9Hv2HteWhD9Lj7ehMQMlk/1R9UZZ0Cmb++V5OuK0r58fG1rRg36z1Vxzxb0nnnpnP87fqW1zymlfjtGNXqEHkm6wCIoJ/ox/EmLsqWjnRi+S6RhHknD8SlNNNSi8Mf8iN/ZfQ9+m41rWhDP/jZGtvj7FzMYIrEul0Qt9t0TIPptC7X0gXy/kYxbZef5a2J50c9WTKfz9rqEM/0K52EjPdLP/ft5QR06K6tpEydc+xT99K+K/O12wrYXIrXMl4r0E9WVWsRu1Ber8BU7gi7pi0/6+Uu5ttefJ9t756LfJnzIAjXhyks/XfTL8y+J6DdHMgaFETWLiy6tfCiRxSfaeM4KbrvOHS8l6QKLoZTox/KnoOjH9N2Q6Mf2qfC5r0HBHX5bBLUsiOe5iLX1LRoJbiWjnefg71+y9+WWUY1994RCvgqUQTV9INtvBOPW+Z6IQSnjg9s1X+RBwhMSmXN7b8E8nJRCk8ZhUEffbZeUmBJRm51Dp9tWdUfGLZ1j4uxFcpj0nnWJ6CdJf5GD9RPaXoJlL/IQCIWk/0knVHQ7btEXa/GVORqqZ2ytpJD6JTzf9qaoQ5Qj5SIPpx5lRb89+pAOd8KVu2hKFf2kWxHtNuOLfucowU6Pjpqjp+Z2nZ7tjEhGN1JWmxNYkVLUjdVU/salKdQWD0a6wHJIv8hDHyO4/qTofq8kvjv+3e1TEp/SRL92ej8Pqp/q7e178NtSqGZBrKwxTPP/1EuXIPoBS6G0rwLpqKkP5PmNYNya5vh2pPyZdYxvSi0s+slvsJzBFf1y8rCRensq/TJkLHYHd2sJz2l3Kvq1vnr765vc9kyklnk5kYJatHDrGZiAbcwX6/EVM/pCPg6l5p9vezuSy9nOuXfRbzM+NMOdcIXT9tbR+2GAuwiT1ilV9Attm7BEEurQZSk8uwJCtmYJIpWdXVU7ioh+En8iRT+B73r/FgD7XCFu3+PkAYRQz4LY3nKuzVESbR0V/Tzpeo9E2iDqse+eUN5XgXTU0wdy/UYwbumR8u2RvMijlnfoQqJf/hfEuOhX/itleNLYes4O8k+wWGd1aekM/VEdWbch7mh77zBHSPnFJf85UGXavnyZc9qH73/SaBzu79f3xap8Jesg18xIvwzbu9s36ZD2XW3v3aoPnSCN9FtO9LtQpJ9na61Ju+z65M69ydisxqCGvlf98ag6/aPG1D6hKM3Q5Q2xdIFFUWZ7r8CfgkdjcHxXy8/Xp6I+xRXSwx/34LfpqGVBfH4veBaoKUESiPQDlsASvgqko5Y+kO838ki/4Pl/lYxxC4h+80TK3PKQV7Al8nBSTRHKOBM/6YQqKiLsSPQbM47cTump7xJtX6jMS108YD0h21KaIk6t5ItV+UrWzY6CixV6cwtZru3JM9t0EWSPop+e35Z86ITsM/2iZ+tt7Ey/yFljpHBCfd21j/A4n+0SsZNU9OOmCyyKkhd58PzJv60/W/Rj+1SG6Ae/LYI6FsShRWj6AhWiH1Aey/gqkI46+kAJv0kQ/UJR/ZX4aVnRb5gXU7nqvFf0K5iHk3Tx6Cxq4sdZBMecaG+in1IsJT12Fl207eVILfNlRL/5mbQbXLfri1X5Spbox40Sc19kxW7vpaJH9Vt9dyf6qe350AnZt/cWFP1C+Q5Dr/SAKP+5esxIP3HfGcZoJf2MFUf0GMWbrjuqvu/HCC578iYS/QTpAouinOh3fjrgTyoc6cfOMHSmH8enUkU/+G0pVLUgLrzdFrf3AuWxn63he0EdfaCE3wjGreC7/mpFv2lRWubwTVr0K5uHjeQFbcDY7sJpnoBFt0xek+inQuczhm58lLS9HKllvpTop/eJYDXtm2bHP27WF6vylUzRjxOBSdc3x/aBSK5zedr9in5qYz50Aj3hikUm6j+1b5xNF/38/qVH2h9VPwkHpJhh5eP4eomv+VMUk39b+py9fU5f/PxG5/w/VrrAkigv+umw/GlM3H+mH9t3CdFP5FOJoh/8thiqWhBfLNIv8OGyMlG5DvvuCYj02xrq6ANl/IY/boXWWnV92Cgm+pU602gCJfqVzsOGeNLIeaFRC/pzlEmruqO1PVnbhuFfPO5T9JvFidhB1Sq97YVILfPlRD9lbDNqOzMCZ7qgY/p37+C2MV+syldyRT81j21N25k3LA769jPiJZZh+9D2zXN5diz6bcqHTvBOuAw7u+eODUNvblMsIvrZ+er+pd0a6pkMOaKqfugxcXuvcTaLUvPNbPZWYOd3VruTFzRYhz5rdtTPBh7sNCnRj5kusByKiH5cfxoTJ/s223fHv/pFP5ZPZYp+8Nts1LEg9vhl5qHzvMh56qKc5dZspVGLffeEJXwVSEctfaCI3wjGrfkMwa7qsyfLiH6cs46ECyFH9FsgD7caskkjT4Skz97y3TrDq0up2y6tCSTjjJp5/SNPn9O+9Jdnt77pbS9T5VPLvFT7eMtAXl2us1WdZ1Daoi9uw1eYKCD6GVuwPPbzlSvV9sEz2wZC9FDri3679aETQhOuuJ0pW2eKfux8ifN1qfdJdyS2OM6RjGG/D/cRd2sxd0yj8287X9Rk6lgJlEL67b1UX4j5k1K2j8w7Tbi+q+Xn294b9akC23vht1moZUEc9suY/9DgRs67Y349ok099t0TJL4KLI16+kCZMY4/bgXeoxW9P8uIfpwDjXNFvwXysCFb0PJDSH1bKIZ+PEPGWFC1RMSVL+8din70Vja7vjltX170o8p8adFvTGD8em/7kxMBRj26MV/chq8wUUT0U0qpYRRYjBeL79Zw+1G57WMXNYTE7L2IfpvxoRPiE67JR8z2aL19NV/0Gx87+Rflm/1xviRA/wqqlBqOs2DYdkc1kMLHqVyW/9J+T/m5FR2rpef2I48trUjJtus9/VqYLrAIyoh+SvH9yfJlW1hn+m7I9+M+lXN7L/y2BOpZECvl2nwag22UEf3G6G/9AxFn/rgt1GXfPYHrq8DSqKsPlBjjJOOW+9uSl8leAgvc3lsG4dt7ASADw1G1FSnzAABcB+qacJkY+g4TdeAiqLmfAPVit36HObFSasf2BQAmdtsHMMYppSD6AVeI4dhWteUAAIDrwG4nXABQEOgnwBrYq99hTjxir/YFAC722gcwxo2A6AdcGQZ1bLGVBQCA7WGvEy4AKAn0E2AN7NPvMCeesE/7AgAf++wDGOMmQPQDAAAAgA1gnxMuACgL9BNgDcDv9g3YF7h2oA/sG47o9+nTJ7UF/vzt1yAIgiAIgiAIgiAIgiAIJlLX2jYV6ffr5zcQBEEQBEEQBEEQBEEQBIX8+dsNb+9du3HADfH1Qd00jWqaW/W8dlnAbRO+AuYSPgSCIAiCIAiC4A4I0Q+sgs93jWqag3r/un5ZwG0TvgLmEj4EgiAIgiAIguAeCNEPrICP6r5p1P3T2uUAt0/4CphL+BAIgiAIgiAIgvsgRD8QBEEQBEEQBEEQBEEQ3BkLi36DOnatappmZNuqrh/cn/VH1bbTbzp1JH7iFf1eH9X94TDn0RzUzd2jerN/9/Sgbg6n3xxuWdu03t7p6bq8Odyq52A6Y4QId1vY29ODVZcxj/dPL8bvxq1mTN49supi/35ss1vVMCNcUtKPPnPw2HJq18MD8W9pbc9lapmXaJ+o/70+qvd3h9NZZFb/iLTJ1nxxq75yLpfebwrm4drhoG7uHiLjTprtz7b01WU6105il6ZR5jl4rj2u3Yf4fFHvT++w+Jisl2d6brKD/f/S/Dd0rqHgHVUin7APgFvnNAZcPGo3xX+eblVzOKh79nh/q24OC9YN55pWz7d3t8ac4OZOOp69qPd3B+OdeW/NCWd/Ya7NwCvji3rm+pCP8C3Q4DTf5a5DBCTnmAvmd2EWFP161bV0Y7S6qjccVds0qj32alBKDX2nmqZ1hD9S9DtPQqgFnPYyO/3u5t04KLw93bIWZ7yFZSCdaaLXNOrmXXhQi+alLV6vRvSjyqR3uNAEWtD2EqaWebn2of3PntxRz/letFv0xe36Ck+ImdqJn/6crnTcSbX9bEtP2nsX/TY43nj7ZkxkNkQGiH65xJmO++Baol+S/2hjSkws1MfQpeqGPlA3/e9Z7nj+qO49cxLnncddm4FXRv+89ib64fxE+BbocCkRbk4Xol8Ew/EU4deNYp5SSg39KPDpot74O13kG9SxtYRBUvSbB49JzPv189vpC4D5IhonevpkZXyWK8TRkyjta4VnsBpfsrfq/i7iAOdBzF2Mv70+nOvjn8zFF6VJk90E0U+SfuyZt6e5XcyJZry+7LYXMrXM5dsn4H+6AGFHdr2aX9mctDfqi5v2lVgEREKUx3mCfrhVz6+aHQz7Efll2N5YFFBjWkD049tSEDV3TT5UytcsW/rGDoh+8jbHmY71cxXRL9V/dNEvKLaN49PNYcm64VzTqnmeg2i7Q14ftTVU/EOV/sFpeg/S70z+2gy8Lp59yOOH8fEFvgXKmPPOT/mYttpugkQWEv1G4a5pOtV7xMDu9A99Z//u9GxnPumKfqeFGGNx+uwsxE4DR+TLQtx4oUWQtlCMLEyi+RCLbW9eJR1xZdFP/405kMfqy297KVPLvEz7UP7H3GboEQ+26otb9xV/BFbCtk+GSEhHDubZforkGI9BINLYuei3tg9xGRb0dD/wiXMQ/cDrZFUT8pNv39zdnnaqhCLzb9X7muoGXpDTuB14p0c/SPrHfrdP8ddm4DUx4Ichn+H+Dr4F2mSPbwSn96/kY1pOfitx8Ys8bNEvPdIvRHORtkyk30hXULQc5t2Lig1o+RNRiH6pbS/ltkQ/1//o9lq2nJfwxe37Cr3NV2IP06aR9nl9cM5YzLX9efvWk+fFBdHv4uMNyZgoPP37uQzM7b3WOTnueU/6c/rZTgd1T/qcdXZPc1D376xzd4xoJpdR+4pFP0aZrN/eaL91zw06tcnhwYiE9rcJuCb9YwDH1tTvmsAZqxJfI3geVx5nHyPymD5ge+vmnH81RtrY5/NO4uGzsY1zOv/6xV8GZvrgWlz2nSR7F3Pe/+A+GbJ9YHwpkj54fQyJzDHOYyZ/fMvJbz0uKvoNfTdu722Patb4Tmf6dQln+vloL3qmM/3u0s70k0f6uX8PnoeibalMmyjtU/R7e7pN2G4nbHshU8t8qUg/UV2pL2Mb9cUqfMWOoEv66pMeTZVre/15sr13LvptwockbejJwxWNGaKf75wco87zpOZ8KZYufpBRp5E0Lyr6Mcs0/dZ3puaB2DXgSRdbjbZFegzg2lpyLprE1zzUPia4H65P1LYOk3UT9K9J9Lu/o8rqWZTn9l9weZ7PNH9RvxofJlIu8jB5fmcKfRrRWNfIkPhcYBcBfAvUmeEPejANe61Rqf8tIvqdz/c7CX72lt+s23sdetTWjNt7SWO/vqj3vtsuKTHFiAbx5zVPtg7q/h3j1rbPb0qySA7TbrPSF3nQQliUkoP1E9pewmUv8hAIhaT/SV+cdDtu0Rdr8ZU5Uuwx8atP6tfKfNubYhVRjpSLPCgxJVq/6/YhmZ/ZeVBljYt+5+3iU3QTec6OJnAd5vGA2trupHd6fop8CrUN/0bsN9E7SlKm+UzNB/LsIXfM1X/7op7PZxch6mBLpN6pfFtPfUs7j+rzCxmZneP/tm9PYg21xXeOzqPqps2FjQ94c5npsZx6Z1Ginyx9cCVa29RcyoUW4116eGA+X2ckDFiKoWNHYkeSxAjfAnVm+IN1Bi9P9KvX/xYT/drWFP4IXS8IrugnvyXTz9TbU71fk2OLgFd368iUR/hK852Kft6r3P31TW77Uj7hKfNyIoX+jLSeAaFoY75Yj6+YkT/ycSg1/3zb2xFqjrC0d9FvMz7EoC+KlBQcY6Kfp7xOWr6Jjf0844t+bGuyMHIk/o6SlEmyOOG2CbgFes8f49haj+QOTuwz/F+n0f8Copt1ozkruo6ISggfDyHcfldp1MMuad0CHRa2eXx7dzBFRIZflFybgXUy+oElUfSDb4EGk98/7nuO9V6t+H238Jl+g+q1W30liIt+5b8uhheJB89ZLn4hhXVWl5bO29ODdm7Sldze+zpHSPnFJV99S7V9+TLntA/f/6TnYnB/v74vVuUrWYe5Zkb6Zdje3ZZqtdEet/du1Ye49rPEJnprcUT0Yx+A7auv1T6+rcIGqQ8NvtuTA+S+oyRlirSH2cbMNgE3QWcMSLL1zPEdbI0bqf5v0xLdnS2+lu/Hdga8PT2q53cP6l7/mMceyyPvF0b64Eo8i37LRFido5q9tkbkJzjRd+zBdKyA/HIx+BZoM3X+TR2jwT9bv87jLBa/yCN0s28IYdFPu8abPHw5jUlCGWfCJx2coiLCjkQ/vT7e9Dz1XaLtC5V5qYsH6H4gPNdNsjBdyRer8pWsW8T423Tfnh7dqI8M25OCEbHFbFei31Z9iEMnEo8rTi4s+kXO+aIXoDEbhNuAfd4KRL+rZp7od7L3HfExTj8yJsn//T577t/W//su8bI/anjPKxSN5R7RT5A+uBKDUSglbmQPpbHM2gysmK+Pxhg6fTiR+yF8C6SY+CEjeIQGI9AlawxdjxcQ/ZTqu4Ki3+u8WCgd2ls+Ooua8HEWB7EBcW+i3xvv62TsLLrUyfYCZb6M6Jd7g+t2fbEqX8kS/bhfjdwXTbHbe8koMe1W392Jfhv0oZS29I7XK0X6Cfw/eXuONNKPUyaIfvXz6VbdHBgTeLHoN/FljGqjtjhmjv96HfzvZ3cLsf9Mv1GUvL97UM9Pj2NkYmB7L1/0k6UPrsSgP5YQ/VwBesx3ubUZuDcK35fwLdDHxPdv8ny+1Pt+JRYS/XrVNY3n7L7TvxUR/eZbDMPnjKUxeUEbeIG6i+154pSuJO9Q9PscWghS9U1p+/I+4SvzpUS/2M2eZ9o3zW7cF6vyldyXACMCk65vju0DC9xzeQ77Ff225kNM6jYjF16f31TymX7O37kCl+zLp+jiDpvSM/1YZUo50w+i36boEZ2yzvQL+QvVn3IFf+J8znN/f+f6vUTQpPqcWPQTpg+uxdC8gDtOhX5HngDmBAAAIABJREFU+fuyazOwRgZ2o4guP4NvgX6mrZvTRb/U/LbCYpF+YzRfo5qun4W/oT9t7W2KnOm39D5qsTE5XzepBf05yuSg7t9ZYcra9gn/gLhP0c9/xhNR39S2L+0TnjJfTvR7M7YX3dw9qje97V7nGwTJtDfqi1X5SoEvP/OBx7fmzYiv+vYyYlGZYXt/VItWnh2LfpvyIaGv3bx7iF8eILm9Vzsrx/1AFRe4yAO7P7+pt6dbs02kF3d4/F1ye2+0TL7fBm/vhei3KVJ92dO/2bbWfNX0H99RCTxfi/m28a41tg6bPucV/YyLR8x3QBHRj5k+uB7PC1r95mnNxzlii3522uwD9GUgNZ9xBS5H/WPA+aKEJ9+8iyZ8CwwxtI5JIS9YoL5beycW3N47RfQRLHF7L+c8pcwJt3RhyRuMfAewS2/B1FnqtktrIsk4m8Y+RFqSPqd96S/G/kWmvO1li7PUMi/VPt4yTIsLLw/q3jPR26IvbsNXmCwS7u0eGm/bz1euVNsHX176eLsh0W+3PpToJ8EFeyg6zfs+pSKBOQKX78BuvT1iPs5oO8E7ilcmzm9T2wS8JI0PFTqdcVlq65ifSX0t7Nt0NLdbj+D2Xsa7PGt7LyN9cE0GbBWN8Gb4NCkGwy9Am34fYu2wgG+BQXKPK+DPz1jvxUrP8/v1c+kz/YZeHbtW65CtavXIvxzRj3NY8kVFP/6WDt/Wh7en8YwYY1A7EBFXCQ5cq+hHH/Cevp3Mbfvyoh9V5kuLfr9+fjtHdtn+5ESAUfXcmC9uw1e47V7qjIeXUcAzJuu+W8PzbR/7YiXfEpbmH/AhGecoDl97MUS/z2+nSF7zgG3ebcWBC0QsHzR999KiH6dM5m/NPnQgDgyH6LddjjeL6vbzv784tqZ+17jR2Em+RtCz5c33wYEe3+yLR6b3h/9MWNntvfz0wbX5op7f3TJ8PDB2WZcwkGlcYG0GVkzbh7zjZ2CHBXwLJAnRT8qLXOSRgvDtvSCYwdcHdYMXBQiCIAiCIHjNxJwY3ALhh+BShG+pXz9D9AOvkG/vDjh7BgRBEARBELxqYk4MboHwQ3ApwrdGQvQDr4wv6v2h3tBcEARBEARBEMwn5sTgFgg/BJcifGsiRD8QBEEQBEEQBEEQBEEQ3Bkd0e/Tp09qC/z5269BEARBEARBEARBEARBEEykrrVtKtIPAAAAAK4Fnz59WrsIALB5oJ8AawB+t2/AvsC1A31g37C1NYh+AAAApTAcVds0qmmPali7LMDmgQkXAMSBfgKsAfjdvgH7AtcO9IF9A6IfAADAQui7RjVNq45Q/AAGMOECgDjQT4A1AL/bN2Bf4NqBPrBvQPQDAABYAqcov65fuyBALcCECwDiQD8B1gD8bt+AfYFrB/rAvgHRDwAAAAA2AEy4ACAO9BNgDcDv9g3YF7h2oA/sG8uKfn2nGirSpT+qtm1U0zSqaTty65tX9Bt61bXt+Gwzbp1ru949L4uRhw9Df7TyaFTbdurYu4kMR/N3XmqNEH2mtes0qOOpLvGooV51jb6l8PT/gTPF3Pq2qu2OiqguKz019OrYteNZZradInaQtL03jQSbjNswzb9ZiY71YYRtye2bXm5pu53rmZiP6180ottaifZMbbeU8hlF2YD/l/Q/oF6QE66+U03bqs7rkxqGXh27TrXttUSY5rwbly4a+uxSoPpJ7P3Rtl28/2Rj8sdOwer7Qx0L4mmcC5Hvn8OxM+Yybeeb+wzq2LXGfK1bvsMVRR32rQUF/ZC77geyUUcfKDvGmUl7dKsT+OPhNrGg6DcbxWi800S4PY4ddug7chJOin7TJJoUBLSGZ+ZBISo8WJ6wiOgXeia2gDg57NweIZFiXjDRpNosLHrYHYJK0zcRkLa9D1min89PSop+BX1J2m7Zot/kX02j2kCHWkT04/gBs3ynHDfj/yX9D6gXXtGPes8R0Pv3tbhK+rtx8YKhzy6EFNEvOL4WA0S/PePaFsT++aL9fK86z1wqPg/bDuqwby0o5IfcdT9QBHX0gaVEP49uNf0rezzcLhYT/XyLj3Fipk+8xkmS/WJwRb95gT6JeeOf55fNlAY3DwfnwcVdmA/D8ZyPWx/ZAiv2zNDP5TgX+Vy2sHNN7T6n7RcpzjZqO9XrIUjDoPrzFzvi5e4bbHXBxY5qMtIk6p7Q9j6k2MTozNSDCaKfyL6J5c5vN0bkmv7rbvSJrgv7Yo7oJ223lPLNv92G/5f0P6BeREW/oGgx+mbbJowjNSP53Xihcl2NIS6HkOhHN7c2/i5qD4h+e0YdC2I/RHPM80cSLUJ26LV1mLYXSfvwMv80Pl/bGmq3by3g+yF/3Q+UQe19IGkdfULwo7lgPNwylhH9To1DLT56ZzF+6tRWC7ui32mxzVgQc/Nwk4k4S4JQkZSP9hvdkeKLlkml1uvuESkYUQ9TfqYz+0QP5tYpzwItpe39WaSKfu1pSzhRh8L5U/ZdxJei5ZaIftpvIyHQS4h++m/oAZZfvq35f0n/A+pFSPRru+4UwR6KlO7UMWPSUyvS3o0LA312MchFP6UuI8hB9Nszql4QT+MRa643+XFgLnJOx+/zOQvwNVC1fWuByA/5636gDKruAyLfshDQrWTj4baxgOg3d1JqwE+P9GPkeWr01Ei/pQS8lGdIcSMmVEz/biRMixSsqIfhSJwLR6cXFmPidSs5OcgR/Y69pwPXKvpFIRD9pkHxOKjgy1itJPqJy7cd/y/pf0C9CIp+x9NXxdBRDZ737vSb3jhrMnS2aKd6Y8tWZ7xP9ajVpmlVd7TTGeayahHH42/J/eussnmR9G7k1oXRJtaZQ2Okr91nfYtjzxg89G67eceBzParDGmiH/VBWDm2m77mm+M+13ae37HyALaOehfEgUUrifD8iZ0rRD/AgNQPQ5DtUgJ4qLcP5PhWWLcqNR5uAcVFP31SRTbedN5el3Cmnz9Tc0LPzMOBtlWSOxlbZntv5wmLD0cT0UIGNTDmfI0OiYjMzkYtXBLa3p98hug3hP22zPZe2r6523vT2o374nR9JmTzZbb3+vqFtHzb8/+S/gfUi7DoNxAftE44+UfX+/qR/8ylpqWirqct8tNvrDNiyXSodwxNJ3qWWTY/Mt6N0bpE2sRz5tAUmZkk+rHTLNV+daFYpJ+xdd7lnFaG6MfOA9g6ql0Qez96eHA+F3380KCPL9yD68/ztYpEmWrtWwukfniptIAzqu0DGf7A1q0yxsOtoKzopy08xv/1TMJybu91M6XV3cTbe53DoNtWdUf/rYkph0dn3dLqjSiKbDs0/p7zhaSEiBiOluK2vQ8pNjFFm8AiTCD6Se2behB5XrsxfYGqvxFZZ6V66Ys8ROXbnv+X9D+gXsREP2PyoWGORKPfu/P5lUfyPBK6H7r997zlvTNvl5+i5eZyaaLfOc9B9VPaju/zyhaC9N3Ir4u8TeYPFE2C6KedY2SlSY2BpdqvJohFv2FQR+eGdG3uaEX1ubepp4p+kjyAraPOBXFCBIy11c2lf65jzOPaY1UfHeq0by0oGeVXMi1AR519IMMfOLpVxni4NRQU/bTtPNNfMkK7uaIffe5WJgZ7q8wsuDiXJSwh+oWuuvftHxcJHKVFD2l6AZFE0Pbe1LNFP2IBWVL089g36/bB5Hbj2S4Y8uy9JKaw6BfoF7Lybc//S/ofUC+ioh/xnj3/7eQbbl8InWfn/ltUPKNVFatcvkmY3VdkZQtC9G6U1CXQJoHzXNxbhZnCkSjNgu1XERa/vdeJGsjc3svKA9g6qlwQp/iZdWO85GPCcGzNxTEi/QClio53i6z7AaVUpX0g2beYulXGeLg1FBP9qG1Hy4p+l/pSOqihP6qj5+bNYtt7z84TE2noxZRfZLlgpJ9U9GBsKQ21vfepzO29RhmnyXvu9l6GfcudfyJpN44v+BcyvrPxim3vZfULafm25/8l/Q+oF3HRj3jXWpfWOP0o4js+wdk9No7eckp/8RQKXKlng5oF5L8bRXUJtEkg2tmtG7NNJGkWbb96IBf9WtV2gej3YVBD36v+eFSd/vGspOgXzQPYOmpcECfdWn5e5OZ8TNAiuyvx8RrtWwuS/NABIqSXRo19INW32LpVkfFwGygj+gW3HC0h+tHbXxYH8QW+7Jl+8xlDwfScRUFIxMjbjjj0dvuG0hOeaSYRXQTPlBH9FLmtLu9Mv7B9Fzn0ONpuDAGMs0C2Cl32TL9IvxCXb3v+X9L/gHrBEf3s/7cvJ1hM9IucTba+6Ee0lW98E9UFot/WkHqRh/tQ4DzEUqIfOw9g66hvQZy4IA1GzkiOM6nrNuv67FsLSggjK637rwz19YFE35LoVsXGw/VRRPTjbauQNYhX9BtmAaBsaG9axFPxizyCirKnrFakB6dePGWc6kxL3F6aF23mSz9b9DPO4yl0kUfAvvJyl2i3eBop/TtaF2Jhm9tukvJty//L+h9QL1iin+GD7jbVxSP9WD64kujHfTcKRXSIfttCGdFPP3eyU113VH3fq34YCm7vleQBbB3VLYhTPxYGn5MtcskbszeK6uxbC3I/Wi+27gdsVNcHEn1LtG4sOB6ujcpEv/mGPu75bnzMk7PoVsglRT/FO69An8yHX6oeUYcROUeXI3JOWmyBcY7K0sub1vb+LEqJflp527bY7b0+++YsWtLbLSb6xdudFLwiCxpKdEtrt8Tybcr/y/ofUC94op/mL0dX1Cp1pp8/4jYnwmPBM/2mp1jvRlna0TbJOdPPHotwpl8URUS/wEQ+2XaCYxncPICto7YFcfrukdB8xjOGh3YaVTIG1WbfWpC3i2nJdT9go7Y+kOpbMt1KMh5uG2Vv77VQentvmTMBAjhHE7WqO1rhw9oWDXZ0kgfRZ87CQHx7ZHs8Bg4kVyrkkPOtf515s9wwaOfBxRZtRoLnztJ2vRqMUKj5VsRQxISk7X0oKvoprZ0KiX4++yb1l+x2iwxYnGgEcpGqf5mzbsc80r6V1G7J5duW/5f0P6BecEU/c3tqvB+l3N5LuRqZjlLzbbXRs818N1fzysYC893IrwuzTTr9pl3tyAHtIedDgl5P6vbeY+xG4AXarwIUFf2aTrO/OU6n284S/Zh5ANtGbQvinEjf86K47chxxf0IZY6BNY5Btdm3FuT44eLrfsBAbX2g9G4G3zxCMh5uGfWIfpxzuwoorcZkjJEHTy02Fz+cdol/Bda2jQTTCok6Zhou5aq2sTDxpNl5Ooe07X1IsUlw4BjoBVwsf6l9U8qd325he/JeuJ4z7SLnZvkGVUm7ZZVvQ/5f0v+AesEW/TRR3faJ4E3WjPEk3A9D6QQuorGf93wgiJWNB+G7kdH3U9qk7To3yosaE7ujexFQbL5jHjhTuP22j+LbeznvTpbtAtt7k97PwJZQ14KYu+3MN6cJ+K53p0Pd/l2XfWtBhh9eaN0PzKirD+SOcUSK3nmEZDzcLuoR/TgHbxdq+KE/qq5tzcGmJSKp1HKin/4S9f1uVp7TRR2lhlGoMJw5dNMd5+KH8Uu23X5O9BP1qKDtvWmUFv2UKzZx8pfaN1X0Uyqn3cpszfC2z9CrrjXr1epfSog0+O1WoHwb8f+S/gfUC77o5xe8Q5MW0y9b8kDseD8cI2F1/3b7i0T045eNC967kVsXThRyb9yW3na9d2vncJw/DLTdUQ1TWzlHcFgXQLSd6nv68OnS7bd1FLvIQw2G3eaxn363xG1H+b0sD2C7uL4F8aD6Y8cbV6wxsMYxqC771oIMP7zguh8YUVcfuKToN+bHHg83ikVFvxyEb+8FAAAAgH2hrgkXcHGELvm4IqCfAGtgt343HFUL8WS/9q0F8MPVsds+AN9SSkH0AwAAAIBNYLcTLoAP8hw4pUX+7e82XinQT4A1sFe/G44tdhGo/dq3FsAP18de+wB8awREPwAAAADYAPY64QIkCJ8D12Liin4CrIJ9+t2gji22mCu1V/vWAvjhFrDPPgDfmgDRDwAAAAA2gH1OuAA56HNBO/qg0asD+gmwBuB3+wbsC1w70Af2DUf0+/Tpk9oCf/72axAEQRAEQRAEQRAEQRAEE6lrbZuK9Pv18xsIgiAIgiAIgiAIgiAIgkL+/O2Gt/eu3TggCG6Mrw/qpmlU09yq57XLAoIgCIIgCIIgCIIbJkQ/EASr4fNdo5rmoN6/rl8WEARBEARBEARBENwyIfqBIFgJH9V906j7p7XLAYIgCIIgCIIgCILbJ0Q/EARBEARBEARBEARBENwZi4p+w7FVTdOQ7Hrth/1Rte3p39pOHQeB6Pf6qO4PBy3tg7q5e1Rv9u+eHtTN4fSbw614O+Db0wORz4N6jqXz+qje3x1O545ZZWSUQZbvGPnUHB6M+o9bIBvV3D16yng6F83371O6Cdso394dwnln5/Gint/dzrY98eZwq94/vbh+kJmva485L/135zbn8NQ257by8eDx7Ux/y/aPFB9/ulXN4aDu2X1otLEZ1Uf7eynfLeFrqTaNblsmbBLL6+ZwG27rzLGKXe/DQd2/i/gxGG9j5li0LF/U8+sl81tnSz+OEaidJd8DAUbnUiC4Ht/e3Rrv95u70NyJIHe99flNnedL2m/x3gdDc8PkXTtPt3nPg7tgGd96Uc/GOigyxrF/u00WFf36zr8APYt+w1G1TaPaY68GpdTQd6ppWkf4I0W/8yH+1MJSe5mdfndzeuG8Pd0KJn8v6v3BX49QOvYLlnr23rtAS8k3Ivr5yhqbqJ4G1KZp1M076QJvrkeo001llKT/9hRr30Y1h8gFD4K6RQUcrf0WEf2IfEr4W45/JPu41u5h0c5sS7Hol+W7+b6WatMlRL+QjfPGqoS+EhpvwPz2vUTbvj6q+8Pl7QjRDxSz0HsgSoh+4Ebpn5MyL0Hjrrdi+aFvXDVDa6M00W76oAPR79qZ71sB3cUZ4yS/3S4Lin6DOraNatqjIgL35l8dW2WKfONzraX6uaLf3OA3+tejaSGiTe7GBZI+YR+f5Uz+zk50uDUjGl5Hhdf70tQnmXakjPEs7Yxp+cZEP88LNzJRHZ+/Vfd3ggkClb7v2amtJB3FaN8HJ9pkjIKJd0B23c51cMWPt9c5L//AEheopoW8L423p7kMzuIzw9+S/SPHx3XRL7iYHtvt5kC1TbxNs30309dSbZoj+tF5afYoaccUX37FJC2L2WNR4XJA9AM3ziLvAQ4h+oFb5HmOrUX7vz5qa6jYWoi/3hr/rs35X+2/YRy9Xp78qKAo4g8KAK+LBXzLM06S6xXJbzfMgqJfr7qmUY2xj5f4VdeopunU/KuTWGg954p+p8ZliBTPzkTv5ByxiRlDjKIj1JhbSXxiWG6+pOh3OG1LJMoUnKhqaWaEUPu3+aZsu+F2rGmi4kubX7eYeMPeIp0h+um/Kelvaf5Rxsdv7m5PUbj0pHOs7616T7ZNrE1L+G6er6XatLzop5dRt0WmHVN9ebL/klE3O2X+WFSIEP3AKlhmDsMiRD9wcwzMgyd/jS6U+eutXz/P6xPvx170jytlwI9SOM0jyaAA8LqY71veuTWxXpH8dsssJ/qdt+2G4vxyIv0Yxj+9yFIj/bwvLp2vD845SrQwE3Yyd8Evzzcm+r1/8rzgQxNVw4FzOhW9zVfSVknPPD34z40T1I0j3kh8MjUPqu5l/E3mH7l5zm3/GPg6M4vzdNtE2rSA7+b62rZEP/cDSLYdU325shfjlpg8FjnnMY1fKd0zAO1zShr3HFkjUtcc1yeh/vnzHAXSNLfG+1ePHpWe9TT3DTMd75mVzHqHyr1UnuAFyH4PaJECWsTs6J+E3Swbj1HSvnG5RH9g9EsQdFhYaPGlf56HUR8Xfb8Fr4rno7ZKvAdnv85fn4HVs4BvQfTLEf36TjVNo7q+V107T1LaztruO4mDXcKZfj7aX5MmZ7iTnOkXenGFKYoKcCaJ6flGRb9Xj6N6RT+3LFkRD3a0EPsrY0b7CuwbTFffmpC0cCuxvfeW3B6R529p/pGbpz4wuqK8+dz9k69tQm1axndzfW0xmxaK9Mu2Y0q9z1uCEDmVxJSxiBDpKMFu9gmK2juJIfrd6+mc++gcOeuQ+R4wI5NtWj4lqHeo3EvlCS5NyZgXPkeZ3r5o/eYUuU6Jfrn9IftMNvA6qS+GDTE74SIPik70nmxeBl4Rz5HWj9l+qH/AhugHFvGtsyZhbdml1iuS326YxUS/0M295nZelXd7r0NPKLv49t7UL1LSl5qdT86XsLjoR/7Gt5iPiDUpDjZHCz1Gtt6Wal8PE+rmHJ5/OKj7d9wv7XzRL0rDTrn+luIf+Xkabe35QjNHSCSIfkV8N9/X1rjIgxbaXtR755bmAnZMrvcBE7QMysYi7Z1oiIQvxM3dk431CLb5d5yPRXPZXP89H0th3HA2RzqJztk16kPVRVJvXrlL5wkuTNF7QBP9DlNfelHPk18470zTj43LnoR+Fe8Pgn4JgjqtLZBlRWNqvQXRD6QZnhcKfEILCNDTxTh4vSzlW/SljfRFhpLfbpWFRL/TuXzNHME3/rk//z121l+q6JdyCyzNVPFN+pz9Elxa9CO26UUWb+IbU1n1TbVTOH9vxy9Vt1d3iw2voxcQ/Q5UHrn+luIf+XmaCy/qAFbz3E2pvcr4br6vpdn0Urf3FrBjqi+fFrry8QOcfSB1LNLoiYo3DmD35h9+b7hjO3NrZaTMfqFDsKAkzpYKbV9fKk9wWcreA76zz6zfB3YoUGcXF+kPkn4Jgjr1yOPDA3mRR+qYFDxbPHIxIES/a6N2GcydeRmMzA/duQJEv2tnOd8yj9oIrVckv90uC17k4cPpgg872i+CuOhX+kt6ZqSfdCF9sUg/vYNY22yZEWTZX5cTt/XGyvXrZ67oV6puL+rt6UG9Z91umri993WOiKQX8rn+luIf+Xna0RbOFl/rwPW0xVu+fXN9Lc2mS4h+B+L8pwJ2lPjyueyyyC6QZxvWWPT6ot6eHtXzuwd1rwuGTqSaPoFxb6z2+WDQ9p4tkSbji8HQotHbb6L1DvvsUnmCS1L6HvD93nrPhCLGJRHYov4g6JcgqPMs+gXO2BOLcKH1FiL9QCn5fkgdBwTRD/RT6lv+jyPUmX6c326ZFxD9pijAkqKfR+XNoiCq5enRjVCSnpPFOgQ3lK/m3FHR743cXmm8vDkT0tTFS+YNd9nnkC1Rt6iQmXOmX+gG2Vx/S/GP/DydhZP1/74LJ1iiX0H75vpamk2Xu8ijtO/4mHaTMFiElJ3OZ41w+sOLIR7OUSLWsRhS0S9y1l0J0c/JW1DvVNEvJ0/wAv2A/R64sOgn7g/MfgmCOoMRxinv4dh6C6IfKCXTL4JHAUH0Aylyx5yQOGj/m+S322Z9ot/rvHgurazyooJcA1/k9l7SsQSin3H2UOpWwUSnzhT9RDeqJm+DjLerydjAknmRR+BrbbHbexP8I//2XvvMogf1RmwPkYh+JX23lK+l2lRy+23KxGe123s/Y5tPGlPGIv2sstvxhumnxzFKKLIgfH73YN5CyzgLNhrZlCl68aPuZPUuE+mX2tZgacrfAytF+on9IdIvQVBn0M+EIhxrvYXbe0EpeX646LoU3CmFoh/rWIL9HGFQSPQ7beFtrZt6lTrf1kv+m1j0m15ACx2cyIhsCZ5pEYugsW+zLZUvS/TT8znQZ7YFnFYkhvjqnbz4CUdJGXyyb9NLqdu8kItu311K9PPaPN/f5P5RwMeJhdO5HO9unXbgi36lfTfH1zJsGhEIqA8DaV87M+2Y6Mv44p/KhLEoMN5SZ5B507TtJRX9Cn0B9X8Uy6t3XPQrnye4FHPe8xHRj3GWrCzaO6c/EP0SBA2G3vESEY6/3vKOl/jwccVkXLwX8UOIfiDNfN9CpF+W6KdU340d0L7Io5su+KCu6BWKfpe4uex8bsXh1ryN71XfakEYV9u6cXP3qN6MbVHmAZChRYYsX6Hop+ejv4g5L+acc/lKRHwY7euebfP2+mhuhcmt2zm/g7p/Z21p0LZz+YWkfNFvFl4IW2b4m9g/Svg4FS1hbHcyfZst+i3hu6m+lmVT/Yu6dbPjO7r/J29xyByr5L6Mm0yzKB2LyEsArEOI7fHxYJ7/+PZE9BlPP+KIZ276t+w+Sd6kSx3YLKk3t9yF8wQX7iOi9wBX9Hszxq/59l5tO7HUr2L9QdIvQdDifP7UbfL5U6L1lvaOOs9rtO322IZ5nSRvK2etn8LE9l6whG+R72PPZSCS326Z5bb3ThF9FIVRfqToxzmvpchEyD1A2aQ/Qoa+ztl89j4aIi/JVy76Ge14clLey114HhiVZ2aniLev28Y5dfPd1MPztwKi3+dwtEiqv0n9o4iPk1ukZqEr9bblpXw3xdeybRo588lOM2fikzdWBeoUSRNnUaVRNhbF3iUNIXxwfE7rr01zjv4I+6H5TIo/TFsn7u+oNKjtmrx24mzvLZ0nuFT/SHkP8EU/nx/f3Emjvbn9QdIvQdBmwH+c8Yjw94T11jM5VhLzHPB6GPIjjh96CNEPLONbofexZ17A+u12WfZMv6FXx67VGqJV3bEXC36k6Mc5BLnY5PplXBQbL03qNkzKEcev/IYzHg5uRE2RfBNEv8+26JBw003qpRdFXv5TG5mL4JsDEQVToG5vT+NZOrY93bx4tqHy5J3lGL4ZVeJvMv8o5OOec5F8izWe6Le070p8rZBNXx/Ns5uaRt3oX+vFeQWYNVZ52tezmGWNnWC4jUVjkX0JwGQDqs9QfmBFnJ/tPIvF5k3cka3dVvoSf5jPSzEj6G7uPAfHM+vNO9OvbJ7gEkx9D0hEv7fxq77hC4+JFyxx+wO/X4Kgyxf1/E7/uHfgX8SRtN5y84vPk8Hd094Z4/ULiH6gkEV8y70wi57nSX+7TV7gIo80hG/vBUEQBEEQBEEQBJP5+qBxxttVAAAP6ElEQVRuEJEMrk34IbgU4Vvq188Q/UAQBEEQBEEQBK+Ob+8O2IYLrk74IbgU4VsjIfqBIAiCIAiCIAheFV/U+wOOIADXJvwQXIrwrYkQ/UAQBEEQBEEQBEEQBEFwZ3REv0+fPqkt8OdvvwZBEARBEARBEARBEARBMJG61rapSD8AAAAAuBZ8+vRp7SIAwOaBfgKsAfjdvgH7AtcO9IF9w9bWIPoBALBdDEfVNo1qmk71a5cFAAoDEy4AiAP9BFgD8Lt9A/YFrh3oA/sGRD8AAKpB3zWqaVp1HNYuCQCUByZcABAH+gmwBuB3+wbsC1w70Af2DYh+AABUgl51TaM6hPgBOwUmXAAQB/oJsAbgd/sG7AtcO9AH9g2IfgAAAACwAWDCBQBxoJ8AawB+t2/AvsC1A31g3ygu+g3H7nTm1si2OypnJ15/VG17+k3bkVv1vKLf0Kuubc/pN02r2q5PyiNYj/5I5HNUfSydoVfHrjXa4FxGRhlk+Y6RT01rtvG4BbJRjS8kajoXzRsydUo3YRvlcGzDeWfnMaj+2M22nfys7dSxH1w/yMzXtcecl5FqZ5YnyFPbnNvKx9bj22YBxf6W7R8pPt53qmlb1bH70Ghjswi0v1sZJfsuURCxr6XaNLptmbBJLK+27cJtnTlW+VHSBtcFcsJVpO9wMahjq5+Zaf//pTDly6lH+rtknbotiT3WyQV3YTKNkYgOB0qgpgVxaH6Q3B/6LvD8ab6kzSW6Y2T+ujHUZN+awNIFJAj6IZCDmvpAmTFuUL2xDgqtu+sf44qKfn7hQ5uAnhav7amhhr4jJ+uk6Hc+xJ9aTGuDCDMPGvNig6Y/HXtgo57tvKu2lHwjop+vrDFR5zSgNk2jWvGqnbdYm8ooSX/oY+3bqKaNLHYEdYsKOFoFFxH9iHzM8qX5W45/JPu41u5h0c5sS7Hol+W7Wj0TfS3VpkuIfiEb541VERSywTXCK/pl9x0utiL6CT4gTe0TaRsihx0KZHuskwuIfsAaqGlBHJqTpvWH6eMK/bw3v4o6X032rQUsXUCWYtAPgTzU1Afyx7iA7kLMJ/cwxpUT/c4Tby26ZOjPDTot/sZJmL4QHRvdXhy6ot+gpaUpq0OvusQ86GpoC3o93GUY1WDvYKUvdO1IGePZyAtTlG9M9PM4Y0T0G5/vVNclDsyxG1ZTFmlG+x7NNlJTRF58Ycyu27kOrvgxDHNe/r4eF6hiC5Khn8vguG6GvyX7R46P68JFUIAf261tqbaJt2m27zr1lPlaqk1zRD/vV/fOI5pkjlUxFLHBlSIq+iX3HS42JBoxb+qexjN5fTdU12LYY51cQPQD1kA9C+LTOCD+EOJH8IOSPlYP9t/qifivx76VgKkLyJLMFa+BEOrpAwXGOI9/kqLyTsa4QqLfNNEkKj41yskwvbMQPD1r9V5X9DsZgiFScPNwwBCj6Ag15vYi3yImN19S9GtP2xIDNiHbQ0szI4TaH6WRshWL+2Un4Id6Ooy6RRcL3C3SGaKf/puS/pbmH2V8vO26UxSuJ3j62Kqm6dSRbJtYm5bw3TxfS7VpedFPL6Nui0w7RlFm/LhWhES/vL7DxbZEo7igN/lzSnm3Vdcy2GOdXED0A9ZAPQviwHopKbnTO8jzQck7Tk9rm0o6YD32rQF8XYCNiB8C+ainD+SPcd75weRnzhqt/jGukOjHb/z0SD9G/qcBJDXSjxUxMBydM91oYcb3uG/BL883Jvode8/AGhKsDGfP6VT0Nl9JWyU90x/9Z18J6pa/WFhO9CvjbzL/yM1zbvs+8HVmFufptom0aQHfzfW1bYl+7geQbDvGUGz8uE4ERb+svjP+Jn52SWx7r/Z1VYt4Hs82ofaR22fwjl9V7TNRvYh9EPNNuFj5egQy61nv+UPMuk1ibK96rb20c4a5+SkzCpc+Twainw63L/jax/NukfgRt08A1aKaBfH5iKMS/je/x+l3S2jM4ZzDvB1UY98qUHr+F/NDoASq6QMFxji+6LefMa6M6Kc3vjHpISaw02+7hDP9fLAn/sw8rEokT5ajC3YjG3vxnjNJj4h+g8epvaKfWxZR3WzY0UKJX3eyyjAXRlY3PWw36WyzEtt7OzJ0OM/f0vwjN099EHVFefO5rve1TahNy/hurq8tZtNCkX7Zdgw/UHb8uEKERb/MvuM9u4SIio+JflQ6HqHfR55bhSNTyQ9m7HyJd6/v3GB7zBHUbRL9uo5Ij5ufFoEc/i1EPx1Zop/Yjxh9Aqga1SyIz1H2fXg9xkpq7i8l5mVbRjX2rQESXYCBuB8CJVBNHygxxp01CWt7rxOhup8xrozoZ4XcurS3+mXc3uvAE0Isvr03Va2VGtzOJ0cljot+5G98i/mIWJOCOVqop+0UT6FMh0qom3NRQtuq7si4QXNMnC36RWkqcpn+luIf+Xkabe35QjNHxCRMLov4br6vrXGRBznxGQZ1dG5pLmDHEBYYP64NMdEvte/MZ8YeybN1/D4SEP3OaQ2qn/z+7Cvae9mKioreHm7BH3FK+ackX59IPX8w1NvIFXl4dZvHBLd/8/IjfnfOz26buiagqVhe9Evxo1ifAGpHLQvi8DxEMDZoH5P0dCH6AVFIdYEQWH4IlEAtfaDUGEdf2mif5b+fMa6o6MdbVKQVzJ91U2hRmSq+SZ+zHWRp0Y9YNHlEv6QtlVGYX8Hldgrn7+34peo22FvifIOCrNzBsusio5NHrr+l+Ed+nqb4Qx3Aap67KbVXGd/N97U0m+aJfmFyv1aRmYpeZsuMH9eFqOiX1HdC597Z/8YV/WxfFdhZegaKL0JcKig7+TLfxZJ8iLrJREsqv9A2Kdsf6pqApuJi23speP0oo08AVaCOBbF26WFnXnooW4+575rgO96TpnvG+nZRh30rQTFdgOuHQAnU0QfKjXHmkSmaVmFuH9nNGFdY9OMsKtIK5kIeMRBGZqSfdCF9sUg/LU97my0zgiz9dsQp6cRDWyPlGpPmiH6l6jaooT+qI+t208TtvcMcEUmLirn+luIf+XnaC1lnm6J16YNMQCpn31xfS7PpEqJfe7p5mKhfjh1jv11i/LgixEW/hL7Duq19So8r+glEk2FQQ9+r/nhUnf4BRbxtXLolPpYv570YK1q8bt4FCjc/3xZggzH77AsXFf2kfsRJE6gSdSyIQ+Cvx6ijJBDpB7BRSBfg+yFQAvX3Aalv+UVp58PrDsa4sqJf6Et0UdHPo/JmgV/OoTe32Ii2rToCWGq+SvFFP0VuETPsxVlYpI6wKYupWH0keS1Rt6iQmXOmX+gG2Vx/S/GP/Dyd6BXr/30XTrAmlwXtm+traTZdYHsvnUi+HWO/XWL8uCJwRD9x31lL9DufjVLAH3zRb6RIw803Q/QT1C1b9IucLQfRz48s0S/Vj0JpAlWj/gUxc3wIHiMB0Q9goIQuIPJDoATq7wPcMUeyA2Y/Y1zRizwuIvoN8+K59DlRvIgU11Eucnsv6aAC0U9f8PepWwUTnTpT9BPdIpq8DTLerlZGEb/OvMgj8JWs2O29Cf6Rf3svtWh3Q6clk8uSvlvK11Jt6u0ixBbDlInPUrf3Ljp+XBFYop+076wi+unnnHXjLdd9r/phkG/vpdK3ohtnSPJNFf1kdSsW6SfZCrXzvub0k75TbctZHC7hvxD9rgXXsiCWvc/3c7Nl/fbdEAroAphXXh719wGh6MfasrufMa6M6HcWpKgIkrQGoUW/OZ/weWqJYES20GcIhm8YdNK3HSc3X5bop+fT0me2BTqJSAxxH84S/WJRUuZPuwJ1myf80e27S4l+ymdzPe80f5P7R36elGh1LsfRXcDzRb/Svpvjaxk2jQgh1IeBtK+dmXYMprnQ+HFF4Il+0r6zxJl+EYEjMOafJ/LC94E+bnnPUBHlyz1fN69u0ejfWH6C7SrXLPpRPsUW/ew5WJYfnQtV1WIAiKOOBTHjwrOIT0rFFm/gQtIHnvVQh31rQb4uANHv8qijD+SPcbJ58X7GuEKin9Y5rauP3b3RaQVTihsRl4f5lsPOvLVtGLSz3Agn0bbgtF2vBiMUyTws0r+9T5qvUPTT89GdlOO0OefyZYt+ymrf4/jFXc9i6I2z9rLrds6vVd3R2latbfvx+3W+6DcLL4QtM/xN7B8F8iQPwze2rZm+zRb9lvDdVF/zlpsoi+/Q92a86Vo/PuB8CySrjaT1k49V3vSWGj+uCFzRT9p3yt/eyxT9Gm0+oKxDkxOPVGiPR/8XWlG+jNt71Xx2sHPREbNuoX7Kyk957KfUfPPctV/kQY2rnrHWtafWD5L8F6LftaCOBTE1rijmvDUM71imzZfd/lfPNsxa7FsLSusCdrq1+FVNqKUPlBjj+PNitZsxrpjoZ2yHsJkw6XFEP86ZUUUmV4F6+ASY6Uny6mfz2c5/aFdCvnLRz2jHk5fyxFTheWBUnpm9It6+bhvn1M13qw/P3wqIftpvyIiDRH+T+keJPOkbMGehK/W25aV8N8XX/OVW5G9CoipF++c5E5+8scou9sLjxxWBLfql9h2SulixwPbeYu9rM03a3yT5EnXxzjOoNuLVLdhPWflp7RudG1yp6KesD1Y6OeNsd/TcgpzoR2NGEP12hloWxMH1UjSyOJRs/ANGtP9tGNXYtxpIdIEyfgjkoZo+UGSM486LT7+udIz7r/67/+/MgqKfUmNUir6YbJMv2nBEP85h1sUmV8O4KDYGK+o2TOrR8Wuw4Yxt60bUFMk3QfRTtuiQcNNNYoRGmY4xtZEpyLUtEZFXoG5Df1Rd69rTzctGGdEvut00wd9k/lEmT1q48AtGPNFvad+V+Fqo3DYCNh161Tn5dWT/z574ZI1Vdl0WHD+uCHzRT9p3lJoilcLv55K39w5mROz5XSbZrkrXLXreKitf31ZPsw+2nefwZmbd4tG/nPzmPPX+6r2h+wpFvykqWvdv/zg9z1PH9qZuKs/0I4h+u0M1C2KlxogVy3/p/lBKbHHXf/F58rZQlX2rAVcXgOi3BVTVB4qMcfZ7PjwHq3GMW1D0K4fw7b0AAAAAsC9UNeECgJWAfgKsgd363XBULcTp/dq3FsAPV8du+8AV+xZEPwAAAADYGHY74QKAgkA/AdbAXv1uOLaIwFf7tW8tgB+uj732gWvzLV3og+gHAAAAABvDXidcAFAS6CfAGtin3w3q2O77OAAu9mnfWgA/3AL22Qeuz7cg+gEAAADAhrHPCRcAlAX6CbAG4Hf7BuwLXDvQB/YBtuj36dMntQX+/O3XIAiCIAiCIAiCIAiCIAgmUtfaNhPpB7UZAAAAuCbgvQcAcaCfAGsAfrdvwL7AtQN9YN+w7QvRDwAAAABWAN57ABAH+gmwBuB3+wbsC1w70Af2DYh+AAAAALAB4L0HAHGgnwBrAH63b8C+wLUDfWDfsO37/wM86qpogDtVzwAAAABJRU5ErkJggg==" width="640" /><br />
<br />
Total de alumnado presentado a las pruebas. Aquellos que no aparecen en listado anterior es porque no ha superado la prueba de inglés.<br />
<img alt="" height="182" 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width="640" /><br />
<br />
En breve se convocará a los seis alumn@s que pueden acceder a una de las dos plazas ofertadas. <br />
<br />erasmushttp://www.blogger.com/profile/14074413755938365532noreply@blogger.com0tag:blogger.com,1999:blog-3953397467475845286.post-56223103293823422202020-02-06T00:15:00.002-08:002020-02-13T01:18:38.719-08:00GRADO SUPERIOR. ALUMNADO QUE PUEDE GESTIONAR SU BILLETE<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8_6xt2H9qdRc2kh-9RnOJeJAiU2NVWvESnzBtLlKrJDabYkrqrDFbYYvWFP36CGR5R2RvIQgr0x3eQnbrNgqslcu1qjEQ8Bo5gYafoAt6D92olJ8NkWluTnUrPdyNZ0YOOlxVFqZIIQE/s1600/EU+flag-Erasmus%252B.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="128" data-original-width="450" height="91" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8_6xt2H9qdRc2kh-9RnOJeJAiU2NVWvESnzBtLlKrJDabYkrqrDFbYYvWFP36CGR5R2RvIQgr0x3eQnbrNgqslcu1qjEQ8Bo5gYafoAt6D92olJ8NkWluTnUrPdyNZ0YOOlxVFqZIIQE/s320/EU+flag-Erasmus%252B.jpg" width="320" /></a></div>
A/A Alumnado Erasmus Grado Superior<br />
<br />
A continuación, se indicarán los alumnos/as que tienen el visto bueno para comprar su billete, (se trata de alumnado que ha presentado toda la documentación en regla, además de haber recibido el learning agreement firmado por la empresa):<br />
<br />
1. Nilo Vaknin Sedano: Kurzeme Tourism Association (Kuldiga)<br />
2. Carmen Avellaneda Fernández: Tryp (Celle)<br />
3. Maria Teresa Aybar: Domaine de Bassilour (Bidart)<br />
4. Carmen Santos Pan: Eurostar (Lucca)<br />
5. David Hernández Mignorance: Eurostar (Lucca)<br />
6. Adriana Criado Guerrero: K-West (London)<br />
7. Maria Albalat Murillo (Nápoles)<br />
Conforme haya más confirmaciones se irá actualizando la lista.<br />
<br />
<br />erasmushttp://www.blogger.com/profile/14074413755938365532noreply@blogger.com0tag:blogger.com,1999:blog-3953397467475845286.post-42171221923774343192020-02-03T04:38:00.005-08:002020-02-03T04:38:39.043-08:00<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8_6xt2H9qdRc2kh-9RnOJeJAiU2NVWvESnzBtLlKrJDabYkrqrDFbYYvWFP36CGR5R2RvIQgr0x3eQnbrNgqslcu1qjEQ8Bo5gYafoAt6D92olJ8NkWluTnUrPdyNZ0YOOlxVFqZIIQE/s1600/EU+flag-Erasmus%252B.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="128" data-original-width="450" height="91" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8_6xt2H9qdRc2kh-9RnOJeJAiU2NVWvESnzBtLlKrJDabYkrqrDFbYYvWFP36CGR5R2RvIQgr0x3eQnbrNgqslcu1qjEQ8Bo5gYafoAt6D92olJ8NkWluTnUrPdyNZ0YOOlxVFqZIIQE/s320/EU+flag-Erasmus%252B.jpg" width="320" /></a></div>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope return"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="line number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="page number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of authorities"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="macro"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="toa heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
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<br />
<div align="center" style="text-align: center;">
<b>GRADO MEDIO. FECHAS PRUEBAS
IDONEIDAD E INGLÉS. ERASMUS+</b></div>
<div style="text-align: justify;">
<span style="font-size: 10.0pt;">A continuación,
indicamos las fechas de realización de exámenes de inglés B1 y pruebas de
idoneidad. Os recuerdo que es obligatoria su superación para tener la
posibilidad de realizar las prácticas desde septiembre a diciembre de 2020</span></div>
<div style="text-align: justify;">
<u><span style="font-size: 10.0pt;">Nota importante
</span></u><span style="font-size: 10.0pt;">: recordad que debéis asistir al <b>examen
reading/listening</b> de inglés, al <b>examen oral </b>y a la<b> prueba de
idoneidad</b>. Las calificaciones se colgarán a finales del mes de febrero. Es
muy importante que estéis pendientes de las nuevas notificaciones que se
llevarán a cabo una vez que se suban a este blog el listado de alumnos
aprobados.</span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
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" /> </span></div>
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" 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<br />erasmushttp://www.blogger.com/profile/14074413755938365532noreply@blogger.com0tag:blogger.com,1999:blog-3953397467475845286.post-37545977463000263612020-01-22T03:38:00.002-08:002020-01-23T02:10:20.589-08:00ALUMNADO GRADO MEDIO PRÁCTICAS ERASMUS U.E.<div class="separator" style="clear: both; text-align: center;">
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<br />
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">PRÁCTICAS EN EMPRESAS EN EUROPA PARA GRADO MEDIO. CONDICIONES
PARTICULARES</span></b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><u><span style="color: #38761d; font-family: "times new roman" , serif; font-size: 12.0pt;">SELECCIÓN DEL ALUMNADO</span></u></b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<ul type="disc">
<li class="MsoNormal" style="line-height: normal; mso-list: l6 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Todo el
alumnado que desee realizar prácticas en el extranjero una vez que haya finalizado sus estudios en junio de 2020 debe rellenar el
siguiente formulario de Google docs no mas tarde del 30 de enero (jueves)
de 2020. Para ello debe introducir sus datos en el siguiente enlace: </span><a href="https://forms.gle/EgXsT2Y1nXuVcS8g9">https://forms.gle/mB7XfjxFS468BQsD8</a></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l6 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">El
alumnado que solicite la beca debe cursar <b>segundo curso </b>de un <b>Ciclo de
Grado Medio</b> en el CPIFP Hurtado de Mendoza. </span></li>
</ul>
<ul type="disc">
<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Haber superado
el proceso de selección. </span></li>
</ul>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Toda la
información de interés se dará a conocer a través del “Erasmus Corner”, a
través del facebook del centro y del Blog de Relaciones Internacionales que
puedes encontrar en nuestra web:</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<a href="http://hurtadodemendozaimd.blogspot.com.es/"><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">http://hurtadodemendozaimd.blogspot.com.es/</span></a><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><u><span style="color: #38761d; font-family: "times new roman" , serif; font-size: 12.0pt;">ENTREVISTA DE SELECCIÓN</span></u></b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Previsiblemente
durante el mes de <b>FEBRERO 2020</b> se convocará a los
candidatos a una entrevista de selección consistente en:</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">1- Prueba de
idoneidad y madurez</span></b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"> en el
que se observarán la madurez y actitud de los candidatos, su capacidad para la
resolución de problemas, el compromiso con las normas y el proceso de estudio y
la destreza para una gestión autónoma. (Comisión Evaluadora formada por
Departamento de Orientación, Coordinadora del Proyecto)</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">2-
Valoración Lingüística en inglés a partir de B1</span></b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">. Se recreará una entrevista laboral
que incorpore preguntas relacionadas con el ciclo que cursa, su grado de
madurez y los motivos de la solicitud. La prueba tomará como referencia los
contenidos establecidos con respecto a la Intereacción (comprensión y expresión
oral) del Nivel B1 del Marco Europeo de Referencia de Lenguas. (Comisión
Evaluadora: Departamento de Idiomas y Coordinadora del Proyecto)</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Los
resultados de la prueba de selección serán publicados en los distintos medios
de difusión indicados.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><u><span style="color: #38761d; font-family: "times new roman" , serif; font-size: 12.0pt;">ADJUDICACIÓN DE PLAZAS</span></u></b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Para la
adjudicación de plazas el alumno debe superar los siguientes criterios:</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">1. Nivel
acreditado en lengua extranjera nivel B1. APTO</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">2. Informes
de idoneidad, que debe ser APTO</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br />
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">3. Informe positivo del tutor docente. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;"> </span><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"><b><u><span style="color: #38761d; font-family: "times new roman" , serif; font-size: 12.0pt;">BAREMACIÓN</span></u></b></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">1.
Calificación media en las notas de primero de su ciclo. 60%</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">2. Nota en
la prueba de Nivel de inglés. 40%</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;"><br /></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">En caso de
empate se recurrirá al alumno que tenga mejor calificación media de las notas
de primer curso de su ciclo. En cualquier caso, y conservando los criterios
anteriores, el centro velará por la igualdad de oportunidades en el acceso y
por la integración del alumnado.</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 12.0pt;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><u><span style="color: #38761d; font-family: "times new roman" , serif; font-size: 12.0pt;">PARTICIPACIÓN Y COMPROMISOS</span></u></b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 12.0pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">En todo
caso, el Centro se compromete a supervisar los documentos necesarios: seguros y
otros documentos, así como a colaborar, si fuese preciso, en la búsqueda activa
de empresas para la formación.</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">El alumnado
seleccionado recibirá un pago de un mínimo del 50% de la totalidad de la beca antes de la salida y el remanente a la vuelta tras el envío de los informes y cuestionarios de la U.E.</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Una vez
firmado el Acuerdo de Aprendizaje, el alumnado seleccionado deberá observar
estos compromisos:</span></div>
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<br /></div>
<ul type="disc">
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Llevar
a cabo dicho acuerdo y, por tanto, realizar la formación, comunicando por
escrito, en su caso, la posible renuncia y justificando las razones, que
siempre supondrán perder la ayuda y la convocatoria de Formación en
Centros de Trabajo.</span></li>
</ul>
<ul type="disc">
<li class="MsoNormal" style="line-height: normal; mso-list: l5 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Disponer
antes de la movilidad de un Acuerdo de Formación/Aprendizaje firmado por
la empresa que acoge, el CPIFP Hurtado de Mendoza y el propio interesado.</span></li>
</ul>
<ul type="disc">
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Aportar,
antes de la movilidad, fotocopia de DNI o pasaporte vigente, nº IBAN de
c/c de la que sea titular, seguro de viaje, repatriación y accidente, así
como la tarjeta sanitaria europea.</span></li>
</ul>
<ul type="disc">
<li class="MsoNormal" style="line-height: normal; mso-list: l4 level1 lfo6; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">El
alumnado se compromete a participar en la plataforma moodle habilitada
para su seguimiento por parte de su tutor docente.</span></li>
</ul>
<ul type="disc">
<li class="MsoNormal" style="line-height: normal; mso-list: l7 level1 lfo7; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Realizar
la prueba inicial de idioma, el seguimiento del curso y la prueba final
del curso de apoyo lingüístico a través de la OLS (Online Linguistic
Support).</span></li>
</ul>
<ul type="disc">
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo8; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">A la
vuelta, disponer del certificado de las actividades realizadas, que expide
la empresa de acogida según el acuerdo de aprendizaje previamente
establecido.</span></li>
</ul>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 12.0pt;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;"><br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><u><span style="color: #38761d; font-family: "times new roman" , serif; font-size: 12.0pt;">PERIODO DE REALIZACIÓN DE PRÁCTICAS</span></u></b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Está
previsto que el alumnado seleccionado realice la movilidad a partir del mes de septiembre y finalizando el mes de diciembre (100 días). </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 12.0pt;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;"><br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><u><span style="color: #38761d; font-family: "times new roman" , serif; font-size: 12.0pt;">IMPORTE DE LA BECA</span></u></b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 12.0pt;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;"><br />
<br />Los importes aprobados son los siguientes:</span></div>
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<span style="font-family: "times new roman" , serif; font-size: 12.0pt;"><img alt="" height="371" 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C9De3fYr/PiuFw59aAsmfUi+vpl5vCDcr6bazBhrnK/QkR0k/7Sburn1vqzzWmtbljIM6f/3PopmZz6slw5New/T6obdrg/wyZ8rtJe/5Hg6wxsljnb82ySZ/OkgY9xToEaZ4FdBFOck+N1T3RMqw7LuizLufRzTDOmsddzi16mqD/bXzn1oCwZ44xGfTuzrIOlphvP8lYJfLDQRt44tc5OuXFG7gJS6+C0dakhNxVtq1hT41wif7a0XoYquxs3GXXnqoAOs2Qifr88cJtsz+Ac49+7a+ATtjOMuivMRpnY++mQnWvMuj8OO8IM3CvLFETEFHK/QkR0k/7Sbqrn1thnm9tlZvrRxnH859b1MvSlTfrguv6a7s+wKZ6rol4/7Fk7o2fzUP2fv0UeqXwu5L0bz+Opzyn8uic+Zpgxy7pCl3M1Naax79joFviE7OgY+kwf1e6YQWSqXp9M8plMjqIekBsCNmHUjVPfncVIt281d0IwOpbYzlGdKql0zt7Mmp3KuWiFi/vl5Il6eq+t127crNVOulFQ7aCsTg/LzOCmmMDH6FD9m3BF3j50p97RDqY9xwTvPXZJl0vgU7957h2uJfpaoKVPU9U+84EtsuR9K2GEYMkL1SEygEFEdJX+0m6a51btuXDwc/LW7EGpzZZozCDRdpFVn1utg3f357hUz1Xm6/u/F/GsncmzeYTmOfnPumawkNF4ISw0SXrMUKOWdUXsrNjUmMYe+NReM25JV+2cPjO4VU4f2dPYxTHsmV4blzSCoOuze2Spcpc8TuCjSeCDhTbsxnl99k/kpDJV0mmAHxZOWDtHtWMLL5gWt52tehMPJuVp1tyqNwBz/fejslK53ZrYJztH1/cecU193QIf8/PTvrnw30fUe6/KjfndMjNgmd6K6Cj3K0REN+kv7SZ/bg1b+l4VfaCuPEMZwUMjJDoov5p9RK47P8elfK5SX9+cia3NYnKYtZ7o2TxC7ZpslKNTDyvPui41cRKekyPRsHkAACAASURBVPW6pzhmqFHLuiLaTJNjmvSBT8K/CfV6tLzgdPdL4IOF1mV7y0aHG3c8NXyIu6moN9lSbT2ymlj7qh2g5WapdmjeNFs1zAhd1xpi3A3DWrQ56Tm6vneH83EMfPSbivE+vBtB7ENEzIMLYozcrxAR3aS/tJv4uVV9jrLs3NU4njLI1gIX225fjs9xaZ+rIsMY9bnP5cu3JM/mEUb+vPElo1pvJ+05Jd5lLeSYUarLutTXi6jT09yYpjWBj3VsorW9JPWNelMCHyy04TfOWuewFBZEWAumqTrcVLRvNjz7ZKxyv1JMTL0ZxugHMMZMHP8BYJuctRYpVlQ7edsN0Br4pDhHp/debU/g473PuPfODgLYpNyvEBHdpL+0m/i5NbbmSyn4XOMShrg8x6V9rnIOfNTnvmo2z+Zhxvx86FK7VpxTkmNGagvcomftNzemaTbwCSvabBsLjcuV6W3BGj5hxbV7XAIfLLTRux3YjS5OnLADN6v8e/prqdUbW7T6NwoVOT+1Q9ulq6ZRmM80VeCT8hxj33u1vYFP7I2WwAebk/sVIqKb9Jd2Ez+3RtWF0XSdYaMY9xyX9rkqReCT6bN53HV0DHxacU6Jjxmpvqyr9owetQQw5hxjn+ubCXwcin8H/ibG5cqpEX2XrlJJAsW1Ubs+meQzmRxFPSA3BGzC5IGPXphMT66bmTZqBjTejVftAI1vMpwMdnaRU02bXtKV5hzD3rvD+WQZ+MRMe2ZJFzYr9ytERDfpL+0mfm5Vn21cgo3FavIwJOw5Lu1zVeLAp1XP5q7XxPbM2YpzSnHMOM1lXd96IHw5l/N1C3uubyLwMTaH0WbpWMcmhmYYlXjJXLEl8MFCmzzwiepQm72pqEm719nFTK10Ve3QI9+n+h6yKdrspu29Vx3Wf2cY+CQpLsiNAlPI/QoR0U36S7vJn1tjZmzYTBz4VMX+HJfyuSpx4NPKZ3PLNYks2uy9z1acU4pjJmofffLI4B9GP883OaYJfzZXwyxL4BMV6rgEPoH3muQaFV8CHyy0zd04+2Ts0L5awjy/X85W+pVty+M68Edkee+n9YLK2taCyo1RS9/NtacVOT81JDODf1i/6Y3L5al75H6tOJk+DTK6mNxBeX/i7uTbsic6xwTv3bjeta0ex+XK7Jfrx88y8DG3pFe2D9W2l2cqKKaT+xViDi4ckKWdfYT1XSb9pd3kz63Gsh2znuP8flk+vFXG/kAZvMcO6l2f41I+VyUOfLJ6No8wsC37nTJ30rJVvN/HtOKcUhwzYftoGBIONjWmiXo2N9qpt8vc/JdldX7cGGd4135crpy6X69lpG5fv0UvHq0th+NeoEngg4U2zY3TWgQsoEvgE1boeL0M7XtAKbrnsm71NiXwsXXcZoAT8R7Vh2PD8uAmmfA6S+16JTnHJO895P341zHLwKcqYQWv9WvweXl7npsEJpf7Vber9nNeAJ33OeGNxarWp+tfaqhfYpjfymMnS39pN03tSX3wHeKtSQMf1+e4FM9ViQOfrJ7NI9R20LpVhu6y1dFR7wutOKcUx3TRVtg7bCvzpsY0Mc/m1gLj3mcc3460v4nIYuXcC0zV65NJPpPJUdQDckPAJtS2MHe9cdqKgA1slrkju+XtY144oXS2IdsbXp/dI6+axc0itii3/nxpo0we2qlvNbgwKitHthsFmxNuzx5Y69ovMxN7ZHVB6dQt18v1HJO994qcP7ZNqciv3jzCpirHLDOL2nJy8aCsTt8XKPJWHtwqp6eo7I/p5X7VAUYE2v7f+cSD+m6BvmqNgST3DGy5IVP6rz87LI/31e8bzMzsKukv7aZ7bq1K2LNNaWCzzE3s0p8PI5+R6ueR6Dku4XNV5OuHP/dl8Wweqhl0vKDPqikPbpWlwLbfrTinhMd00gxsIr7QaGpME1cCwjJjR/ui2qwN5G23/qdyNjA2sbU5tmcPk8AHERExA7lfdYBaIfgoN8rkxEPGQESdLdLsDB+1XgFF4JvWGvg0rrG/PCDv80Rn6S+xo0xV1wixOyTwQUREzEDuVx1g1M5/gS1lW7lsK24LWkykc9FO7BbpL7GjJPDBAkvgg4iImIHcrzrAqMBnsSqBGgl9d8vSs45LYRNJ4JOpBD6Fk/4SO0oCHyywBD6IiIgZyP2qA4wNfKqiF4dU6wy41B94UE5ru6X0yVhlSJaVXXG0oqsBzZoUD8rS4a1KDbP6cjNrTTZLzYK+fpk5HFaTSNGvy1BfXmar43YsrIZZRc5PDTvW52jUiijvHZHL6k49LrumLIzKyoRyPbz6cs/aAp+ozyvptcV2S3+JHWXSmj+IXSSBDyIiYgZyv+oAnQIfI5TxH+6jdhiJ26nwdpmZfjR47NDAJ2bHxcDso6jXd5hB5H97fYs8UvlcY+taTUvh49jdf8wde5Qddgbulkm1OGdcodGI1yoP3CbbLYGP/fNKem0xD+kvERHbI4EPIiJiBnK/6gAdAx/79P3wwEfdOac8+Dl5a/ag1GaRDDd2FBnYJiv+TJu4JV21UOIzg1vltLrLiRZ6KLNWFh6SuS3rA2HF9dk9slS5Sx53DnwaM2dOnhiV64EgSZ2BpBaxXi9De4f9mUTXZx9QQiO1FpK6pbJpVOBjhDT+zi0VefvQnXp44xj4OF9bzEX6S0TE9kjgg4iImIHcrzpA18DH+nNhAULYNsFV0Xfjuk1mph+r//f0NXy0GUJeuKGeb5rlBlrgs1GOTj2shB3q+1OCEHWJQ2A5llELyT8nI/Dxg6WqXH9+VH4Vet7qOZi7mqlL8FwCn4TXFnOR/hIRsT0S+CAiImYg96sO0DXwUcOMuMBHPaalDk0jRFCDnSaKNtsKFKszfErrZWjvdnl1etR9hkpkQVL9fZf3jsjlRX1WkzUcsQZCauCTYDv6uM/NWrQ5eeBD8efOkf4SEbE9EvggIiJmIPerDrAVS7q0cCjKpIFPWGFh+/IlbUaNMoMmvNhy3PttGJz5oi+xsoYp1mutBj7qjKcY1Wts2yEnceCT5NpiHtJfIiK2RwIfRETEDOR+1QE6BT5GvZi4AMGsfxOqOqMlLvCJKwJtCyXG5cqpkcBuWdZiy6YpAp/Y2TMdG/ikubbYbukvERHbI4EPIiJiBnK/6gCdAp+QmjUuS7psYYTVmMBHK8JszNJxWXYU2FY9ZsvzBEu6vPethkDeMi/tmLFLuhIEPlku6Wr22mJbpL9ERGyPBD6IiIgZyP2qA4wNfIylUVpQkqZoc5hqMWdL4BMVPDiHEup5xWx57ly0WZmllKBocyMQShn4RNb+SVi0OZNri62W/hIRsT0S+CAiImYg96sOMCrwMWfFBIKP6G2+vSVg5cFtcvZURT/u4a0y9gfqzBnjd3YOy/sLVbkx/2VZnR83wpQ7Ze5kRWpLtu6XmcG+YLjx4ohMbtksc8o249rW6Elm+GivaSx/0o6jz4RqbMtubEdful1mph+t/07awEfdAr7U3LbsSa8t5iL9JSJieyTwQUREzEDuVx2gFvhEqGwX3vj9iLo1Cw/L8j6zdo6huVTKWuzZC0GMWSthqoFPaOFoM7iyqAY+fbfK0F3rLcfpk8cnDujHmd8tMwO2n238ztihfUr9oLSBT1VuLByQpZ191tcpD26SCe88Ymv4JLy2mIv0l9j9qoG5pf/ESNUvLfwvRTrgvIoogQ8iImIGcr/qACNCA28786WJB+szVczfV2flqLV9PA/K6vR9waLJA5tlbmKXrMweDBwvMKvEn7lSlRuLFTk/tUOZKeNtt/6nctabWeOHErbXTrA9u1nD54X9crbSr8xa2ipLYcdZGJWVI9uV86wHPZUhWVZnOi1WJd3yN8VAbaJ+mZnYI6sLynGVwCf880pybTEP6S9V1b8bS6ha+YLb3zm2WbVWG31KUrXNAuKWJWNTEvggIiJmIPcr7FhjdulCbLf0l4pOMxPN2XSoev3UDrnfC7BtReZboroUlRk+iT+zZ4fl8frMVWb4tFYCH0RExAzkfoUdK4EPdpj0l4qhtccqcn5ii1J3zCxojp7abBFm2iBqEvggIiJmIPcr7FgJfLDDpL9UjNxdUF/u1b7ZK90lgQ9iuAQ+iIiIGcj9CjtWtejzlh1ynqnzmLP0l4qRgY9enDxYyP1TMjn1ZW3nvEAo5O0kqBR+Lw9uldNT+40lYo1wqXYMsxZWn4xV7rfUQKvI+akvymmlLphf30zZWdD6GvMPyZJXm0zbJdDxmJHL4Sy12Ob3y/KEY02y2GscU/dtfr8sT3xBr+MWUXvt+uweeVXbSTKsVpppms/N9XPwPosh/X309cvMYaUenvo5WHeNVIPLehuPui8lvHa2WnP2Nt6bEvggIiJmIPcrREQ36S8VIwOfMTl/6I5g4OPP2lsvQ1/apIU56gwXdSckWyAyVNlt32Vvxx/LXNjOhAPbZMUPD6IKTtvqsyivMXC3TGoDeu+9JzhmgsAn+lqUJLDjYew1jtjZMXJnxVoIo9b8iTy32BlLaT43l8+hGr9DpXfMhYdkbot3/palh+r18AKhsJmnCa9d9DlSDPrGIoEPIiJiJnK/QkR0k/5SMSrw0XYeVAIMdbAcFhCog/C+fjl5oj4zQp3NUbpdZqYfrb+eEgLUB9ZjY38iqwtmIKEGKY/I8t6NgZ3E9J9Xd+wzX8M2OE96TIclXdp13CiTEw/Vgy51a/WSlPrulqVn6zspxl7jmMDn1n6ZOazu4Gi8lj+rRQ31lDBjYVRWJrbK2M4EgY/z5+byOejn5R1Try3lhYZ6MKnPMlNnQin/FhX4OF87o2C3Hy4elNXpYZkZ3ETgs0jgg4iImIncrxAR3aS/VAwLfBZG5a0xZUlTRBhRHvycvDV7UG4sHpRfzT4i12OWG6mD5EZQoYYA62Vo3wPKcix90B6/NFTdsvwWGZs4UP/vRtCgBFHXnx+VX6U6ZlzgExI4+D4qK5XbY0M12zUODXwSfdbq+9KDLDfTfG4On0PUkis1TKyHNWqb0pd1qTO2lNk/SWvLhfydND57y7I6lBuLBD6IiIiZyP0KEdFN+ktFl23Z1Rk6i1V9sGytmaKGCJYlNupr+gGJGgLcJjPTj+m/E/uaqmoYEhb4JN11LOyYcYGPOvtE/z3vuLEzUKzvN0Xgo71/20yaUkjtI9djun5u8Z+Dek2DIZnavurvQ1vWpQRXtuVc5nk5bSZgu3ZG0FTaKJOH7lNmBuGNRQIfRETETOR+hYjoJv2lYlTgM7BZ5iZ2BQewsYPl+Do4vq6BT9T28bYCy75hgY/lNXyTHDMu8FGvhf01rb8fe41jAh9r4WFV5RrO75aZQA2fsCLZpmk+t7jPwZgZFKktuGrMttGWXKnBUdT1TXLttBlaDcuD2+RsbMHr3pDABxERMQO5XyEiukl/qRhZtDnE2DAiqkaLMTD2B+EpgoO4or5pAp/Ex4wLfOJfM+vAJ75AtOWznt8vy9ouXV7opxZbttmawEfbHS5KZdaONttmyw45v6CGQMZMopDrm+raBXYm81RrVPWuBD6IiIgZyP0KEdFN+kvFlgQ+6pKbqJk0qgmWBlnqtugzKlyWdNnPK/kx4wKfmOVtSYsKK79nD3yMYsfaLB37siRdM7yIW/qW/HNLGoK5LVerBpd1ndyrFA43lsVZz6vZazcuV06NyNzeRmAYXI7WexL4ICIiZiD3K0REN+kvFVsS+EQXbbbrXvy3NogOD2DSBz5pjmnMLGmqaHOSosJhgU9UMOESWpjnbKs71Mzn5vI5VKOLNoeqL+saGvy0P2MpcN1jg6i0184499ht7YsvgQ8iImIGcr9CRHST/lKxJYFP1SiW2y8zx/bXtyKvSm0WyZDMDP6hMti3bO99aJ9cWTSX2XihiBEmDH5e3p4frx372DYZ8147YeCT/Jjme/V2M3tMVmcfC/67ti27usV4SV8+lTrwUWsGNa7hjfn9clarSaRuQ/9pvdiwtqwtyQwfl8/N5XOwvA9tts24XDn1oJyu9Mt/Mmb/6EWUS+HvwXp9k167cbk8dY/cv3e7vDrtFTXXt3Bnhg+BDyIiYiZyv0JEdJP+UrFVgY8x8LV7W0jgc4sMDdiLPpd3Dsv73mwPa7Fh04Q1fBIfsyphRaobIcy4XJneFn0t+u6UuZOVBNc4LPBxeK1A4BNWYNucsWMzxefmWDzbpZ5OYLmXtqzLu7aWXc6s1zfptYspLj1wryyzYxeBDyIiYhZyv0JEdJP+UlEbIDsGPgmW21yf3SOvBooBb5TJQzuVWRFVCYYAD+uzavr6ZWbCsl14oNhwfWvsk7vq56iGM2q4oWzdbZromI3f0WeBbJSjUw9rS9ms16KvX2YOPxjcDSv2GkctmwvWkqltt75b3j7m/Y6ytbjtvJy3Z0/zuTl+DotVubEwKitHthsFkdfL0N7tsmQ9v4Py/sTdyuewXoYqu5XZZXHXN9m1s58f27OrEvggIiJmIPcrREQ36S87Udct07Gz5HPDaAl8EBERM5D7FSKim/SXnSjBQXfK54bREvggIiJmIPcrREQ36S87UYKD7pTPDaMl8EFERMxA7leIiG7SX3aiCeq6YAfJ54bREvggIiJmIPcrREQ36S8REdsjgQ8iImIGcr9CRHST/hIRsT0S+CAiImYg9ytERDfpLxER2yOBDyIiYgZyv0JEdJP+EhGxPRL4ICIiZiD3K0REN+kvERHbI4EPIiJiBnK/QkR0k/4SEbE9EvggIiJmIPcrREQ36S8REdsjgQ8iImIGcr9CRHST/hIRsT0S+CAiImYg9ytERDfpLxE70IUDsrSzr/a32bdFll8cz/+csGkJfBARETOQ+xUiopv0l0X3oKxO3StDpZKUSn3y+MQBuZ77OeGNxarcmB2WsfrfXnnviFxWPrP3J+6WcqkkpdJGOTr1MJ9ZQSTwQUREzEDuV4iIbtJfdoHqbA+L5cGtcnriQTk/b5sF8pisVG5r/PzgsKzm/X6wphL4qJ/L9WeH5fG+kpRK62Wosluu5H2emJkEPoiIiBnI/QoR0U36yy7wO3tk5lZ72KO7USYnHjICAnW2SLMzfMbk/KE76q/1KZmceiT/a9PNWgOfxjUu7xyW9xc64DwxMwl8EBERM5D7FSKim/SXXaAW+NwlS7PKTJ75/bJ8aHN9yVarl22ps4VukbGJA/lfm242ZIYPFlcCH0RExAzkfoWI6Cb9ZRcYFfgsVuXG4rhcmd7WCH367palZw+24FwIfDKVwKfnJPBBRETMQO5XiIhu0l92gbGBT1VuLD4qK5Xb6z+zXu4/9FB9ls+4XJ7aUl/Spf53z3G5cupBOV3pr/9MbZbQWGVIlk9V/J+7Nr1VPhO6lOwOmTs1ph1v6fBWGeszlpsduk9WZs0g6qCsTt8nc3s3Nn62r19mDofVJFJ8cUQm+5TlZeZsp75+mTm2P6QGTkXOTw3rr+vVQ5oyf+cRWd77qUZx5fmHZMn7PZcdtBZGZWVCuR59/TIzsUdWn7UFPlGfV9Jri50mgQ8iImIGcr9CRHST/rILdAp8jFBmyw45v1CVG4vjsjpxl/8Zf6ayR675v6Pu4GXzdpmZfjR47NDARw0rQtRmH0W9vsMMIn+GzC3ySOVzcnRgveU4lsLHCw/L8r6N4edYWi9D+x6QVb9+zgFZGryl9m8Dd8vkoFpAO/zziHut8sBtst0S+Ng/r6TXFjtRAh9ERMQM5H6FiOgm/WUX6Bj4aEuEbt0qK9+pSlTgc/3UDrnfn9nyOXlr9qDUZpEMy6QXngxskxV/pk3ckq5aKPGZwa1y+sieRmCihR7KrJWFh2Ruy/pAWHF9do8sVe6Sx50Dn8bMmZMnRuV6IEhSZyCpRazXy9DeYX8m0fXZB5TQSK2FpAQ+AaMCHyOkGbhXlmcPyo3Firx96E49vHEMfJyvLXakBD6IiIgZyP0KEdFN+ssu0DXwsf5cWIDQWKakByJV0Xfjuk1mph+r//f0NXy0GUJeuKGerz8jKYFa4LNRjk49rIQd6vtTghB/GVjJshzLqIXkn5MR+PjBUlWuPz8qvwo9b/UczF3N1CV4LoFPwmuLHSmBDyIiYgZyv0JEdJP+sgt0DXzUMCMu8FGPaalD0wgR1GCniaLNtgLF6gyf0noZ2rtdXp0edZ+hYp3R5Km/7/LeEbm8qM9qsoYj1kBIDXwSbEcf97lZizYnD3wo/tw9EvggIiJmIPcrREQ36S+7wFYs6dLCoSiTBj5hhYXty5e0GTXKDJrwYstx77dhcOaLvsTKGqZYr7Ua+KgznmJUr7Hl/JIHPkmuLXaiBD6IiIgZyP0KEdFN+ssu0CnwMerFxAUIZv2bUNUZLXGBT1wRaFsoMS5XTo0EdsuyFls2TRH4xM6e6djAJ821xU6TwAcRETEDuV8hIrpJf9kFOgU+ITVrXJZ02cIIqzGBj1aE2Zil47LsKLCtesyW5wmWdHnvWw2BvGVe2jFjl3QlCHyyXNLV7LXFjpDABxERMQO5XyEiukl/2QXGBj7G0igtKElTtDlMtZizJfCJCh6cQwn1vGK2PHcu2qzMUkpQtLkRCKUMfCJr/yQs2pzJtcW8JfBBRETMQO5XiIhu0l92gVGBjzkrJhB8RG/z7S0BKw9uk7OnKvpxD2+VsT9QZ84Yv7NzWN5fqMqN+S/L6vy4EabcKXMnK1JbsnW/zAz2BcONF0dkcstmmVO2Gde2Rk8yw0d7TWP5k3YcfSZUY1t2Yzv60u0yM/1o/XfSBj7qFvCl5rZlT3ptsSMl8EFERMxA7leIiG7SX3aBWuATobJdeOP3I+rWLDwsy/vM2jmG5lIpa7FnLwQxZq2EqQY+oYWjzeDKohr49N0qQ3ettxynTx6fOKAfZ363zAzYfrbxO2OH9in1g9IGPlW5sXBAlnb2WV+nPLhJJrzziK3hk/DaYkdK4IOIiJiB3K8QEd2kv+wCI0IDbzvzpYkH6zNVzN9XZ+WotX08D8rq9H3BoskDm2VuYpeszB4MHC8wq8SfuVKVG4sVOT+1Q5kp4223/qdy1ptZ44cSttdOsD27WcPnhf1yttKvzFraKkthx1kYlZUj25XzrAc9lSFZVmc6LVYl3fI3xUBton6ZmdgjqwvKcZXAJ/zzSnJtsRMl8EFERMxA7leIiG7SX2LXGrNLF2KnSeCDiIiYgdyvEBHdpL/ErpXAB7tMAh9ERMQM5H6FiOgm/SV2rQQ+2GUS+CAiImYg9ytERDfpL7FrVYs+b9kh5xc64JwQIyTwQUREzEDuV4iIbtJfIiK2RwIfRETEDOR+hYjoJv0lImJ77KrABxERERERERERk5lJPpPJUdQDdsCFQURERERERETsVjPJZzI5inrADrgwiIiIiIiIiIjdaib5TCZHUQ+onGDe698QERHD5H6FeUi7w26Udot5SLvDXpTABxERMQO5X2Ee0u6wG6XdYh7S7rAXJfBBRETMQO5XmIe0O+xGabeYh7Q77EUJfBARETOQ+1UvOi6Xp7ZIubRe7j/0kFyP+fnrp3bI/aX1MlTZLVcyOgfaHaY3v/ZLu+0hXxyRyb6SlLbskPMLMT+78JDMbVkvpYFtsjI/nvm50O6weR+R5b2fklLpDpk7NRbzs2Ny/tAdUirdLjPTj+Z2zgQ+iIiIGcj9qhetP/j1bZHlF5XBycKovDXWL+VSScp7R+Ry3M83Ie0O02u2x3G5cmpE5vZurLep9TK0d1BWZg+G/Hz616bd9opeqPgpmZx6pP7fKnJ+aodMDqyvt4GNMvnkblldCPv57KTdYdPWA0z93l6VG4sH5f2Ju6Vc7zv9ED3059sngQ8iImIGcr/qQS3fXF+ffUCO+gMZ8yHP+7Yvu8EM7Q5Ta7Zf7/8bu7qUdw7L+wtVybL90m57RXM2hBfomO2s0aZqM8laM0Cm3WFzhs+KvP7ssDzu95/Kv3uz1jL8oiepBD6IiIgZyP2q17Q9+I3J+UOflqG9n5ezhwYsM3yyH8zQ7jCdwfZ7/dTn5XF/Rs9BWZ26V4ZKJW2gklX7pd32iIFQfFwuT31WjnozehYOyNLOPj0cb+EAmXaHzRm2nOtRWancLqXSbTI2eJse+LTgi56kEvggIiJmYOfdr9Tpxfk9aBTXqIe4xrfYgYFxknoWDnZSu1O/4cxz+jq6GD8I8cIdra1m1H47qd0GVEKIPL+VL4KxAeH8Ppkb7DPaYZIaKcns6HbnKu0zx2tvCyPH5cr0NhkqrZehyoOycugOI/BJViutFRL4ICIiZmCn3a8ag+/1MrTvgXp9BMxOb1CSMvDJ6EG9Y9qdOggZuFeW/bov2JlGtd+qNL6x7pPHJw40BikZtd+OabcB1aB8oxydejiXAVoxDOsHvbZXbwMDm2Vuar9SCDyubaa3c9udq7TPXLX1f1qh8cfqQbot8MnvixACH0RExAzM9n6lPtRZ7OuXmcNflOVTFfvva4Pv1ux2UtMs8nqLjE0cyPFzMIuB3iVLsw7vXb1epVJwkGs16lvoiAe8jJcrZNXu9PoDpn0yVvmCLGmDsrD22uLdSOb3y/KhzbWlRqWSlAaHZdXSLu11QlQd20ZWLozKypGdyt9KfSbU4FY5HXpda+/lyqkH5XSlX38/ff0yc8z2exU5PzUkM4Nqe94ok4dG5LzWD0S1X285lyUszqj9tu75vrm+UwvKM9xNz/65dn/fGeg3+u6WpWe9sDdsZoMR+NQ/l5MnRlu+BCb/cWXR2qflszS19tFtcH6/LB/eKmPafa1Pxir3G32h1/4d+s3ADEfv8/Tue2OWwKe1damStvtM8plMjqIeMPc/TERExHizvV89JiuV26Ifokr1h769w4GHF38phvbwnbHz++WsOQjNbdAyLldO3W88rLkOWuzhwGcqe+Ra5O8VK/C5Nr1VPhPb3kpSGtgiS+ZgxHtPTkFZWity/tg24+E9PPBZnbgr5r20MfDxr0/E82NkgAAAIABJREFU37F18FaRtw/dGT44vHWrrHxHfZ2HZXnfxojPTp15FdZ+vdfsk7GxPwnODOz4wKeZvtMbrKmFqltgYfpO22D/NpmZfsw/dvxSFqWN+4PoIgc+RWufB2Rp8JYOC3zG5crJzwfvFdY2Wk3WbwYCn+jAy7v/E/jEHTD3P0xERMR4Wxf4mA9a5jexLX74sxmym08+g5ao2RwOg5b53TIzsF5Kpdtlcu8d/u+6Bz7FWNKlBT7aA7r5TW+ptUFi5LV2HUyogU+bZ/LYXHhI5rbcLpOH7mtscb4wKm+NqYMqM3jRZwKUBz8nbynL5K7P7pFXtZlB+pbA/swc43Ua7dHSfv2Bz0aZnHjIPnug45d00Xe620zf6dUtKUlpy4BM7vAG/bbAx2h3+waU2Wm24uBFXtJVtPapBD55zeQx1GadaTPHqvWZlg8qQVrCfjPQ/7kEPizpij9g7n+YiIiI8bYv8KnrBxUlae3MCouzwzJWX+bz6vSX5LT/DV8+g5bVibvqU+F3ycr0F2TMedDSeNgr7xyStw43ZoXEBz62b6HDB1CBB8YOK9ocHvh4ejVd8hiI1AYV5cGtcvrIl2RF+Zy6IvAJU5v5Y/ztqAMvl2WZ6rHMMEY9lv9vZvuNGvwrbbzjizbTd7rbRN/pL4Ptk8cnHlTehz57IjizIWyArM5yK3LR5qK1z04LfNT25bC8OGm/GTvD0baki6LN8QfM/Q8TEREx3rYHPuo3rKWSfScd878vVmvr2ie+YEzhXy9De7fLq9OjKR5G1CndedehqNYfWB0HLf6D9adkcmpUWwYUH/jYHuLiA59O3ZY9PvCpGgMRdTCmPmQHlwidn/pisAbNwGaZO7InRTFxY7lWNwc+oX87ajtyGyT4yzitbUv9fLwBuW1b9sYxwgKfzt+WvZm+M+a603cGr1/fFll+UX0fxnIZW0Bo1uEy+4JCb8tetPbZYYFP1LOPxeT9ZlwYaQt82JY9/oC5/2EiIiLG2/7Apyo3vrNHZm71Xld5AFEf3NU6H6HTtT3TfJvYrYMWZSr3lh1yfmE8YeBTTTHbIfsHv7YGPlq7VB9owwZ88QU9k88UKlDgo/09qgMI9TobA+iQa6IGjcG2G9Kf5Nh+8w18qiF9Z0QfQN/Z0J/d4/UBEYFPitk6rax3kv+4smjts7MCH/U+5v6lTZJ+M8VsnRYGmGnafSb5TCZHUQ+Y+x8mIiJivLkEPmEP2lGBz6316ft+PRClhoLjt2Lh59BFgxZ/tor3IJwi8Ek6mGnBg197A5+waxQV+GysLw9ofMN8ffYBOWqdKeRi0sDHsK9fZg4/aNmlpZ2ahXLNos3q9bxT5qYeMGZI9clYZVj5G1bfr+1vsFHsVQ/q8mu/uQc+1jYbM6Cm7xR9do9Xyysq8Ek6QG7tbIj8x5VFa5/hRZvjdyDMWqMfPHR/YJeu8uBWWfLvRSn7zYRBed4Fm812n0k+k8lR1APm/oeJiIgYbz6BT8jPhQU+YWrfJiadEdGNgxZldo8/eE0T+CQbzNQe/LLdTre9gU/Yz0UN+Jpp3/Zr3lTg46ntWNUOQwZGA5tlzhwUxe7qZb6HuOsZ1rbza7/5Bz72b+8T9wG91nf6s3vUAWzM33+SAbLX9l3qVnVUu+vV9hm3S5dSCLnl11YNaKLcKEenHpbrqfvNJEG5d04O9YRaKIEPIiJiBuYT+KhLZpoIfLSHtjYMWmKnn5smGAy5DFr819fr7yQPfPK3vYGPUaModeAT982q6+9Gh1O6wW3dI79xzbyNRi1v2yiTT+5uDIq0Qdp6Gdq7Q5ZPVWr/Nr9P5pSZQbX2m3bg0v3tNmgzfWea69RLfaf6968OdpP+/Rex3dE+fQPbukfN1ooqFh9m2PswtrzXwvSKvH3ozsbrbNkh5xe6r9/Mot1nks9kchT1gLn/YSIiIsabT+CTcEnXYjWksKPLw1SY3TZoUb4F1LYX786Hu3YHPsmWdFUltGhzms/Wcg7J6kboW51HLk1qZRtdrNa2B35SKVyrzpzRZvgEB9DBzypsyZalzXfCTJIM223QFi2ZWazSdyrtUq+9ReBD+zRUZoKVSlHhepaBjz7DJ3B9ArOdHuu6fjOLdp9JPpPJUdQD5v6HiYiIGG8ugY/28K88BIUEPnrtlKQPU2F22bIE5ZrpD6EEPvGBT8iMsrAB38LDsrxvY7ZBSVOBj7kTVd4FnY0lCH4AFTOADvx9x7VdtT/Jb6eYVrTboM30neHXkb5THZibbYjAh/ZpavRtbSnoHNcPmu300a7rN7No95nkM5kcRT1g7n+YiIiI8bY/8DG+GVPrI1gDH/UBrE/GKvcrhWtzmPbdKmMCn/Ctp212/kNeWwOf0F2l7AM+bcvbwW1y1luWlMuSLsvnn+OuKdbr7rdXNVgLtkHtPdTfv3qc6O2FkxbJ7ux2G7SZvjNswEjf6V4fpXP+ttrb7mifunp7aU/BYv26BV5TmzlZuxbd1m9m0e4zyWcyOYp6wNz/MBEREeNte+Dj7zJlGRRaA5+oB79eGbSY/07g4xkf+DwqK5XbQx7g45YfmO0ir8DHWNKVeNearDUGdtZw1lxqoP6OZecY22Bb/bfc33O27TZoM32ny5LFXu07HQqhE/jQPj21JV0JtjBvUi0MN/s6Wz/YZf1mWgl8EBERM7B9gU9Fzk/tkEn/gdCyC4Y18FG/reqTsUP7avVCAgUWizxoiZIlXfbAZ1yunBqRub3K0qzADlf2wEf7tnXw8/L2/LgEiye3IPCZHZaxgc0yd2SP8ndhvm77dk25Nr1V/tPgVjmtnc9BWT3xOeV89N2vrj87LI/7A5E7Ze5kpf5ZDDf+9rUaVCF/39qyuj55fOJAWwZe7Wq3QZvpO+N25aHvjH8fLOnqnfY5LqsTd8vQ3u3yqr/VueV1W7TjmlUtaFKvxUOytNfWD3ZXv5lFu88kn8nkKOoBc//DREREjLd1gU+UfTI29ifBLU+tgc+4XJnephSJDdPhodCpcGi7Zsc4Fn2M/caZwOczsW2jJOXBz8lbge3MQwZ82jfVYboMdKN2uFLOzZt1FNs+N8rkxENNby3uavwyQtvWxcZsJMt7qG0trLxOZB2Pdm6P3L52G7SZvjN8+3r6zqj3ReDTm+3Tof0MbJElfylve9TCcod+sJv6zSzafSb5TCZHUQ+Y+x8mIiJivNner2IGewObZW7ii42tmk1DpyLbZmtslrkju+XtY96DW68OWkKWynS4WbW76IfkjTJ5aKcs+VvcmkbUOpjfL8uH1N2oNsrkoftk5eSuehtqQeCzWJXrs3vk1cNbtW3Ya689HP5308I2euXUg7IUOJ8+Gat8Qf92XPOgrE7fp/+9lvpkrDIU/h4C17tkbE/cGbbu+b6ZvjOqD6DvDD9O99Q6yX9cWbT2eVBWp3cFd2Ec2CxzEw8qtYTa6/XZPfKq0Q+WB7fK6bB+sEv6zSzafSb5TCZHUQ+Y+x8mIiJivNyvMA9pd9iN0m4xD2l32IsS+CAiImYg9yvMQ9oddqO0W8xD2h32ogQ+iIiIGcj9CvOQdofdKO0W85B2h70ogQ8iImIGcr/CPKTdYTdKu8U8pN1hL0rgg4iImIHcrzAPaXfYjdJuMQ9pd9iLEvggIiJmIPcrzEPaHXajtFvMQ9od9qIEPoiIiBnI/QrzkHaH3SjtFvOQdoe9KIEPIiJiBnK/wjyk3WE3SrvFPKTdYS9K4IOIiJiB3K8wD2l32I3SbjEPaXfYixL4ICIiZiD3K8xD2h12o7RbzEPaHfaiXRX4ICIiIiIiIiJiMjPJZzI5inrADrgwiIiIiIiIiIjdaib5TCZHUQ/YARcGEREREREREbFbzSSfyeQo6gEzPkFwh2sPAOAOfSbkAe0OuhHaLeQB7Q56EQIfCIVrDwDgDn0m5AHtDroR2i3kAe0OehECHwiFaw8A4A59JuQB7Q66Edot5AHtDnoRAh8IhWsPAOAOfSbkAe0OuhHaLeQB7Q56EQIfCIVrDwDgDn0m5AHtDroR2i3kAe0OehECHwiFaw8A4A59JuQB7Q66Edot5AHtDnoRAh8IhWsPAOAOfSbkAe0OuhHaLeQB7Q56EQIfCIVrDwDgDn0m5AHtDroR2i3kAe0OehECHwiFaw8A4A59JuQB7Q66Edot5AHtDnoRAh8IhWsPkay9IS/tWiel0qg89d7v8j4bgNyhz4Q8oN1BN0K7hTyg3UEvQuCTho+ek6PlknZuNcuy4ci35fgzP5ELa2G//G/yo8nfs/xuw3VP/0gutfP9hNCR1x5az9rP5LXqJ2uf/chL8mZYW+7ZwOe38q9z/bW/95lzcjnv04GOoSf7zI/flLMvPSlPD65T3v+IDD/zD3Lmg/8wfviaXHzrpLzyzLAMq/e88ZPy1X98t7m/pdDzeEWeu/BRM0fueHqy3bmi3s9KwzJ67qr9xz44I6+8PCpV7dkurB0n4ZK8+/3j8sJEOfis+P0m23yXU+x2e0l++cquWj/X/w05czPmx9cuyLkFo/2VqzL68g/lzY9DBxT6IT44Lk94v+/ymlZuytULc4E+ujR8VJ6aX3Y+l06m2O0uK7zn3PCxasNgv0p/2nkQ+KRg7b2nZCTuD2D4K3L8XctDpj9IJvCBzkRv31tl+PV/D/lBAh8CH1DprT7zmlz88ePGA51qv2w68yvl5z+Qn3/t9oh7X1k2/OXrEV+WhHFTrr5zOOI8SlIqf0We+6j7Byph9Fa7S8I1+fC7n5VyxMBE5KZcPVfRB7eB57m/kec+TDFIuXpWXnz0kxFtPuL+2gMUtt1+/Ia8qg5IY8KXtQ+/JccGw8cF68ZfljfighYt2Ewb+FyS956/R/l76dzxSTMUtt1lStrAh/60UyHwSYE/IA7Mfrgk7/7TMfm61yDLT8hT7xihTxcNkjvx2kOr8Tr5/XLsr2oPyqE3+C5qywDtoJf6zMa3yWXZcORFfRbN2gX58fS0MbPmF/LqyB8FZtysffjf5e/9h7g9MnruNynPoyTrxv9evvWOfh4/XXhSjmz4czl+MdXX3V1BL7W7RHizsYe/IjNHfj8k8Lkhl777WcvsbGWGRpqBrjoAL1dl9F9+qXw5cE0uvjUjL/zXPzJC0d6ieO32plx997gxyzAmfFHaid5/qYF63JdLN+W3P9wl5VJZNhz/b3K0P03go4ajm2XTiR9os3nWPjgjZ54Zlg1/9j25kOSwHUjx2l0++GNh7QsV+tNOhcAnBeGBj/cDb8sbk/V03/yZLhokd+K1hxbjtc+Rl+TCr+sPy2HfjndRWwZoBz3TZ/oPX2ln5Rgoy6Q/8Xc/lxvOv6h8Czn8TTlztbizeKLomXaXCG9G2R4ZPfe/5OczG0ICnyiUJfjV1xINdBszZZOHmL1C0dpt4zMvy4YjL8uPT++W/pjApzFo/gs5Hljq4gU5MbMUr56Wk4PrpDT8TTn769PyjTSBj/88V/yZy0Vrd/ng9a9J2gv9aZ4Q+KQgNvARCR8Md9EguROvPbSWWtsuS/mF92TN75xDpknGtOW1D87ImROblOnBIet3veOUvyLPffQ7ufiT441ZcqURGX7+p/UB5U25+s43Q/5NpbYGfcFcPzx8VJ46+17gxuT9Pa97+kfya3MdfeCbBBF1SVf5hfdEe6b6+E35p9mnlXP03vfrhVj7DtH0Sp8ZPUhJwy/ke2OfSB74+H1Qb0/l7pV2505jWUHtm+TfpAx8bsil7/5xigFKI4gswhKYVlG0dnvz3Kh8YvvTcvinF+Vm/f9HBz4O7cQPw8P6OG/gXf/3m2dSBT722RrFpGjtLg8aM2uTjGXpT/OEwCcFToFP2KCQwAc6Fu/BwWub5kOzQWhbjqmpYQ4S/cCnKn/915ss68fLsmHm/5Zfvr7bsi44+O1CdI2tzXLPmVUtpPEDn/Hj8jXr+mDzd+L+tu2vve6J1+TtYj9H9Ty90We24uErYeATunGC8vfWQw+GvdHuEuDNePDvNZfTBT7KTLZAuG8lflOOXhhQu1L0dhsf+Hj9XlRg7f2MrQ0qz2je80WiwEeZQRRq8cL0ore71pPyGYD+NFcIfFLgFvjoMwf8P4i4os0xx2wnnXjtoYV4gyi1DWqzb4yGGRb4+NOLj/rfdNV+/oL87PnhYICk/U2UZcOR79Vnw+hrfkulkqwbn5XTH/6HiFyTi34ApL/+2ntPye1/+jX56vP6+mG/GKHxN6YHRMqsobUL8tO/3WSZTh0e+Lxw+wEZfVmdxaSGX50f8kJz9Eaf6T2EmUWZmyD2W+ywnyfwEemVdueK98WFGtQnDXxuytULzzV2gnFeLsgAJQlFb7exgY8XzkS2S6/tWsLwQLApBD4OFL3dtRz//uu6vIr+tBMg8ElB0sDHOoAm8IGOolH0T0/evXDDctO3Bj7ecULCDVuApK4dN+uBKH8vwZ0qYpachb22JSAaqYc9u374of6tg/V3IpZ0WUn689Ct9EafqXwr/YP/IT95/qvGFqmbZdOJxQRboSt1eBI+vMV/g94b9Ea7c8P/ok2bUekQ+Fw8LlUzNBw/KV899S/Jl+M6DeSh6O22tYGP128aM5BTLemKCJUKSNHbXWtRintHjVfpTzsOAp8UZBP4dP63/Z147aFVeOFJsF2GtndrW3ZI5M1ZOZF/E1GhTsIgJS7wsf49216fwAfs9Eaf2Vh+Fa3bt3+NWgDB5ZZxEPjU6I1254C3ZCBQWypd4NMIMH+QbJDCAMWJorfbbAKfRt0TNYzx+s3AUnECn1iK3u5aiv8cHXO/pj/tOAh8UpDNki4CH+ggbMu5PJIUII+bwWabhtmKwOfjN+XsS08Gt0c1wybJOvC5JO9+/7gx48GTwKfo9EafqQQ+w0flqfll5eHNKKweN2PVW5KQcrcvAp8avdHu4vC+ebb1sylq+Hz8piwrhf+DM0wjYIDiRNHbbctm+Pi1UCzPTAQ+sRS93bUOx13jbNCf5g6BTwoo2gzFwmUdtyWwiAx8ErTvjAOftQ+/JcesQU+LA5+1t+WNSVvQQ+DTK/RGnxlfaLSxTPJJOX4xpMVfPSsv1oOhRA9/ItTwMeiNdheD1yas9SFSFm1WiuK6LR2m5kQSit5uWxP4/G9/+b11O2xq+MRS9HbXMhIXXTahP80TAp8UsC07FAvXZVglh+WJCevqhB7HPDfXwMf7+bJsOPKyvgV8S5d0KQ9OZrFqlnT1DL3RZ3qBT0TR5riBjP/gWJLS8N/Icx8m3NqdwEejN9pdFK5fWqRoH8qs1fjZDwxQklD0dpvNLl1mkfwEz2uxA2sCH3DHf1YOLJlNchD607wg8ElBfODT2BEosL6WwAc6DL+GRlTH6Q+w4mbz3Iz+9sl6AhkGPlHHamngExXqEPj0Cr3RZzaKLIc+sNn6Cw91JlyasMf6OsUblCShN9pdNP7gOuvAR1nC6L7cpTFQ6aXgMSlFb7fxgY9DOwn0pY0ZP80HPv6Zpl+q04UUvd21hqz6NPrTvCDwSUH4ANGo32FLQQl8oKNohBHRAY231a1DuOI/oJjF2W7K1Qtz8sozw1KeeMOxrlXaGT6bZdO3/2f9/RhbQrZ4ho+2POXjN+X1Z4brU1gJfIpOb/SZ6mw22/IZ5d8Dhd6VsKf8hDz1jutOXmEoD4Lmlys9RG+0u2ZIu6RLLSqeJFRUB9BNfBtecIrebuMDn7igxXFHJO2QaWr4iPbclrR4frdR9HbXChr9YHNjV/rT/CDwSUGjPkGEw1+R4+9aHmZditp2yNbsnXjtIWMSBJB+u/cGeaG/e00uvr67HnI4fLuaaeCjrhEOftO1ffsnWhT4iFKA1nzdsvz+Xb8fUkwUikTP9JlqsWVt6eQl+eU/V+qFGc2BQ2PmazZhT43GA2RZNhx50dgO/pK8+0/H5Gsjf1ToYo890+5SExH43DwjX//kozL68oJM/1hdintNLq4caRT+t4abEWjLFo/KU2ffU75QqX/5cWKTfPLrxS+SG0bR261TUXnluWHd+Kyc/tClL4160ZSBjxoulUZk+JnX9Z2U6kV3H/3k17u+QH7R2132eF/4OnyxQn/asRD4pCG0fsBm2XTiO3L8mZ9E7DbisCaRwAfahOuOc7Uf9oKZevgRGdQ0OmB1ffi68ZPy1eeNv4/Md+m6Jhd/cryxU5A/EPx/6j/ful261j44I2fU91y/MX303lMyQuBTeHqnz4wKVut/c+auW6HbtAaD2WTLs+ID5m6YUdsMvdPu0hIR+Lh8CZcyoIzfQKC37wlFa7dOXwYH+rebcvWdw/7uRU59aRSpAx9x2Hiic8YnzVC0dtdykiydpj/tWAh8IBSuPQCAO73VZ9pC3bJsOPJt45u9Og6FltMFPjXWPjgjryjbvtYckeFnXjFm/RSP3mp3afBC+rAi4hfkJ89/VVn2qwT288v6TIekrF2QlfmnlS8gGn8nx7//rludu4JStHabLvCp/675ZVGp/gXZPyZsI96AO03gIyIi1+TiWycDX9Zl8rfQIRSt3bWWG3Lpu3+cLOyjP+1ICHwgFK49AIA79JmQB7Q76EZot5AHtDvoRQh8IBSuPQCAO/SZkAe0O+hGaLeQB7Q76EUIfCAUrj0AgDv0mZAHtDvoRmi3kAe0O+hFCHwgFK49AIA79JmQB7Q76EZot5AHtDvoRQh8IBSuPQCAO/SZkAe0O+hGaLeQB7Q76EUIfCAUrj0AgDv0mZAHtDvoRmi3kAe0O+hFCHwgFK49AIA79JmQB7Q76EZot5AHtDvoRQh8IBSuPQCAO/SZkAe0O+hGaLeQB7Q76EUIfCAUrj0AgDv0mZAHtDvoRmi3kAe0O+hFuirwQURERERERETEZGaSz2RyFPWAHXBhEBERERERERG71UzymUyOoh6wAy4MIiIiIiIiImK3mkk+k8lR1ANmfILgDtceAMAd+kzIA9oddCO0W8gD2h30IgQ+EArXHgDAHfpMyAPaHXQjtFvIA9od9CIEPhAK1x4AwB36TMgD2h10I7RbyAPaHfQiBD4QCtceAMAd+kzIA9oddCO0W8gD2h30IgQ+EArXHgDAHfpMyAPaHXQjtFvIA9od9CIEPhAK1x4AwB36TMgD2h10I7RbyAPaHfQiBD4QCtceAMAd+kzIA9oddCO0W8gD2h30IgQ+EArXHgDAHfpMyAPaHXQjtFvIA9od9CIEPhAK1x4AwB36TMgD2h10I7RbyAPaHfQiBD4QCtceAMAd+kzIA9oddCO0W8gD2h30IgQ+GbD2wXF5olySUqks5Rfek5uBn7gpv/3hLikr7yXaUXnqvd/l8E50uuHaQ86s/Uxeq36y1k5GXpI31/I+oXSsvfeUjJRKUhr+ppy52qVvAnKnJ/vMj9+Usy89KU8PrlPe/4gMP/MPcuaD/zB++JpcfOukvPLMsAwr12rd+En56j++K5dbch6vyHMXPmrmyB1PT7Y7V9R7VGlYRs9dtf/YB2fklZdHpVouObTjJFySd79/XF6YKCvHLcuGI9+W499vss13OcVut5fkl6/sqvVz/d+QM8GBgc7aBTm3YLS/clVGX/6hvPmx2zNJYyzi+JpWbsrVC3OBPro0fFSeml92PpdOptjtLit+K/861+84Zg32q/SnnQeBT9MYfxTlr8hzH5kdIoEPFBM/KCmVpFTaKsOv/3sOZ/Fv8qPJ32vq9Ql8IAt6q8+8Jhd//LjxQKfaL5vO/Er5+Q/k51+7PeK+V5YNf/m6XEj853dTrr5zOOI8wu7LxaG32l0SrsmH3/2s8uxlC3xuytVzFX1wazr8N/LchykGKVfPyouPfjKized1z+wMCttuP35DXlUHpDHhy9qH35JjWlCtu278ZXkjLmjRgs20gc8lee/5eyLHKuue/pFcSnrYDqOw7S5T0gY+9KedCoFPs6y9IS/tWielkb+Srx9OMuj0Bqlhs4Lyp+OvPeSMd0PYL8f+qvZQnc/DQPOBD0AW9FKfqc5s3XDkRX0WzdoF+fH0tDGz5hfy6sgfBWbcrH343+Xv/Ye4PTJ67jcpz6Mk68b/Xr71jn4eP114Uo5s+HM5frET77LZ0EvtLhEfPSdHyyUpDX9FZo78fkjgc0MuffeztW+In/mJEjgqMzTS3NvUAXi5KqP/8kvl2+drcvGtGXnhv/6REYr2FsVrtzfl6rvHjVmGMeGL0k70/ksN1MuyYeZcxOwF70vlsmw4/t/kaH+awEcNRzfLphM/0GbzrH1wRs48Mywb/ux7ciHJYTuQ4rW7fPC/KNW+UKE/7VQIfJqk1uDLUn7hHflNfRaPW0Mm8IEuxw87X5ILv64/WOfyTTqBD3QGPdNn+g9faWflGHgD81JJPvF3P5cbzr+ofAvZw7PzeqbdJcKbUbZHRs/9L/n5zIaQwCcK795SklL1tUQD3cbs1+QhZq9QtHbb+MzLsuHIy/Lj07ulPybwaQya/0KOB5a6KKsDop6trp6Wk4PrpDT8TTn769PyjTSBj/c8FxsudT9Fa3f54PWvSdoL/WmeEPg0hfewWV+C9VGSQS+BD3Q3jbDzPVmLDV28v5WQ9u797QTqAF2S984+pXxjVnuQqq0BjppyqryO9yBT/oo899GvlW8ZNss9Z1blpig3E8vrv/vatLxyYpMyzdkyowFAeqfPjB6kpOEX8r2xTyQPfPxBSm+Hvb3S7txpLCuofQH3m5SBzw259N0/TjFAadybirAEplUUrd3ePDcqn9j+tBz+6UW5Wf//0YGPQzvxw/CwPs4beNf//eaZVIGPfbZGMSlau8uDxszaJCVI6E/zhMCnGbxU3R8kGh1vJAQ+0M14bd3r7M0HbBPHwEd72DDrLyiOvCRvrv0uYeBTlb/+603a8bxztQc+MWuYMxvsQlHojT6zFQ9fCQMfZUZQmL30YNgb7S4B3rOZ30dfThf4KDPZ3J7TlG+wQ+8bxR9Qu1L0dhsf+Hj9XtSYwft3t43AAAAgAElEQVQZWxtUnrueeE3eXpOEgY9LfdHihelFb3etJ+UzAP1prhD4pKaxZlZtuN7AMf6PgMAHuhjbjBxtJo3ZAacIfPz/9oQ85a9rr834+fN7XlCCmZjZRf4sgNqsnk1/+1ZtCcraL+XNX9SmhoYFPr98/h7ZdOI7Mv3ji41z9gvHde7fLuRDb/SZ3t+bWZS5CWK/xQ77eQIfkV5pd654X0Y0ZnAmD3xuytULzzV2gnFeLsgAJQlFb7exgY8XzkS2S6/tWsLwQLApBD4OFL3dtRz//uu6vIr+tBMg8EmN1xCN6WyRg17b73fuoLFzrz3kiz3sbIQ6tgeEJgKf2O3eXQOf8Hoj4Uu67CT9eegNeqPPVL6V/sH/kJ88/1Vji9TNsunEYoIlj8pMuoQPb/HfoPcGvdHu3PC/dPNmPIiIU+Bz8bhUzdBw/KR89dS/JN+K2mkgD0Vvt60NfLx+Uw025f9n7/1C67jyfc/9IPCDoR8O6GFDPxgM94IQfugmD+eQh30w6ECauQN9ESQEiUP6wYy6cdBNWzcBc9Tu4LajdDJEtOWMY9NKHKzJTpyE7nbGynVGc3Aci3hCkxxZckM/9Gn9GSbNdBxJ0An7bH7zsHdVrapdq2pV7dqqP+vzgd+LpV27tPytX631XWv9VsotXRGmUgWpuu4Gi7LyPqr/Sz4tHBg+adEORmMGti4YPlBWNGanRBkhKQwftTDs9DsRLwlTw0e/1xjDB7LAjpzpbb+KDrPZP68WQGDgYgCGTwc7dGeA887o2W6bzvDxDMwPkg1SGKAYUXXdZmP4eHVPVDPGyZt+Y1MwfAyouu4Gitufjnlfk08LB4ZPKnQrHDqYDQYxfKCkRK280ZoraWr4iLS3XpFnfQWbL/q3V4nIYA2fluytvSpL8w33OElfYPiAgh05UzF8GjMydfmm0nlryd79l+W8c8x63PPhbElIedoXhk8HO3QXhzPzHPaOSVHDZ3dFbi6Od4/FrsnQxKLcMh2kMEAxouq6HdgKH3cyLKRPg+ETS9V1NzgMT40Lg3yaOxg+qTDYV1irRQ4wMXygnJjs+a6F6Dqd4dNhR9Z/86w3iKyNysjFL5RjIAdl+OzL9vJj4UYPhg+EYEfOjC806h2hekJmtzVvN7cWVsLOnwg1fALYobsYHE2E1odIWbRZKYqb7DCOCG1Sc8Kl6rodjOHzH+6Ec+hx2NTwiaXquhsYiYsuByGf5gmGTxoMOpvhg14VDB8oI6ZmZ9AM6cfwcWjJ3vps94h21bwZkOHjPudj0li461t9wJYuCMOOnOkYPhFFm+MGMm7HsSa1xs/kwlbC0+4wfHzYobsoTCciUuhDKfofv/qBAUoSqq7bbE7pChbJT9AHix1YY/iAOW6/t58TasmnuYHhkxivYJW+w6AkUe2AEMMHyodbbyMqybqDMdVg8Z6J3udmX7Y//ufOUs/Y5B1WGHowhk+UqYPhA2HYkTO9IsvaDltoDujS/lxuPeOc1pHC7An9nuoNSpJgh+6icQfXWRs+yhZG8+0u3kDFJuMxKVXXbbzhY6CTnlzqrfjp3/Bx7zT9Vp0SUnXdDYaschr5NC8wfJLiDh5jClK6tQl0g0wMHygb3iqd0KXELs6xuH5te9s8xuT4h1udf2+vyacLSn0ct7PRkq+X/0nqTy/4ava0t34tLz0e3Luu3JdTB0Q5cr3vFT4hx8KfcuoKYfiAgh05UxkchG6fiZjwUM0e33OVFqUjGCxeahF26K4f0m7pUouKJzEV1QF0H7PhFafquo03fOKMFsMTkXyXTFPDRxRjKXnx/LJRdd0NAi8PRpUqSXId8ulBg+GTEPOZ/bjBMYYPlAwD48T9Vec58Q0IHSMoOANVl+Hp7lYt1fCJWGocHNx5ZpJ3Tfe5Sl3DR3e/Nan9Q0MaRkfGg01YkzPVYsvTi9J0O2A78uC3T3QLMwYHDjuysXCs22nLwuzp4HUg6zI8/VrgOPhO/a+zY0cqXezRGt2lJsLwaTXl/OHHZXzxauBAgH3Z/mTaM/dDzc0IfNsWZ2TqxobSD+weBnBmRA6fr36RXB1V161RUXk3l9ZkaOJXcm3LJJdGfWlKw0c1l2pj0phf9p+k1C26+/jh86UvkF913WWP1xeOnVghnxYWDJ9EmB653sHb7xjm3IdtTSkWxWp7yJtE25hckyWg7+CKnm7i3nV+33ftYLHm7u+/cTfkNB+1cxQYUPZzSld7TVaveicLOB2hew9vhtwv2I49OVMtvhgWIaduaY9pTbMFQcWguHqfs5JFxx7dpSXC8FFqSmgjpUHpP2Uy/Dkp6oTfQVA13fZOPJnkt5bs3T+p9DEMcmkUqQ0f8a/A1EUF+jxV093ASbJ1mnxaWDB8QAttDwBgjl0505tVqysdruHpi4GZvS7Ghx2kmwRpbzZlaXE8MHAak8b8UmDVT/WwS3dpcCbYdEXE1+TOwmm59HRgsNuYkanLN/0rHZLSXpNPLp/yT1x0n5PZ99YjtkZXn6rpNp3h0/3sZlOavlxak6GJOTn9fkKNOAPuNIaPiIjsy/btuUBez+hZKAhV091g+UZ23vpeMrOPfFpIMHxAC20PAGAOORPyAN1BGUG3kAfoDmwEwwe00PYAAOaQMyEP0B2UEXQLeYDuwEYwfEALbQ8AYA45E/IA3UEZQbeQB+gObATDB7TQ9gAA5pAzIQ/QHZQRdAt5gO7ARjB8QAttDwBgDjkT8gDdQRlBt5AH6A5sBMMHtND2AADmkDMhD9AdlBF0C3mA7sBGMHxAC20PAGAOORPyAN1BGUG3kAfoDmwEwwe00PYAAOaQMyEP0B2UEXQLeYDuwEYwfEALbQ8AYA45E/IA3UEZQbeQB+gObKRUhg9BEARBEARBEARBEASRLDLxZzK5inrBAjQMQRAEQRAEQRAEQRBEWSMTfyaTq6gXLEDDEARBEARBEARBEARBlDUy8WcyuYp6wYxvEMyh7QEAzCFnQh6gOygj6BbyAN2BjWD4gBbaHgDAHHIm5AG6gzKCbiEP0B3YCIYPaKHtAQDMIWdCHqA7KCPoFvIA3YGNYPiAFtoeAMAccibkAbqDMoJuIQ/QHdgIhg9ooe0BAMwhZ0IeoDsoI+gW8gDdgY1g+IAW2h4AwBxyJuQBuoMygm4hD9Ad2AiGD2ih7QEAzCFnQh6gOygj6BbyAN2BjWD4gBbaHgDAHHIm5AG6gzKCbiEP0B3YCIYPaKHtYbDsy9Zbj0i9Vpf6pQ1p5X07AH1CzoQ8QHdQRtAt5AG6AxvB8AEttD0MlIcXZKZek1rjZWnutf0/a9+SK8eHpFYbl6mNv+VzfwAJIWdCHqA7KCPoFvIA3YGNYPikoiVff3hc6sq9uVGflPHFD2Vlt937MWeAG/a5Wk1qte9LY/kvB//naChm20PuaHU8KiNn3pQLaw8NLrIp985+V2r1H8vs5re9P87E8Pla/vDqUanV6jJ8blW+THkVAFOszJm7K3Ljygk59eiQ8vePSWP+XWn2PNv7sn17TpbmG9JQ2mpoYk5Ov7/e3zOqvY8lw5xUXqzUnSntT+X65OFu+zRkfHUv/Nc2m7K0OC6TvnebTsdJ2JH192bl0tN15bp1GZ6+KLPv9an5klNt3e7Ig6XjnTx39EVpxi1hbq/J6tWA/qLGE2GX2JyVp5zPm3xnKC3ZW3u1J0fXGjMydfmm8b0UmWrrLiuc/nPUmLWmzavk0+KB4ZOK+AdhaGJRbgUSY3tjSsYiHxoMHyg+sTquPyVT96MHWJ1rjMqx5p/Ct3Jh+EAJsStn7sv2x/8c6NCpcVRGmn9Wfr9r8mpzR12Gf7osa4nHEy3Zu38y4j5qUqs/Jxceln+gosMu3SXB2TasH5iItGRv9Qn/4DYYjZ/Jha0Ug5S9G/La44cjNF+sPt9BU1nd7t6St9UBaYz50t56RZ71GdXx44nei6jGZlrDZ0c2Fo6FT2Y793LqI9lJetmCUVndZUpaw4d8WlQwfFLhPAhBcbVkb322O8PYO5h1B8pjV2SlBH3PYrY95I2j454Xv9LJGXrqunzej8bZ0gUlxKac6c0m12V4+jX/Kpr2mnz8/POBlTWfydtjR3pW3LS3fi0vuZ24H8j46lcp76MmQxMvySv3/fdx9+oJmR7+kcxuV7dKmE26S4S7bfg5OTf9dxrD5xvZeeuRzgzx/B3FcFRWaKQZ6KoD8PqkjP/ugTLpsC/bt8/JpZ8cCZiidlE93apjAGUgGmW+KDrx5y/VUI+btHJ2HdRlePbnMnM0jeGjmqOjMnLmA99qnvZmU5rzDRn+4TuyluSyBaR6ussHd0zrm1AhnxYVDJ9U6AwfEXW7V1DQGD5QBbSGj4jXwe53Rh3DB0qINTnT7XylXZUTQNkmeuiFe/KN8QeVWciwWmCWYI3uEuGsKPuBjK/+u9w7N6wxfKL4o3z0zHc6bTt5PdFA11sJm9zEtIWq6db7P6/L8PSifHztMTkaY/h4g+aw7e1K+YioPtXeNZl7dEhqjZflxl+vyYtpDB+3z1X9FdFV010+OPk1iV7Ip3mC4ZOKKMNHPyDG8IEqEGn4OJ0GTeekvdmU5pkRZcnwqIycafbu6Y0yfHZX5GbP3mAl3OfL29IVegrY7oos+/apd/YBP//xtvK7O7J+/XlZ8t1zyIoGALEnZ0YPUtLwmbzz5KHkho+bJ+xeym2L7szxthV03lNfpTR8vpGdt76XYoDiGZFV2AIzKKqm29bquBz6+1Ny8m6nD9FaHY8xfAx04prhuhznDLy7P281Uxk+4as1qknVdJcH3sraJJOy5NM8wfBJhckKn95BJoYPVAGjFT49Go+psxEcOOoMn+A+9ZSGT+SeebfDE7OHObPBLlQFO3LmIDpfCQ2f2AMQ7OoY2qG7BDgrHtwc/WU6w0dZyRY6adCDMoOtfW9Uf0BtStV1G2/4OHkvyrB2fidMg4qx6WyjT2T4RBxA40b1zPSq627wpOwDkE9zBcMnFTrDZ1+2P5nu7N8NWV4eXezW9AE4OIrZ9pA32hVsW9fkytN1CV1y6dZSmHFnvzofWpNPFxrKTKzz72GGj7JdcuJXcs0p+ubWDgrWzdIZPs5LpC7D0+94+9S7p2Q8eehZ1/B5sHBMRs687l/14xaOK94zC/liR850np9gUeY+iJ3F1v0+ho+ILbozxVnxoL4Pkho+Ldlbu+CdBGO8XZABShKqrttYw8cxZyJ16Wg3xAzvMTYFw8eAqutu4LjvX9PtVeTTIoDhk4q46uXhS9wwfKAKJNex06nQLP0M2wYWavg4yb+3AxK+ei7c8HF/t4+aH2VbrQcHgx05U5mV/uD3cmfhdOCI1FEZOfNmgi2Pyvs0YectfgbdDuzQnRnuhITv4AADw2d7ViaDpuHEnJz+5e+SH0VtNJCHqut2sIaPkzcDE12ptnRFmEoVpOq6GyxKce+o/i/5tHBg+KTC5Li6MTn+4RZbuqByxB7L3lPI1cClDxqlkYZPr3Fkbvjot1ymaoOSPMtwMNiRM73tV9FhNvvn1QLoPdkyDgyfDnbozgBny0DPdtt0ho9nYH6QbJDCAMWIqus2G8PHq3uimjFO3uw5ERXDJ5aq626guH3zmPc1+bRwYPikIqKGT3dbyGRIMauyDRKL2faQN/oaPvuyfWdWzge3O7kviJgBYuwKn7gtXUETJ8zwiSnk3ENL9tZelSVfcWclSvIsw8FgR85UDJ/GjExdvql03lqyd//lbg4weD6cLQkpT/vC8Olgh+7icGaew3J7iho+gcMBhiYW5ZbpIIUBihFV1+3AVvi4tVBCVk1j+MRSdd0NDsNT48Ign+YOhk8qok/p0h3NjuEDVSCyaLNI79HsaY5Y130mqnZHzxatfg2ffdlefizc6MHwgRDsyJnxhUa9VYAnZHZb85S5tbASdv5EqOETwA7dxeDWiQvbqpuyaLNSFNeslgk1J5JQdd0OxvD5D3eVcuhx2NTwiaXquhsYiYsuByGf5gmGTyriDJ/wQTGGD1SBWMOnpyaPfiuW/kvCDB+nGOeYNP7X/6ac+DUmjfl3e49273dLlzuoHJPGwl3f6oOyPctwMNiRMx3DJ6Joc9xARj1tr/EzubCV8LQ7DB8fduguCpOBa0p9KCtU41c/MEBJQtV1m80pXcEi+aZb5E0MGwwfMMft9/ZzQi35NDcwfFLBCh+wl8QrfBTjJXRGKvRLQgwf59+Mn5+Yos0x14n6vbI9y3Aw2JEzvRp22g6ba8iEmLztz+XWM85pHSnMntDvqd6gJAl26C4ad3CdteGjbGE03+7iDVRsMh6TUnXdxhs+BjrpyaXeip/+DR/3TtNv1SkhVdfdYMgqp5FP8wLDJxVRhs+OPPjtE93VB/6ilWUbJBaz7SFv9IaPWr/Db+6ohVn9Bdu8GjnDo695z0VU0eb6UzJ13+QEIM32Lffavcey3716Qp6u//dOh8c1rtTv25GNG1Ny6tFuTaKSPMtwMNiRM5XBQej2GeXnwedDNXuMn+MolI5gsHipRdihu35Iu6VLfXclMRXVAXQfs+EVp+q6jTd84owWwxORfJdMU8NHFGMpefH8slF13Q0CLw8mWKkfeR3y6UGD4ZMKk1O6RmXk4he+1QwmpxsV6Wj2YrY95E28jsNqcsTXw/EZSJoaPt7LovfZGZ6+KLPvrSvPnK5eT0v27p9UtoTplog6W8hCfucfGtKoY/iAH2typlpseXpR2U6pTngEBw47srFwrNtpy8Ls6eDlhLoMT78WOA5+R9Z/86ycHTtS6WKP1uguNRGGT6sp5w8/LuOLV+X5j7cVve7L9ifTnrkfam5G4Nu2OCNTNzaUd1N3ouPMiBw+X/0iuTqqrlujovJuLg0cRhGZS6O+NKXho5pLtTFpzC/7T1LqFt19/PD50hfIr7russfrC8dOrJBPCwuGTyqi9r2OysiZ1wNC7xJbdwDDB0pAhI6HJubk9MIdzWk7XlKuBz/zy9/5OxehW7qUhB9htHodo+gCze3NpjR99xLy7PpO3fM6Qvce3ky4vQxswJ6cqRZf1BiwwVO3tMe0BiPp9iyD4up9zkoWHXt0l5YIw8fkFMmUBmV76xV59tGoaxerz3fQVE23JpNhvfktZgIq6QmGqQ0f8a/A1EUF+jxV093ASbJ1mnxaWDB8QAttD8VBcyS7izLoq0CHBMqJXTkzzMDtrLRLN+GR1vDp0N5sytLieGDgNCaN+aXAqp/qYZfu0uCY/7oi4mtyZ+G0XHo6MNhtzMjU5Zv+yYiktNfkk8unulud/c+Jf0WqfVRNt+kMn+5neyagupNh7yfUiDPgTmP4iIjIvmzfnuuZmMvkWSgIVdPdYPlGdt76XjKzj3xaSDB8QAttD8UhxvBpr8mnCw1p1CjqBvlBzoQ8QHdQRtAt5AG6AxvB8AEttD0UCmWvu36pKAXdID/ImZAH6A7KCLqFPEB3YCMYPqCFtofCsbsiN66c8Aq/VXC5MZQXcibkAbqDMoJuIQ/QHdgIhg9ooe0BAMwhZ0IeoDsoI+gW8gDdgY1g+IAW2h4AwBxyJuQBuoMygm4hD9Ad2AiGD2ih7QEAzCFnQh6gOygj6BbyAN2BjWD4gBbaHgDAHHIm5AG6gzKCbiEP0B3YCIYPaKHtAQDMIWdCHqA7KCPoFvIA3YGNYPiAFtoeAMAccibkAbqDMoJuIQ/QHdhIqQwfgiAIgiAIgiAIgiAIIllk4s9kchX1ggVoGIIgCIIgCIIgCIIgiLJGJv5MJldRL1iAhiEIgiAIgiAIgiAIgihrZOLPZHIV9YIZ3yCYQ9sDAJhDzoQ8QHdQRtAt5AG6AxvB8AEttD0AgDnkTMgDdAdlBN1CHqA7sBEMH9BC2wMAmEPOhDxAd1BG0C3kAboDG8HwAS20PQCAOeRMyAN0B2UE3UIeoDuwEQwf0ELbAwCYQ86EPEB3UEbQLeQBugMbwfABLbQ9AIA55EzIA3QHZQTdQh6gO7ARDB/QQtsDAJhDzoQ8QHdQRtAt5AG6AxvB8AEttD0AgDnkTMgDdAdlBN1CHqA7sBEMH9BC2wMAmEPOhDxAd1BG0C3kAboDG8HwAS20PRwMX8sfXj0qtVpd6pc2pJX37QCkhJwJeYDuoIygW8gDdAc2guGTlIcXZKZe891XJ0Zl5MybcmHtYfw1dlfkxpUTcurRIf816pMyvnhVnv94uxCD3sK1PRwwLfn6w+NS79G6o9UPZWW3ncH3FNPwaW9MyVitJrXGy9Lcy+LvhKpjTc7Uvged0D3L+7J9e06Wzoz480pjRqbeuCtr/Txmoe/VMWnML5m9l0uMNbozob0mn1w+JecfP+zT4/D0xfC+VfuWXDk+FKFlJY6+KM3EL6gdWX9vVi49Xe+5n9n31uXLbP7qUmKXbluyt/ZqT+4bmpiT0++b6KAle+uz3fzWkPHVvf5uh3xpie6yQp/HTMas7c1ZeareTx6Nvw/b82kcGD4JcQeBuqg/JVP3dclyRx4sHZdGbMdiXKY2/nagf1cYRWt7OGgcI0av1aGJRbnVt+mD4QPVwJqcuT0rk5HvsLBneVPunf1u5GeGf7qcwvRpyd79kzIZZUDVn5MLD6v7DFujuzj2rslccCLNF2Ny/MMtvy4Hafjs3ZDXfMZTML4vjeW/ZNwI5cEe3e7L9vJjEX3/URm5+EXEYDU4dujH8CFf2qO7bGhv/Vpeispjk9dlLfICn8r1SeXzaQ0f8mlfYPgkxBkEDp36SHbUH+zekre7juPQU9fl855cuS9bbz3SdfbHpDH/rjQ3v1V+3nH/r1w5IdPD/wXDBwqAY8QEk6g60zQqx5p/6tOkKabhA5AUa3KmY/jEdfR8fCZvjx2Rxvyb/hlB5d2ZpsOmzhwOTbwkr6gTLu01uXv1hEwP/0hmt6ubWazRXRzbs/LD4WmZutxU+lfq+yrNYNab+Ojp90WhDnLqkzL+uwfKgH5ftm+fk0s/OSIjzT8nuJdqYYtuvYniURk584G3Mrq9Jp8uNLpGzg9kfPWr3g/78mP/hg/50h7dZYKaxxozMnVjI5DH5mJW1jg7BeoyPPtzmTma0vAhn/YNhk9CtIaPiLfMPaRD4Sb8yBVAxaJobQ8Hjc7wEVG3eyXqBEd+D4YPlBtrcmYqwycCd4vY0YQdNmUVosUr8azRXWrU7cknkg1m3VVDmgG5Bm+Qn+xzNmGHbv8oHz3znQjD0Fv52PNzdfVZY0ZO/uslOXe0H8OHfClii+6yQFmo0PiZXNj6Nv4jQZz82XhZbvz1mryY0vAhn/YPhk9CIg0fJzn3GD5Ows9iNcTBUbS2h4MmyvDRPQsx5o0zsBu7Iittk8/syPpvng3UY1BD3f64I+vXnw/ska/L8PRrIXvS1b/t//XNADsr9NwXjO9ek34P2IQ1OTNrw0c+k3eePJTc8HEHRHYv5bZGd/3gbkNMYvgoA56e90AUKVcFWYYdunVymz5HuX2N4EC41ZQXDv2jNBa69c1azc6AOa3hQ74UEVt0lwGuXtKOXR0zs6s3R7+JDR/yaRZg+CTEaIVPsGOg+/eCU7S2h4PGZIVP0KQxNHx8pqjuM+o2SF04hk9MvaH6j2XWt4XS+f1RGfmXn/r3s3fvLdzwSfo9YBPW5MyMDR9vm4Fh/brYotF2dQyt0V1qUho3iQfI3moO/Tui2vVRkmCFbk1MGjefxZiRaQ0f8qUPK3SXAd7OlDQ5qyV7q09IQ5lETW74kE+zBMMnITrDp711Ta48XZfe5WZZbn05WIrW9nDQ6Ayffdn+ZLqzIqZnWXCGho/7u5PyxJ2d7r97xQv9tbK+lgcLx2TkzOv++iBukTedMdXt7Ez8Sq5tfSsi+/Lnlc4eZZ3hk+x7wCasyZnaos1h9emi2JGNG1Pd1XV1GT63anbKBgMYH9boLg27K7I8H1MnJRRlG5jx9hcGKEmwQ7fOCp+IvoGpkYPhkwl26K5flPyXZmLH2cqlToJi+OQKhk9Cok/pCkvoupUQoj8doiACLlrbw0ETd0pX2Gx8VoZPhFHqPjdmqwFiV+po9ibrt3Ql+R6wCWtyZuwpXSGnIYmIyDey89b3Ar87KiNnXk91pGprdVyO1pJ0IKuJNbozwhlgq32qSRlfTHjctFskNIWJ3+/WG0uwQ7dqP2pMGku9RW+97eEDMnycj5MvRcQW3fWL964eOnVD/u32nCy5xrkzUTonp98Pe297K+h9W8HSbukin2YChk9CYo9l7zlaNmIArD0OlGPZoQjEH8veO7DL2vCJem6yMHz0nXkMH0iK3TlTXa1T02xvDDN8lEG57+SNeBjAdLBbd0FCDB93gBI4lSgCbztDim26DFCMsEa3scdJO4HhcxBYo7u+iHhXB8e8gZW5zhbtnhOrMXxyBcMnIfoaPvuyfWe2W1zWcKVCD87yNQwfKAIRNXzaa7J6dbxb+0bV68Ft6eo1Vlqyt/ZqzyyEG5kZPkm+B2yCnKnW4zFZGdF9ltwZ7lEZufiFsenDAKYDuosiUPjf6KTUuJOVYmCAYoRVut1dkZuL4/56gbUxacwvyRu/f6Wrl5i+P4ZPJlilu9Sohk9Hp74VkrsrctN9byu6dVdGhmgZwydXMHwSElm0WSR0QGs+84/hA0Ui+pSucDMzy6LNUft3g7UY9mV7+bFwAyZTwyfp94BNkDNF0g2WvaOJjbY0U5PCB7ozwD1ePV4biYuIu1BzIgnotktovygEavhkArozQd3SpdGGu9reOV3TW5kfWo+PGj65guGTkFjDJ+xoduOj7TB8oEjEGT5hz0N2W7o6Ff7rMjz9knIse12Gpy/6Cyar162NeUeYBu4xE8Mn8feATZAzRUS+lHvnhhMPIrzt0gaDGQYwPtCdCcoW5cgBh3IEcHBLQiwMUJKAbkV8xXHj+g4YPpmA7kxQVvhoizZ77/pDL9yTlmzF5z9fxJ1+SD7NEgyfhKRZ4eNL6JHLiTF8oDe9sI0AACAASURBVEikWeETtYVxX7Y//ufOkuZYw8f5t37q9ET9LJ3hk/x7wCbImSJqJ+3QC/fkG9OPuYWgEwxm3IGM6bHZ1QTdmaAMYKIMn0w01eeWMEtAtyKeVgy2wPa7tYV8KSLozhS3T6vNl37ttuUr1wDKxvAJfg/5tB8wfBKiN3xasnf/ZbeGT89ytvbncuuZevdvCdkP6dtnjuEDRSDK8NmRB799orsf3b+9ypupVwo6t9fk0wWl5o1x0WbDmh6u0aoaqoEislmu8DH+HrAJcmZL9u6fDM0L0ezL1luPdCdFkszYKR3BxKsxqgO6M8CtLRE1aFB02FceVyf5UhR9tgR0q2wRN9FJ37VMyJci6M4Y1yDUvMvdnxuOWdPW8CGfZgKGT0LiT+mqydDEotzaDcmk7TW5+wunyFXxl6gVre3hoDE5pSvMkFHqcfiiLsPTsx1jxKSGj9JB74nGjExdvikr7nOm+86a1P6hIY16RoZP4u8Bm7AiZ7aacv7w4zK++K401Y6Xr5B774CitTouhx8/L6d/+UbP5zwzWLP3PwK1SPTw9GuhEylnx45UutijFbqL5Uu5d/aIjJx5XWbn7/i3225dkytPOxNuEUakW+cnbvu9Aer7qzEjUzfU47i9YuWHzydYBVcxbNFte7Mp87OL/ry3uyLL7sEPhnrLoHgt+dIe3fWP0t9tzMjJu9teyQV3gUMC8zC14SPk0wzA8ElKxF7YoYk5Ob3g72j00hHm1Z5q/aOhHZU8KVzbwwGjuOphRs+Z13tr6TgEV/R0E/SuU88q1nxRZlqjzFX1RRMYcHZW0i3LvYc3Db8z8Cfotmgl+h6wCStypjvoSDbp0ddkSSQGhdQLsmp2UFihu1jSTlA4qLPI2Uy6tbdekWedlZ+hYXKSXXWxQ7dR/agYTbr1P2PyZqJtLuRLO3SXEUqx+9Bo/EwubBmuuOnH8BHyab9g+IAW2h5yI/RIdg8v8Ve7YwLlwpac2d5sytUrJ7xtjDVnxviizL63rl2hk/Zzpve0pDn22D+LXT1s0V08+7J9e06W5huBAa2JDj6Td548lP2gob0mn1w+pRw8kJ3my441uo04kj1SkwMxfLqXJl9WX3dZEabfxoxMvXE32QIFR88pDZ/ONcinacHwAS20PeRGpOGzL9ufTIdsDQPIF3Im5AG6gzKCbiEP0B3YCIYPaKHtIT8iauUoS6H7rrMAkCHkTMgDdAdlBN1CHqA7sBEMH9BC20O+7Mj6e7NyyS22adeyYygf5EzIA3QHZQTdQh6gO7ARDB/QQtsDAJhDzoQ8QHdQRtAt5AG6AxvB8AEttD0AgDnkTMgDdAdlBN1CHqA7sBEMH9BC2wMAmEPOhDxAd1BG0C3kAboDG8HwAS20PQCAOeRMyAN0B2UE3UIeoDuwEQwf0ELbAwCYQ86EPEB3UEbQLeQBugMbwfABLbQ9AIA55EzIA3QHZQTdQh6gO7CRUhk+BEEQBEEQBEEQBEEQRLLIxJ/J5CrqBQvQMARBEARBEARBEARBEGWNTPyZTK6iXrAADUMQBEEQBEEQBEEQBFHWyMSfyeQq6gUzvkEwh7YHADCHnAl5gO6gjKBbyAN0BzaC4QNaaHsAAHPImZAH6A7KCLqFPEB3YCMYPqCFtgcAMIecCXmA7qCMoFvIA3QHNoLhA1poewAAc8iZkAfoDsoIuoU8QHdgIxg+oIW2BwAwh5wJeYDuoIygW8gDdAc2guEDWmh7AABzyJmQB+gOygi6hTxAd2AjGD6ghbYHADCHnAl5gO6gjKBbyAN0BzaC4QNaaHsAAHPImZAH6A7KCLqFPEB3YCMYPqCFtgcAMIecCXmA7qCMoFvIA3QHNoLhA1poe8ier+UPrx6VWq0u9Usb0sr7dgAyhJwJeYDuoIygW8gDdAc2guHTNy3ZW3tVluYb0nDvdVRGzrwuz3+83RnQtm/JleNDUqt9XxrLfwm/TPtTuT55OPp3Dpjitz0Uhx1Zf29WLj1d93RTn5TxxXelufmt8nspDB/3+fmBjK9+NaD7B+gfK3Pm7orcuHJCTj06pPz9Y9KYDz77IiL7sn17LvC+rMnQxJycfn9dvhzIfSzJhbWH/Vy58FipO1PcvlVNarWGjK/uhf/aZlOWFsdlsl4z0HESQt6NtboMT1+U2ff61HzJqbZud+TB0vFOnjv6ojTjOjvtNVm9GtBffVLGFz+Uld220Te2N2flKefzJt8ZStiYpia1xoxMXb5pfC9Fptq6ywqnr14ziN68Sj4tHhg+faEk9NAYlZGLX8iX0pavPzwu9VpNamNXZKUnX7Zkb/WJznVCf54PxW57KAy7t+RtX/INRP0pmbrvDLgwfKC62JUz92X7438OdOjUOCojzT8rv78p985+N6LTWJfhny7LWuL3X0v27p+MuI+a1OrPyYWHBXmxDgC7dJeEfdl665FO30tr+Cj9L100fiYXtlIMUvZuyGuPH47QfHEm+PKgsroN9olizJf21ivyrM+o9sfQxKLcijNafMZmWsNnRzYWjinPS8i9nPpIdpJetmBUVneZktbwIZ8WFQyf1KgdiVEZOfOB4nzvy/Yn092ZxnGZ2vhb9CqfAq7uESly20NhUDsZ9UkZ/90Dz2Fvr8mnC42AkcmWLqguNuVMbza5LsPTr/lX0bTX5OPnnw+srPlM3h470rPipr31a3nJ7cQlN3XVWe2hiZfklfv++7h79YRMD/9IZrerm21s0l0iHl6QmXpNao3n5Nz032kMn29k561HOjPE83cUw9E/oZd4oBv1bpR92b59Ti795EjAFLWL6um2JXvrs4FVhjHmi6ITf/5SDfW6DJ9bjVi90OpOKtdlePbnMnM0jeETNabprNhozjdk+IfvyFqSyxaQ6ukuH9obUzLWM6FCPi0qGD5pcToStVE51vxT+MB195b87z98tGP4uAm5JkNPXZfP3YegmKt7RArc9lAQPE3X6j+W2dBlmp0O0I+OXcLwgcpjTc50O19pV+UEcN+nNTn0wj35xviDyixk42Vp7hXoBXqAWKO7RDgryn4g46v/LvfODWsMnyj+KB89851O205eTzTQdQdDrEzVUjXdev/ndRmeXpSPrz0mR2MMH2/QHNaHUvtYEasU967J3KNDUmu8LDf+ek1eTGP4uJPSceZS+ama7vLBya9J9EI+zRMMn1R4nUy/eRND6NYU5wEo1uoekaK2PRQGV88RpmcPfsOnvbsiN8+MuEuIe2bofd/TXS3n/HP3BTB06iP5a3D/e31Sxq+u9gxE1c88VJddBztbPfvpO3uE3bpcACHYkjOjBylp+EzeefJQcsPHpD6eBdiiO3O8ibTOTPJXKQ2fb2Tnre+lGKAofcQKbIEZFFXTbWt1XA79/Sk5ebfTT2itjscYPgY6cc1wXY5zBt7dn7eaqQyf8NUa1aRqussDb2Wtv18eDfk0TzB80pC6k9m7ysdNsgVb3SNS0LaHwpCug+AZPsPTIUufQ82XGMNn4heyEFpDqHfmwfvMrJz17QVWnuXIfcJJzC2wDTty5iA6XwkNH2VFkC5s6hjaobsEOCse3HfJl+kMH2Ulm9mKVGUGWxcWDKhNqbpu4w0fJ+9FjSWc3wnToGJsOpPPiQwfZQWRNqpnplddd4MnZR+AfJorGD5pcDubSZzNLr7B678XdnWPSEHbHgpCK6YQuY5AIbjGjDsbptby8L1EYgyfzrXGpLFwt7uiR937HvGZ+qQ8cWen893/fltu77bFmy1Tr9e9plOXixcMaLAjZzqdsGBR5j6IncXW/T6Gj4gtujPFyeGqOZ/U8GnJ3toF7yQY4+2CDFCSUHXdxho+jjkTqUtHuyFmeI+xKRg+BlRddwPHff+abq8inxYBDJ8UeIPGFIaPWlztxz/uDEoLuLpHpJhtD0VBMW7SGj4hlfpDV7zFGT6+U8CC3+OfSfCe3TE5/uFW7wzDwwtyamhIM/vgXLN6HSDIBjtypjIr/cHv5c7C6cARqaMycubNBEehKzkhYectfgbdDuzQnRnuKk7fdnsDw2d7ViaDpuHEnJz+5e+SH0VtNJCHqut2sIaPkzcDq45TbemKMJUqSNV1N1iU4t5RfX/yaeHA8ElBf4aPKAPYYrvnRWx7KAr9Gj6aJZ3OzIE68IszfDTfH/bz6M+YzHbV9PcO1mNHzvS2X0WH2eyfVwsg+XZJDJ8OdujOAGfLQE9tqXSGj2dgfpBskMIAxYiq6zYbw8ere6KaMU7e7KkjiuETS9V1N1BMa3eSTwsHhk8a+tnSJSLpt8McLIVseygI/W7pKqLhE9hupo3imrSQL3bkTMXwaczI1OWbSuetJXv3X5bzTg2suNzgbElIedoXhk8HO3QXhzPzHPZuSVHDZ3dFbi56hfuHJhbllukghQGKEVXX7cBW+Li1UELGIBg+sVRdd4PD8NS4MMinuYPhk4a+TwbB8IHy02/R5kEbPu61Ehs+rOCBdNiRM+MLjXqrYE/I7LbmSVKKoyfq/IlQwyeAHbqLwdFEaH2IlEWblaK4Zv09ak4koeq6HYzh8x9eWYiw47Cp4RNL1XU3MBIXXQ5CPs0TDJ9UeCJM16nE8IEKkLTQqojkscJHfUZNt3TZNFiE7LAjZzqGT0TR5riBjNtxrIXW8ooFw8eHHbqLwnQ7bgp9KFvw41c/MEBJQtV1m80pXcEi+QYaMzZsMHzAHG+SN7hlNslFyKd5geGTktjiryIi7c/lf/zkP4ckSwwfqALRBZgd2luvyDP1/95NygMwfBrPyex6wqLNcauCjE8RAPCwI2d6z722wxa17bn9udx6ph6bN4xIZTpXDzt0F407uM7a8FG2MJpvd+l3UtAOqq7beMPHQCc9udRb8dO/4ePeafqtOiWk6robDFnlNPJpXmD4pMY5+rNj+jTml5U6BvuyfWe2W8cgrM4Phg9UBLcGR61Tz+PGhrfEuL0mq1fHAyfRDcDwqdWkVp+U8d896H73jjxYOt5ZNhqYiYg1fNQXy8RL8op6+tfuity4ckKeds0rAD925Ezl/RVqjEa831SzJ/R0vaQoz2uweKlF2KG7fki7pUstKp7EVFQH0H3Mhlecqus23vCJM1oMT0TyXTJNDR9RjKXkxfPLRtV1Nwi8PJi2dm3wOuTTgwbDpx92b8nbvuNogzEqI7+4HVKIEsMHqkJL9tZn5ZRj+oQuuZyUJ+7sdDsQg1jh82N5xikSG3z+Ln7h2+Meb/h0ViQ9G/n3VH8GDNJhTc5Uiy1PL0rT7YDtyIPfPtEtzBgcOOzIxsKxbqctC7Ong9eBrMvw9GuB4+B3ZP03z8rZsSOVLvZoje5SE2H4tJpy/vDjMr54VZ7/eFvR675sfzLtvduSrvr0bVsMTIZIS/bWXpWlMyNy+Hz1i+TqqLpujYrKK5NmQxO/kmtbJrk06ktTGj6qudQziS1u0d3HD58vfYH8qusue7wFDrETK+TTwoLh0zf7sn37nFzyGT+jMnLmzUDH009YfZGiUfy2h8LQXpO7V0/4jZ/6pIwvfhg4fnFANXy+WpHl+Ua3GFznhXDy7nbP9U0MHxHpOVHA+3veVQa3AH7syZlq8cWwCDl1S3tMa5otCCr7sr38WMS99D8rWXTs0V1aIgwfpaaE3uRPZ1DGTh5YfkBA1XTrW3VsnN9asnf/pL+vEZdLo0ht+Ih/BaYuCjxJbUrVdDdwkmydJp8WFgwf0ELbQ5ExNm8ADgi7cqY3q1ZXOlzD0xcDM3tdDAotpzN8OrQ3m7IUNGlrY9KYX4qcfKkCdukuDc5Eg66I+JrcWTgdmLjrziRfvhmYtEhIe00+uXyqu8Xf/5zMvrfee8qSRVRNt+kMn+5nN5vS9OXSmgxNzMnp9xNqxBlwpzF8RKQziT0XyOsZPQsFoWq6GyzfyM5b30tm9pFPCwmGD2ih7aHIYPhA0SBnQh6gOygj6BbyAN2BjWD4gBbaHooMhg8UDXIm5AG6gzKCbiEP0B3YCIYPaKHtochg+EDRIGdCHqA7KCPoFvIA3YGNYPiAFtoeAMAccibkAbqDMoJuIQ/QHdgIhg9ooe0BAMwhZ0IeoDsoI+gW8gDdgY1g+IAW2h4AwBxyJuQBuoMygm4hD9Ad2AiGD2ih7QEAzCFnQh6gOygj6BbyAN2BjWD4gBbaHgDAHHIm5AG6gzKCbiEP0B3YCIYPaKHtAQDMIWdCHqA7KCPoFvIA3YGNlMrwIQiCIAiCIAiCIAiCIJJFJv5MJldRL1iAhiEIgiAIgiAIgiAIgihrZOLPZHIV9YIFaBiCIAiCIAiCIAiCIIiyRib+TCZXUS+Y8Q2CObQ9AIA55EzIA3QHZQTdQh6gO7ARDB/QQtsDAJhDzoQ8QHdQRtAt5AG6AxvB8AEttD0AgDnkTMgDdAdlBN1CHqA7sBEMH9BC2wMAmEPOhDxAd1BG0C3kAboDG8HwAS20PQCAOeRMyAN0B2UE3UIeoDuwEQwf0ELbAwCYQ86EPEB3UEbQLeQBugMbwfABLbQ9AIA55EzIA3QHZQTdQh6gO7ARDB/QQtsDAJhDzoQ8QHdQRtAt5AG6AxvB8AEttD0AgDnkTMgDdAdlBN1CHqA7sBEMH9BC2wMAmEPOhDxAd1BG0C3kAboDG8HwSUh7Y0rGajWpjV2Rlbbul27JleNDUqs/Jxceqr/0R/nome/4/iYnhibm5PT76/LlQfwRhhSt7aFA7K7IjSsn5NSjQ34NL9yRNd1zUQLc57vxsjT3SvyHQC5YkzMfXpCZeu97zIu61C9tSKvng/uyfXtOls6MSF39/caMTL1xt7/cEZKTarUxacwvyYW1h31cuPhYozsT2mvyyeVTcv7xwz49Dk9flOc/3u7VpNNf02pZiaMvSrNX1DHsyPp7s3Lp6XrP/cy+V6w+30Fjl25bsrf2ak/uM+/7t2Rvfbab3xoyvrrX3+2QLy3RXVbo81hoXg3Q3pyVp+r95NH4+7A9n8aB4ZOQRIZPbVymNv4W8u/6TvLwT5cLM2AuWttDEVA7HeE6HppYlFu7BRFxQjB8oB+syZnbszIZOTgOM3w25d7Z7w7g/deSvfsnZTLKgOqZfKkW1ugujr1rMhfxbqrVxuT4h1t+XQ7S8Nm7Ia/5jKdgfF8ay3/JuBHKgz263Zft5cekodXBqIxc/CJisLojD5aOK5/vx/AhX9qju2xob/1aXorKY5PXZS3yAp/K9Unl82kNH/JpX2D4JCQbwyfw77IjD377RDcBF0ewRWt7yB/VpR+aeEleue/NBLW3rsmVp+uawR5A9bEmZzqGT1xHz8dn8vbYEWnMv+mfEdy9JW+7s3XJ339ROUnaa3L36gmZHv6RzG5XNyNZo7s4tmflh8PTMnW5Kc3Nb7v/GJikSDyY/Vr+8OrRjr5OfSQ7ph9TBzn1SRn/3QNlQL8v27fPyaWfHJGR5p8T3Eu1sEW37rihNiojZz6QFWdCrL0mny40ukbOD2R89aveD/vyY/+GD/nSHt1lgprHGjMydWMjkMfmYlbWtOTrD49LvVaX4dmfy8zRlIYP+bRvMHwSMhjDR0RkX7beekTqSTsVA6RobQ95421JHHrqunweqv8deXDtn+TYAoYP2Ic1OTOV4ROBu0XsaMIOmzcYt3lVnjW6S40z6KhJrXYi2WDWXTWkGZBr8Ab5yT5nE3boVuk3hfbtvZWPPT9XV581ZuTkv16Sc0f7MXzIlyK26C4LvHFprfEzubD1bfxHgjj5s/Gy3PjrNXkxpeFDPu0fDJ+EDM7w8TokGD5QRFzt138ss5tmid/5zNCpj+ShOlPVc42uQ++byRqVkTPqTK3Kjqxffz6wH74uw9Ov6fef767I8nxDWRbdu/9Y/3yn+D6wDmtyZtaGj3wm7zx5KLnh475Ti7MyNg+s0V0/uNsQkxg+yoAnqs/XQ8pVQZZhh26d3KbPUW6/IzgQbjXlhUP/KI2Fbn2zVrMzYE5r+JAvRcQW3WWAq5dROdb8U4pJXMfM7OrN0W9iw4d8mgUYPgkZ/Aqf4myHKVrbQ56kS7iu4TMxK2d9e2/VDseObCwc8xdxVaP+lEypy47VWarQ3+81pNpbr8izutoOyhL/8Oc7+feBnViTMzM2fLxtBmHvxhBii0bb1TG0RnepSWncJB4g6w/mCHvf2I4VujUxadx8FmNGpjV8yJc+rNBdBniTvGlyVkv2Vp+QRk3ZEZDY8CGfZgmGT0IGYvio+3gLtMyyaG0PeeIk3mSGpLcMsya1+qQ8cWdHWiLS/vfbcnu3LepLoWdfrroiyPdcfC0PFo7JyJnX/bVA3IJuwXv07n14+h3f/vnVq+Py5KFnYw2fZN8HtmJNztQWbR6Txvy7mlV5YezIxo2pbn2VugyfWzU7ZYMBjA9rdJcG38rOJNsBlG1gxv0yBihJsEO3zgqfiH6CqZGD4ZMJduiuX5T8l2Zix9nKpU6IYvjkCoZPQnwD2NhIdkpXTwG1nCla20OOuNpNa/iEnI4iIl5C13TE3UJtZjOsYYZNkpO3jAzdPn4fqo01OTP2lC7d8/6N7Lz1vcDvjsrImddTHanaWh2Xo7UkHchqYo3ujHAG2OqgYFLGFxMeN+2+e1IY+v1uvbEEO3SrrhAek8ZSb9Fbb6v4gAwf5+PkSxGxRXf94r2rh07dkH+7PSdLvpIINRmamJPT74e9tx3NB7aCpd3SRT7NBAyfhAzK8Bma+JVcS1MQa4AUre0hR/o1fHSGiDPzpDVMvAr/Jt/b+339fj7b34dqY3fOVFfr1DRbHcMMH2VQ7jt5Ix4GMB3s1l2QEMMnxaRampp1LgxQjLBGt7HHSTuB4XMQWKO7voh4V/uid2Wus0W753AXDJ9cwfBJSOZbunZX5Kbj7hdoO5dI8doe8qTPLV2a5yX+edIVM2/J3tqrPTMObrjXc2Ya+jV8TL8PbIacqdbjMXnmus+VO8M9KiMXvzA2fRjAdEB3UezI+m+elfPOgLunJlwYcScrxcAAxQirdLu7IjcXx2XSt7VqTBrzS/LG71/p6iWmhhmGTyZYpbvUqIZPR6e+FZLq2FXVrbsyMkTLGD65guGTkMHU8Olj6fAAKVrbQ570V7Q5W8NnX7aXHws3XgZi+CT5PrAZcqZIusGydzSx0Z58alL4QHcGuMerx2sjcRFxF2pOJAHddnHyWZw2qOGTCejOBHVLl0Yb7pjWOV3TW1EfWo+PGj65guGTkEGd0pWkzshBUbS2hzxRCrglSLAD2dLldl7GvONKtd+XwZauRN8HNkPOFBH5Uu6dG05vDpsMZhjA+EB3Jii1VCIHHMrkRnBLQiwMUJKAbkV8fau4fgSGTyagOxOUFT7aos3eu/7QC/ekJVvx+c8XcbU5yadZguGTkIEdy574+M/BU7S2h5xR6vgM/3TZZ3x4dFbD1J++JTti8Ly414wr2uw9M1HXjCzabGDKJP08hg+okDNF1E7aoRfuyTemH3MLQScYzLgDmeK8N/MA3ZmgDGCiDJ9MNNXnljBLQLciibbL97u1hXwpIujOFLd/q82Xfu225SvXAMrG8Al+D/m0HzB8EjIww0dbqyQ/itb2kDfKEeq1ugxPv+bb09vebErzzIhvNU3887IvW2890l055B3bLiLS3romV7rHsvtmWt3lz2othkDBWPX7VKMqcCz73asn5On6f48+lj3p94G1kDNbsnf/ZLdORZIjsNU8kGTGTukIJl6NUR3QnQHu5EFUH0vRYV85XV0Rm6LosyWgW2W7uIlO+q5lQr4UQXfGuAah5l3u/txw62vaGj7k00zA8EnI4AwfSf7wDJiitT0UgR15sHQ8sp6NeuKc2fPyudx6pq6fBWj8TC74TrBT6n0E4x8a0ujZIqYOQqOXhIbfb9LvA1uxIme2mnL+8OMyvviuNNWOV3tNVq96RUmDA4rW6rgcfvy8nP7lGz2f+3Sh4RnJYXv/I1CLRAdNaKdg79mxI5Uu9miF7mL5Uu6dPSIjZ16X2fk7/q23yuRBpBHp1vkJHCecBsVgqjVmZOqGehy3V6z88PkEq+Aqhi26bW82ZX520Z/3dldk2T0EwlBvGRSvJV/ao7v+Ufq+jRk5eXe7q9GW7N1/2S2Eb2wepjZ8hHyaARg+CUlk+ARnKnX/7uI8XMUo3ly0tofi0N5sSjNwYtXQxJycfn/dfzyj8ZanwIqZ7oqf8cUPvRU5vhvwDy47pwgsy72HNzvPWNj2K3cFkvOZURk587o8//G2t6pId78pvg/sw4qc6Q46okzfRbkVeG69Gj3JPhePQVH1gkyiDAordBeLUqNHG1GnwKWrUxdFe+sVeVZ9p/VEMfp6eWGHbhVdJdWkO0kckzcT7QogX9qhu4xQit2bTchG0I/hI+TTfsHwAS20PQCAObbkzPZmU65eOeE3aGt1GZ6+KLPvrWtX6KT9nOk9LWmOPfbPYlcPW3QXz75s356TpcBkhJkOPpN3njyU/aChvSafXD7lHQufoebLjjW6jTiSPVKTAzF8upcmX1Zfd1kRpt/GjEy9cVdTy1ODo+eUhk/nGuTTtGD4gBbaHgDAHHIm5AG6gzKCbiEP0B3YCIYPaKHtAQDMIWdCHqA7KCPoFvIA3YGNYPiAFtoeAMAccibkAbqDMoJuIQ/QHdgIhg9ooe0BAMwhZ0IeoDsoI+gW8gDdgY1g+IAW2h4AwBxyJuQBuoMygm4hD9Ad2AiGD2ih7QEAzCFnQh6gOygj6BbyAN2BjWD4gBbaHgDAHHIm5AG6gzKCbiEP0B3YCIYPaKHtAQDMIWdCHqA7KCPoFvIA3YGNYPiAFtoeAMAccibkAbqDMoJuIQ/QHdhIqQwfgiAIgiAIgiAIgiAIIllk4s9kchX1ggVoGIIgCIIgCIIgCIIgiLJGJv5MJldRL1iAhiEIgiAIgiAIgiAIgihrZOLPZHIV9YIZ3yCYQ9sDAJhDzoQ8QHdQRtAt5AG6AxvB8AEttD0ArhauhwAAIABJREFUgDnkTMgDdAdlBN1CHqA7sBEMH9BC2wMAmEPOhDxAd1BG0C3kAboDG8HwAS20PQCAOeRMyAN0B2UE3UIeoDuwEQwf0ELbAwCYQ86EPEB3UEbQLeQBugMbwfABLbQ9AIA55EzIA3QHZQTdQh6gO7ARDB/QQtsDAJhDzoQ8QHdQRtAt5AG6AxvB8AEttD0AgDnkTMgDdAdlBN1CHqA7sBEMH9BC2wMAmEPOhDxAd1BG0C3kAboDG8HwAS20PQCAOeRMyAN0B2UE3UIeoDuwEQyfxLTk6w+PS125Ly/GpDH/pjz/8ba0NJ9ub0zJWK0mtbErstIO/nRT7p39rtRqNRk69ZHsDPgviaN4bQ/p6UO37Vty5fiQ1Go/kPHVrw76xgFKgxU5080HYbkkEEdflKYvqezL9u05WZpvSEP5vaGJOTn9/rp82c997a7IjSsn5NSjQ4HctiQX1h729zcXHCt0Z8Qf5aNnvhOtydC+V4f2ZlOaZ0Z878n+tbkj6+/NyqWn68p91GV4+qLMvten5ktOtXW7Iw+WjnfyXE8ejGD3lrzd1cqhF+7JN2G/01cOjqMle2uv9uToWmNGpi7flJVdzcNTIqqtu+xpbzalGdRDfVLGFz/U6qG92ZSrwfdxzGfMIJ+mBcMnMV/LH149GpNk6zI8/U6oqPWGz75sLz/WeaAaP5MLW98e2F+ko3htD+npQ7cYPgBGWJEzUw82vAkNbf756bKsJe4LtmTv/kmZrEfcR/05ufCw/AMVHVbozojP5J0nD6UwfJT+V2iMysjFL5IPJvZuyGuPH464n+9LY/kv2fzpJaSyulVMG3PTpSV767O+AfLBGz47srFwTDMx2DVACzAZ3S+V1V3mGLxbe8arLdlbfSIil/YxxiWf9gWGT2KcgXNd6pc2/Csidlfk5uK4+3AMTSzKrcDgOdzwUR6q+lMydb8Ys5HFa3tIT3+6BYB4yJkiqrnsHxx8Jm+PHelZcdPe+rW85HbikpvK7c1ZecrNXS/JK+r7s70md6+ekOnhH8nsdqJp7lKB7hwcw+dEov9vT0OjMnLmA2/So70md3/hrPhJqM32p3J9sqvr+qSM/+6BYhjty/btc3LpJ0dkpPln82tWjOrptte0MTNdlNVASmgNn1h0OTiKfdl665Gu1gPPgXirPIZ/+I6spbqn4lA93Q0I11gM6qEle/dflvPd97ZfY9/IzluP9K648eXSugyfW01moJNP+wbDJzERA+cu7a1X5NlHh0J/J9Tw2bsmc48OSa02Jsc/3NJuBztoitf2kJ7+dAsA8ZAzRXmfJRggP7wgM/U0gxxl5WLjZWnu2WlUozuHNIaPMjh+6rp83iMhb5tYktUNbl+PlbFaqqZb7/+8LsPTi/LxtcfkaKzho66+HpPGwgfyzs+H+zN80uRgd3CfYjBeMqqmu0Hh6FmX96JLlIShbLlNuNWQfNo/GD6JiR84i+gfhJ5/d13LlEuGB0jx2h7S04du3Y7AuExt/K3nd4dOfSR/ba/J6lVvlVCvA+/Q2R9+VVlR1BmszcjUjY3A7zv33Fmm6a+v0OlQNTe7y0J3V+Sm7mc+dmT9+vOy5KvTUJfh6dd663w4f3f9Obnw8K/KDNyoHGv+SWnDHdm4MeWf1WvMyNQbd5XtKUn+bigr5Exllti4EyiibsVJNMhxc5PdS7nRnUMKwydWQ0r9O+OtgWlWWNhH1XTbWh2XQ39/Sk7e7dRDbK2OGxg+X8r//Qu1z/Kl3DvXj+GTLge7fb+Kb38VqZ7uBoWjX20OcyZqJq8brvr6Rnbe+l4Kw4d8mgUYPokxGzjHDZI7ifj/69Y0SFu7YLAUr+0hPX3oNs7wmZiVs6H7aoPGiOrSh0Xw9517HpWRf/lp+D7ixsvyf95/ubsyqfdn/hn/mDpG9R/LrGoSuYbPpPzLvwQKeTovnfbncuuZuuaa3gAi2d8NZcX6nJnagElo+CgrgnRhU8fQet25pDB8tmdlMm6g6/xO4B3Yi0HRaAsG1KZUXbdmhk+QPg2fRDk46jCP3n5MVai67jLDec8G+8Yi4hmLSfqvSQ0f8mmWYPgkxnDgHFid4OAZPr+S5Q86RQKLWjOleG0P6elDt3HmZa0mnaXI3RUt6l7dQDJub0zJd/+ns3J64Y5icCqFAn0zUgGDpvGczK4/lNB98vVJeeLOjrQkamva1/Jg4ZiMnHndfyKZWwgu8Pu+woijMvKL292/74GsfPaV+DpL7r2JiOzL9p1Z+cX/XPcZPuZ/N5QVu3Om+jwk3F7lGjiGgwsMHx92605FV7S5c4pL2EmURoPyVlNePFqTWq0h46t7Ed/PACUJVdftwRs+SXMwhg9EoawWU1ftt9fk04XOqV3h22B1JN0eSz7NEgyfxCQdOPt/zx0k/0NDGkk6uDlQvLaH9PSh21jDJ6T2lOYzWkJ/X63PEazqr/ysp9C514kxHfRFb2XTrMDL4vSypO0EhcbqnOluT05aA0x9lpN13tINqKqH1brzEXdKV28uz9bwSfn7llJ13R644ZM6B/e7jaxcVF132bIjD377hLfC3h27KpOghnhjhoTjXvJpJmD4JCYjw2fsnFz7VWd2nxU+MHgGaPiErk5xnHnDxB5p+ITdc7Spk7SYXJLaRS7OKoN+Vudg+FQKm3OmVwMibPl3xOeUE5KSbm3E8Olgs+7iacne2gW55B6T7deZmYYcIwnDJ0uqrtuDNnzS5mAMH4gm5BQ5bZ1ODcopW8lWBQn5NCMwfBKT1ZauK7LS2nDd+CJWxS9e20N6BrilK6nhs7siN66c6D26tFY7AMOnUzx5ab7RcwRqLaHhk/iEAuO/G8qKvTkz3UlG3mky6erYYfh0sFd3CVCP9VVyNit88qPquj1YwydlDu7rO8tJ1XWXJe2tX8tL3ZIHw9OvyYX/63/IstJ/Hpr4lVzbijMXN7v1asNW6xtAPs0EDJ/EZFm0WZ3dLNaR7CJFbHtIz+CKNicxfLz6Orol94M0fPZle/mxcKNnwIZPsr8byoqtOdN7jyXQsVs7K8UqV2r4+LBVd8kIP22LGj75UXXdHqThkyoHU8Mn71spNF6/tXd86hlBce9vpVZlT/mFOMinWYLhk5iMj2WXluytPtEZhCZehjlYitf2kJ7BHctubvg4/xZybPpBbOlyB4lKgekUf7eL8ZaupH83lBU7c6ZyZKrpUm11tUWaGT8MHx926i457gBcHSSYnNLl6i3u9C8GKEmoum4PzvBJkYM7d4jhAxo23VOktWMGd4WuTiNK0edUixrIp1mC4ZMYg4GzO3MZcSy1b5DoLXcrUj2f4rU9pKcP3WZl+ESZGwdg+ETdbyrDx9SsSfx3Q1mxMmcmPWGr/bnceqae3uzp57sripW6S4wyuFUH4LEaUj5nXK+tn+019lB13R6Y4dN3Hgxf/VZVqq67THD7plGrGp08d1RGmn8O/ExdUd/vDhbyaRZg+CQmYhAaqNER5rRrB51Kdf2i1PMpXttDevrQbeYrfEZl5OIXXY0HC2oewAof37LSHdm4MeXV1Uli+PhOEQscy377nLz6v/zn7t+e9O+GsmJfzlRm8EwGw6rZk3h5dxhKRzBpIcgKYZ/uUuBOaAT7WDGDiVQnH6kD6GKt3C4SVdftwRg+CXOwDtc0Sl48v2xUXXeZoJxSq8177u8EjUbV7FH7vWkhn2YBhk9ilEGeNuoyPP2OrISs1IlcZVCwej7Fa3tITx+6zczwUbYvhiwb/vu/PzRYw0ctHBcM56jJRIaP+OqQ6JdCJ/27oaxYlzPdJd0mg4R+9vLr8d6b3aKSa+p1d2T9N8/K2bEjlS72aJ3uQvlS7p09IiNnXpfnP95WtLgv23dm5byTp3sGDGp+Dhw1vLsiN8+MpBto+LYtzsjUjQ1l0NM9PODMiBw+X/0iuTqqrtsDMXwS5eAo/NtvGvPL/r7g7orcXByXxw+fL32B/KrrLhvUMUNIGYSta3LFmbD0rQpryd79k91j3LMwe5wvJJ/2C4ZPYiL2vNYnZXzxaqCz4Sd6kKy4ogVYVlm8tof09KHbTE/pCnS+3UHa/9N9uQz4lK72mqxeHe++jLyOzb2HNzt/Y1LDJ/SaNRmamJPTC3eUF2SSvxvKil05M+E2AKdWSmwk3ZZgUIy94s+XXbrT4Q2UtaE1GhUzMjTSTcLFF+tPsmqoelRNt26/I1F+M5mM0+XYjLdiqSswddHPKqKCUDXdDYzICU1dbvxM3nnykMF7Pvn2LPJpf2D4gBbaHgDAHLtyptOxM+xkGRRaTmf4dGhvNmVp0W+8dgzdpcCqn+phl+4iaK/JnYXTylbZbjRmZOryzdBV1x5BU74mtdqojJx5sz/9tNfkk8unAtety/D0RZl9b70Q2/fzomq6PXjDJ2EONmJftm/PyZKzsi3RM1QOqqa7gRKav2rdieJ3/YeQiIhRoeWUho/+fsinJmD4gBbaHgDAHHIm5AG6gzKCbiEP0B3YCIYPaKHtAQDMIWdCHqA7KCPoFvIA3YGNYPiAFtoeAMAccibkAbqDMoJuIQ/QHdgIhg9ooe0BAMwhZ0IeoDsoI+gW8gDdgY1g+IAW2h4AwBxyJuQBuoMygm4hD9Ad2AiGD2ih7QEAzCFnQh6gOygj6BbyAN2BjWD4gBbaHgDAHHIm5AG6gzKCbiEP0B3YCIYPaKHtAQDMIWdCHqA7KCPoFvIA3YGNYPiAFtoeAMAccibkAbqDMoJuIQ/QHdhIqQwfgiAIgiAIgiAIgiAIIllk4s9kchX1ggVoGIIgCIIgCIIgCIIgiLJGJv5MJldRL1iAhiEIgiAIgiAIgiAIgihrZOLPZHIV9YIZ3yCYQ9sDAJhDzoQ8QHdQRtAt5AG6AxvB8AEttD0AgDnkTMgDdAdlBN1CHqA7sBEMH9BC2wMAmEPOhDxAd1BG0C3kAboDG8HwAS20PQCAOeRMyAN0B2UE3UIeoDuwEQwf0ELbAwCYQ86EPEB3UEbQLeQBugMbwfABLbQ9AIA55EzIA3QHZQTdQh6gO7ARDB/QQtsDAJhDzoQ8QHdQRtAt5AG6AxvB8AEttD0AgDnkTMgDdAdlBN1CHqA7sBEMH9BC2wMAmEPOhDxAd1BG0C3kAboDG8HwAS20PcTSviVXjg9JrTYuUxt/y/tuAHKFnAl5gO6gjKBbyAN0BzaC4dMX+7J9+5xcerqu3OeYNOaX5MLaQ+X3vpY/vHpUarW61C9tSCt4mb1rMvfokNRq35fG8l8O8P6jKXbbQ2IeXpCZes33/+qPFPrD8FHwnvPhc6vyZd63AweONTkzNpdo3nWyL9u352TpzIjU1d9vzMjUG3dlrd3HPe2uyI0rJ+TUo0Mx7+PqYY3uTGivySeXT8n5xw/79Dg8fVGe/3i7V5PuOyxKz904+qI0e0Udw46svzcb6Cd27mf2vXWr3xN26bYle2uv9uS+oYk5Of2+iQ5asrc+281vDRlf3evvdsiXluguK/R5LDSvBmhvzspT9X7yaPx92J5P48DwSc2+bL31iL/Tqkb9Obnw0Om9Rhg+7c/l1jP1jmB/utxfhzdjitv2kIb2xpSMRXZoMXz6A8PHdqzJmduzMhmZS8IMn025d/a7kZ9J9w5syd79kzIZZUD53sfVwxrdxeFOnum0MCbHP9wK9MEGaPjs3ZDXfMZTBu/cCmGPbvdle/kxaWh1MCojF7+I6DPsyIOl48rn+zF8yJf26C4b2lu/lpei8tjkdVmLvMCncn1S+Xxaw4d82hcYPmlxZjjrk/LEnR2vA7G7IjcXx+XJQ88aGD47srFwTOq1mgxNLMqt3WIl2MK2PaTCNXzGrshKVlLD8AFwsSZnOoZPXEfPx2fy9tgRacy/6Z8R3L0lb7uzdck7bOrM4dDES/LKfWV2ur0md6+ekOnhH8nsduopxcJjje7i2J6VHw5Py9TlpjQ3v+3+o7oyIs1g1um/1WTo1EeyY/oxdZBTn5Tx3z1QBvTd1eE/OSIjzT8nuJdqYYtuvcm2URk584GsOH399pp8utDoGjk/kPHVr3o/7MuP/Rs+5Et7dJcJah5rzMjUjY1AHpuLWVnTkq8/PC71Wl2GZ38uM0dTGj7k077B8EmFJ+DwZetBwgyfluytPtFJ9I2fyYWtb2OucfAUs+0hLRg+AIPFmpyZyvCJwN0idjRhh80bjNcaL0tzr1iTJgeFNbpLjdNnq0mtdiLZYNZdNaQZkGvwBvnJPmcTduj2j/LRM9+JMAy9lY89P1dXnzVm5OS/XpJzR/sxfMiXIrboLguUnSxpx6lO/my8LDf+ek1eTGn4kE/7B8MnFV7nwWzGp9fwcV32+lMydb+Y+2WL2faQluSGz45s3JhS9njXZXh6UZk5lVjDp73ZlOZ8w7eUeWhiTmbvqHt+Y2pc6e59d0V+86tgrYYxacwvezNoPvZl+86s8vvObNt+9/vVvyHmnpwBqq8tIz6T+F6hjFiTM7M2fOQzeefJQ8kNHzf/2L2U2xrd9YO7DTGJ4aMMeBJNlKRcFWQZdujWyW36HOX2b4ID4VZTXjj0j9JY6NY3azU7A+a0hg/5UkRs0V0GuHoZlWPNPxksbgjimJldvTn6TWz4kE+zAMMnJZ5hE9jSFYp/INh2Z4xC9pMXiKK2PaQjmeETUaNK/bzW8InbJ+7fsx59byFGSkzdhaGnrsvnvutE7KFv/Df5xdP1QCfI0PAxqdWV+F6hrFiTMzM2fLxtBoYrBWOLRtvVMbRGd6lJadwkHiB7qzm0UfH6KEmwQrcmJo2bz2LMyLSGD/nShxW6ywC3X54qZ3m7WNw+bmLDh3yaJRg+qfHq73RWCrwZUdleGQgu/B/y4TP1ngFvESlu20Maoos2B0wK19BQV6B1Vvz86NileMPHNTUDe9Z9xQeVpZlRK4XCfta+JZe++19lfPFdf60G12QKXMft8IxJY8nZg7wv259MKyuYBmf4JLpXKC3W5Ext0eYxacy/618FGIm6ijBBsXMGMD6s0V0adldkeT6mTkooyjYw4+0vDFCSYIdunRU+ESUgTI0cDJ9MsEN3/aLkvzQTO84YoP5jmXX6Axg+uYLh0xfByvl1GZ5+LcT48QaCf/ef/q7zAJVApMVue0hKKsMnbjY01KhRirSFDuC82Vavk6E3WJKtTAqvlxV1P+2tV+TZR4OzuBkaPonuFcqMNTkz9pQu3erVb2Tnre8FfndURs68nupI1dbquBytJelAVhNrdGeEM8BWBwWTMr6Y8Lhpt0hoivzc79YbS7BDt0rdHN+Ek4hT9NY7qn1Aho/zcfKliNiiu37x3tVDp27Iv92ek6WQ8gyn3w97bzuaD2wFS7uli3yaCRg+WeCbQep2YH2rd5SB3S8W5X97/HDI7xSPUrQ9GJPIOFE6u8PT7+jrzIQaPo4rH7FyJcRQCr+/LEwU5350y/LDfo7hA8mxO2cGan6pM3suYYaPMij3nbwRDwOYDnbrLkiI4eMOUAKnEkXgbWcI03EMDFCMsEa3scdJO4HhcxBYo7u+iHhXByaLgxOpzhbtnnIFGD65guGTJdojFgMDO7deQbGrjZeq7SGWpEWbvZUvzuq1i/7jlEW0261iT+4KM0yirhW6Im5H1t+blUs9R5YGVizF3s9BGD6G9wqlhpyp1uMx0XVL9tZeVWa4k02EMIDpgO6i2JH13zzrFcw3Oigj7mSlGBigGGGVbndX5ObieKCu4Zg05pfkjd+/0tVLzPZuDJ9MsEp3qVENn45OfSskd1fkpvveVvvszmRxiJYxfHIFwydz4rertLM46u4AKF/bQxTpjmUPdJaDA7IsDR/3uVBOs+vec+9xpZ/LrWfCzJMCGj5J7hVKDTlTJN1g2Tua2Gi7MzUpfKA7A9y6cvHaSFxE3IWaE0lAt11C+xMhUMMnE9CdCeqWLo023L61c7pmTDkHavjkCobPAOgdWIcNBL0OblFP6Slj24OedIaPQ0v21me72zXizJ10W7p6//1v3ecmuBVLLaY5Iyfvxh3xnueWrqT3CmWGnCki8qXcOzeceBDh1RgzGMwwgPGB7kxQaqlEDjiUI4AT980YoCQB3Yr4+ghxfTMMn0xAdyYoK3y0RZu9d/2hF+5JS7bi858v4k4/JJ9mCYbPAOhdlaAZ2KknGRWwnk8Z2x709Gf4iHg6VpJ0qOHj6T26aHOY0aGYRfc/1WznijJKwn4WfT/hRZu9TlhvR2hftj/+587S7FjDJ+m9QpkhZ4qonbRDL9yTb0w/5haCTjCYcQcypsdmVxN0Z4IygIkyfDLRVJ9bwiwB3Yp4WjHoB/S7tYV8KSLozhR3zKDNl37ttuUr1wDKxvAJfg/5tB8wfFLxR7n1dD3kZBH1mOeIGj7KldoFrudTzLaHtJgbPi35evmfpP70gq9mT3vr1/LS44G9uZrtUp6uR2XkF7dlzT3GXalzFVoMU1kS+sP/Io3QBK+YMROLcsspKO0rnu5/1rz7UU/J2JEHv31C2VPvf/l4Kw6UE4d8dbqSrfAxvVcoL+TMluzdP9l9ppK805Rtzolm7JSOYEFXyh4E6M4At7ZE1KBB0WHqiRER36qNNEWfLQHd7sv28mMR/aEAfdcyIV+KoDtjXINQ8y53f2649TVtDR/yaSZg+KQibplZxCldPQO74tbzKWbbQ1qij2VXjQcluYaEr6OgrY+jdGRCQ3dsswSWH2tmAJR6DMG/4e/+09+FrB7akY2FY6F/09DErJx9/HDIdyl1RQLfMTzd3d5mUsMn8b1CWbEiZ7aacv7w4zK++K401Y5Xe01Wr3pFSYMDitbquBx+/Lyc/uUbPZ/zTFTdqkA9apHo4enXAkdvd2qQnR07Uulij1boLpYv5d7ZI52JuPk73iSDiLS3rskVt2B+hBGprLr2HSecBsVgqjVmZOqGehy3V6z88PkEq+Aqhi26bW82ZX520Z/3fJM+hnrLoHgt+dIe3fWP0gf2lSRoyd79l93ansbmYWrDR8inGYDhk5L2ZlMu/+qUUszWSaAhJxnFbd1QiroWablaUdseUhK7j1vVZ7BYczfJvnHX15GOLojckr21C4GTqUZl5MybgU5GEMVQjZjtb282pemeEuC9BB5uTMmY5qQs34qe+qSMX12Vtfa2vsZPcEVP9zt2nb/b8Aj55PcKZcSKnOkOOvThW83WJd5wDv9cPHHmcoIZyJJihe5iUWr0GE/GqaizyNnUhfCfdBn3zrUPO3QbPYEWqUm3fxWTNxONG8iXduguI7QTlk5fNsFChX4MHyGf9guGD2ih7cEO4oo6A5hhS85sbzbl6pUT3e3L/gkP/zbnbD5nek9LmmOPow3m8mOL7uLZl+3bc7I03wgMaE108Jm88+Sh7AcN7TX55HL45GC/mi871ug24kj2SE0OxPDpXpp8WX3dZUWYfsMmgONw9JzS8Olcg3yaFgwf0ELbgx1g+EA2kDMhD9AdlBF0C3mA7sBGMHxAC20PdoDhA9lAzoQ8QHdQRtAt5AG6AxvB8AEttD3YgXIUfIX3rcPgIWdCHqA7KCPoFvIA3YGNYPiAFtoeAMAccibkAbqDMoJuIQ/QHdgIhg9ooe0BAMwhZ0IeoDsoI+gW8gDdgY1g+IAW2h4AwBxyJuQBuoMygm4hD9Ad2AiGD2ih7QEAzCFnQh6gOygj6BbyAN2BjWD4gBbaHgDAHHIm5AG6gzKCbiEP0B3YCIYPaKHtAQDMIWdCHqA7KCPoFvIA3YGNlMrwIQiCIAiCIAiCIAiCIJJFJv5MJldRL1iAhiEIgiAIgiAIgiAIgihrZOLPZHIV9YIFaBiCIAiCIAiCIAiCIIiyRib+TCZXUS+Y8Q2CObQ9AIA55EzIA3QHZQTdQh6gO7ARDB/QQtsDAJhDzoQ8QHdQRtAt5AG6AxvB8AEttD0AgDnkTMgDdAdlBN1CHqA7sBEMH9BC2wMAmEPOhDxAd1BG0C3kAboDG8HwAS20PQCAOeRMyAN0B2UE3UIeoDuwEQwf0ELbAwCYQ86EPEB3UEbQLeQBugMbwfABLbQ9AIA55EzIA3QHZQTdQh6gO7ARDB/QQtsDAJhDzoQ8QHdQRtAt5AG6AxvB8AEttD0AgDnkTMgDdAdlBN1CHqA7sBEMH9BC20M/tDemZKxWk9rYFVlp5303AIOHnAl5gO6gjKBbyAN0BzaC4ZMZ+7J9+5xcerqu3POYNOaX5MLaQ99vlmUgXJ62h/5oydcfHpe68v/dE/Xn5MLDZGIti86T87X84dWjUqvVZfjcqnyZ9+1AYbAmZz68IDP1iHxRq0v90oa0ej64L9u352TpzIg/3zRmZOqNu7LWT57YXZEbV07IqUeHYt/BVcMa3ZnQXpNPLp+S848f9ulxePqiPP/xdq8m27fkyvGhCC0rcfRFafaKOoYdWX9vNtA37NzP7HvrVr8/7NJtS/bWXu3JfUMTc3L6fRMdtGRvfbab3xoyvrrX3+2QLy3RXVbo81hoXg3Q3pyVp+r95NH4+7A9n8aB4ZMJ+7L11iP6AXNgsFyWgXA52h76xzEwMHzMwPCBcKzJmduzMhk5OA4zfDbl3tnvRn5m+KfLKUyfluzdPymTUQZUivxVJqzRXRx712Tu0SjzZkyOf7jl1+UgDZ+9G/Kaz3gKxvelsfyXjBuhPNij233ZXn5MGlodjMrIxS8i+hI78mDpuPL5fgwf8qU9usuG9tav5aWoPDZ5XdYiL/CpXJ9UPp/W8CGf9gWGTxY4s531SXnizo7XmdhdkZuL4/LkoWcxfKDAeAZG+Kx8Osqic4CssCZnOoZPXEfPx2fy9tgRacy/6Z8R3L0lb7uzdck7bOrM4dDES/LKfWV2ur0md6+ekOnhH8nsdlaZrXhYo7s4tmflh8PTMnW5Kc3Nb7v/qK6MSDOY9SZEhk59JDumH1MHOfVJGf/dA2VA310R/pMjMtL8c4J7qRa26NbtC9VGZeRbF/3pAAAZRElEQVTMB7Ky29Vfe00+XWh0jZwfyPjqV70f9uXH/g0f8qU9ussENY81ZmTqxkYgj83FrKxxdhDUZXj25zJzNKXhQz7tGwyfvvHEbDpYLstAuPhtD9mA4QOQBdbkzFSGTwTuFrGjCTtsyurExsvS3LMz0Viju9So25ZPJBvMuquGNANyDd4gP9nnbMIO3f5RPnrmOxGGobfysefn6uqzxoyc/NdLcu5oP4YP+VLEFt1lgbJ7pfEzubD1bfxHgjj5s/Gy3PjrNXkxpeFDPu0fDJ++8ToSprM/ZRkIF7/tIRtSGD67K7I831CWGI9JY8FfgyNa52E1r0Zl5Iw6M2vwrLgdonGZ2vib//p3Zv11HDR1QpzvGDr1kfy1vSarV8e95c49Mwkx7bW7Ir/5VbB+xJg05pe9WT2oLNbkzKwNH/lM3nnyUHLDx33+7V7KbY3u+sHdhpjE8FEGPIn6aylXBVmGHbp1cps+R7n9nOBAuNWUFw79o9e3ajU7A+a0hg/5UkRs0V0GuHoZlWPNP6WYDHbMzK7eHP0mNnzIp1mA4ZMB7hLJ4JYu3e9j+EChSGj4BPfjuuH/vF7nO7KxcCyi5tVTMuUsM9YaOlHfEX39oaeuy+chxtTQxKycDd0fHHzZadorphZE8HuheliTMzM2fLxtBuHPeQ+xRaPt6hhao7vUpDRuEg+QvdUc2qh4fZQkWKFbE5PGzWcxZmRaw4d86cMK3WWA279OlbNasrf6hDTUvm9iw4d8miUYPpmgDjBHZeTMm5FV7jF8oFjEFW1WB2HKiraJRbnlrFrZXZEP54/LsYU4w8d7CfSsnlH3qrvLjaPMqLCfOdevy/D0on+10NY1ufJ0vafz7i0VDaxUaq/J3V90T9TwvVT0hs+l7/5XGV98118/wi2QaDiYhdJiTc7UFm0ek8b8u77nLpod2bgx1a2vkqAIOgMYH9boLg2+1ahJtgMo28CMt78wQEmCHbp1VvhETKiZGjkYPplgh+76Rcl/aSZ2nK1c9R/LrNMfwPDJFQyfzAhW0a/L8PRrocYPhg8UizSGT/xqoHCdOwlc0/F2Vw95poz2eQld/dO9vubZUrdv7QT+LfoEF/U7km6BG0yNJCge1uTM2FO6Qp4lERH5Rnbe+l7gd0dl5MzrqY5Uba2Oy9Fakg5kNbFGd0Y4A2x1UDAp44sJj5t230Up8na/W28swQ7dqv2rMWks9Ra99Y5qH5Dh43ycfCkituiuX7x39dCpG/Jvt+dkyVfGoSZDE3Ny+v2w97aj+cDq+LRbusinmYDhkzU9tU16j1vE8IFikcyQ8LZfBDsvgd8L07kz06TVfoihpNnWFXn9yMGo/zPRz6NjUKmrgjB8IBy7c6a6Wqfmn9lzCTN8lEF5T72saBjAdLBbd0FCDB93gBI4lSgCbztDmI5jYIBihDW6jT1O2gkMn4PAGt31RcS72he9K3OdMUJPGQMMn1zB8BkUEcctYvhAsUhqSOzL9vJj/oLNIds4wnQer/2wIuhh9+f8W9T2LH2ErvDJxPDZkfX3ZgPFqL0XI4ZPtSFnqoawid5bsrf2qjLD3TtBEvlpBjAigu6i2ZH13zzrFdJXa8RpiTtZKQYGKEZYpdvdFbm5qBwI4fadluSN37/S1UvMtm8Mn0ywSnepUQ2fjk59KyR3V+Sm+95WdOuujAzRMoZPrmD4DBSvUKD5ALM4lLvtwZyUK1CCHZhARzo7w0cZRDqfc1b9BPbvpnm2MjN82p/LrWfCjB4MH1sgZ4qkGyx7RxMb7cmnJoUPdGeAe7x6vDYSFxF3oeZEEtBtFyefxWmDGj6ZgO5MULd0abThrr53Ttf0VuiH1uOjhk+uYPgMmHSD3mJQ9rYHU/rdcqTUr4rTeZotXSLiJf5OBzysFo/v+gleAtkYPmqBzxk5eXc7/lQvqBzkTBGRL+XeueHEgwhvdZ7BYIYBjA90Z4JSSyVywKEcAZz4ZEUGKElAtyK+vkPcmADDJxPQnQnKCh9t0WbvXX/ohXvSkq34/OeLuNMPyadZguEzYCKLxGL4QCHIwJAIWXETqnN3RiCuaHNwZlU1gj6T9ZDtXB1iikKH3Xomhk/S08SgipAzRdRO2qH/v727CY3jPAM4vgeBD4IeAjos5GAwNCCMDy09pOSwYNAhpRQKAqfBoqQHE7U4iNTCAYPiGieO8wERtRISm6pxscg2X7RxsF0HHWzHoiaUFtlyIYe20qqQQuNYgrpsl6eH3Zl5Z3Y+3pmd1Tsz7/8Hz6FYWm3ePvvszDPvx0u35IHur7kbQae4mXFvZHSPza4m8k6HcgMT1/DJJacGXBJmCfJWxMsVjeuDQZe2UC9FhLzT5V4bR9ZLf+525Cu3AZRPwyf4d6ing6DhM7Av5Ooz9ZBTRral9dlMbwNL9vBBkaVpSHwhf3j6kcCePdvSuv7j7tKuxJls3jLHWn1Knrix6R3j7h6bHvFk1blYafxIDj7Wv5yrS3la1rcJbHd/nTeffiR835+cZvgEj6v3NnGn4VN11My2bN0+3FvmmeYIbLUupHlip1wIpp6NUR3knQb3YULcTYOShwNdn6nfQxk2fbYEeavsh6iTJwPvZUK9FCHvtLkNwojvcvffNZe+Zt3Dh3qaCxo+A0uacsYpXSi6pGPZ1YIel+/+Ixijj1NP2Oum8byc2Qgr6P6/Hb2uOGkvnYiNngfdw0fZI8IfdXnomw9pHWWPcrOiZrabcmr0gEwuBjZq76zKynlvT6/gDUV7ZVJGD5ySY6+80/d73gEHEWv/Y6ibRI/NvB04eru7Ye/Jid2V3uzRirxL9KXcOrm7+/Bt/oasKrmnPkyIbUS6NTxwnHAWSoOp1piV6YvqiZbeZuWjp1LMgqsYW/K2s96U+blFf93zPQzSzLccNq+lXtqTd4NT9tbzbVXQlq3br7kb4Ws3DzM3fIR6mgMaPjnorDfl7C+PeKdAOBeuM2/IieutviJOwwfFonTPExs+EnLaRHiux+d54AhnZ0bO4hVZvh/1oVDfZ9JU0MDJLE7z9fivU77PdKd0ddab0nRPLvC+mO6tTcsEDZ/Ks6Jmujcd0eGb5dajc4Je2O8lC54amFC/KsiKvEuk8+Ai7hQ49SlyPvtCdDZel6OhDwG8706bvxPsyNuk66uYnHSXwCfUzVTLXKiXduRdTiIfZCY9oA0xSMNHqKeDouGDSIw9AOizpWZ21pty/twhf8O21/j1L23O5/d039NSxLHH/qfY1WNL3iXblta107LkzpxIkwefy3tP7sr/pqGzKp+dDX8gOGjOl501eRtzJHtsTg6l4dN7aepl9fMuL2H525iV6Xdu+mZSJnLyOWPDp/sa1NOsaPggEmMPAPqomTCBvEMZkbcwgbyDjWj4IBJjDwD6qJkwgbxDGZG3MIG8g41o+CASYw8A+qiZMIG8QxmRtzCBvIONaPggEmMPAPqomTCBvEMZkbcwgbyDjWj4IBJjDwD6qJkwgbxDGZG3MIG8g41o+CASYw8A+qiZMIG8QxmRtzCBvIONaPggEmMPAPqomTCBvEMZkbcwgbyDjWj4IBJjDwD6qJkwgbxDGZG3MIG8g41o+CASYw8A+qiZMIG8QxmRtzCBvIONStXwIQiCIAiCIAiCIAiCINJFLv2ZXF5FfcECDAxBEARBEARBEARBEERZI5f+TC6vor5gAQaGIAiCIAiCIAiCIAiirJFLfyaXV1FfMOc3CH2MPQDoo2bCBPIOZUTewgTyDjai4YNIjD0A6KNmwgTyDmVE3sIE8g42ouGDSIw9AOijZsIE8g5lRN7CBPIONqLhg0iMPQDoo2bCBPIOZUTewgTyDjai4YNIjD0A6KNmwgTyDmVE3sIE8g42ouGDSIw9AOijZsIE8g5lRN7CBPIONqLhg0iMPQDoo2bCBPIOZUTewgTyDjai4YNIjD0A6KNmwgTyDmVE3sIE8g42ouGDSIw9qmdbWpcfl0atJrX6lDxxY1PaIiLyhXz67Ddk5Minsmn4HaK8qJkwgbxDGZG3MIG8g41o+CASY4/KuXdGZus1JbcnZP+VDel0rsq5/SM0fDAQaiZMIO9QRuQtTCDvYCMaPpm15esr+6Veq/neoy/qz8mZex3fb3XWm9Kcb3RnGNRqUqvVZWzmDZn78I58aei/JEpxxx7mZMv7YnDe+6RMr23L1p05OfLYiPLevy2Ny/8y/SZRYlbWzPvLcvHcocBnaUIa8x9Ic/2/gR/elta107Lk+w6sycjB03LsowG/AyPfx5KcWb03yCsXnpV5p6vzR3l/arQ3Pg2ZXNkK/7H1piwtTspU4IFAeB6nsSl3PpyTt56pK69b3Ou+nVTtvN2Uu0v7u3Vuz8vSbCf8eGdVVs4H8q8+JZOLV2T5vt71VGd9Tp5yfl/nb4Zqy9bqm301utaYlemzl7TfS5FVO+/y8rX89c090df5vuivq9TT4qHhk5nGhyFw4+srxn1RvJvN4o49zEmf98XRbfiMjBx1319n41fy6oFRqdX2yvgL12S1iG8bpWFXzdyW1vUfBy7o1Ngj481/KD+/LrdOPhxTO+oy9vPLGT6Dbdm6fTjmfRS5JuXDrrxLY1s23v2O8oAirOHTlq2VJ/w3t8FoPC9nNjLcpGxdlLcPjMbkfPGu+3ZSZfP2/lX5rXpDmtB86Wy8Lkd9jWp/jBxclKtJjRZfYzNrw2dT1hb2xT7Qq8Is6MrmXa6yNnyop0VFwycz58NQl/pba5JcV7t7hPTfWG7Knd8dlRd+UC9cohZ37GFO2rwH7GFTzfQeYNRlbOZt/yyazqpcP3EiMLPmc/ntxO6+GTde07Umtdr3ZHLlq4zvoyYjB1+V12/738fN84dkZuwnMteqbrWyKe9ScZbwNp6TF2ceimj4PJDNd7/TfUI8f8N3bebO0Mhyo6vegNenZPLju8rT521pXXtR3vrZ7kBT1C7Vy9t2yMzhhOaLkif++qU21Osy9uJKzOwFZ/ZyXcbmfiGze7I0fNTm6F4ZP/6JbzaPszph7IfvyWqaly2g6uWdGZ21aZnoe6BCPS0qGj6ZpbzxdS48Js7JckkeNBZ37GEODR8gijU10734yjorJ0DZW2vXS7fkgfYvKk8hG69Jc6skX645sybvUnFmlH1PJlf+LrdeHIto+MRxHtTVpDb1fqobXfdmKEMT0xZVy1vv//O6jM0syvULj8uehIaPd9P8U5nrW+qiLKGPm6W4dUFOPzYitcZrcvHfF+TlLA2f3j6Gyc2l8qta3pnh1Nc0+UI9NYmGT2YZGz4lmlpe3LGHORkaPveX5bJvPfiENBZu+m4SnWI+cuRT+XdwLXt9SibPr4TcVHbXmp8PrhNuzMr0xbW+L6DEv+F7YuDYlDvvn5Cl4+PKNOeQGQ2A2FMz429Ssvhc3ntyV/qGj3uTYvdUblvyTp+3rKD7JPmrjA2fB7L57rcy3KB4jcgqLIEZlqrlbXtlUnY9ekQO32xJu/e/4xs+GnniNsOjapxz493793YzU8MnfLZGNVUt70zwZtZOyvTafzR/i3pqEg2fzFLe+LpPRMuzV0hxxx7mZM374Fpb/++7zZiDL8iCbzM2pckSeIrgdfzDYq/sa/7N9/68vzEnJ0PXAQd/J2ENc243u6gKO2rmMC6+UjZ8+k7b6w+bLgztyLsUnBkPbo3+MlvDR5nJlm7pfkxuWnBDravqeZvc8HHqXlzD2vmZsBxUGptPvS9/7kjKho/GIRwVbKZXPe+GL+M1APXUKBo+mSVtaBXsevo3lszlVJIhK+7Yw5w0ee9dTPg2Hby/LFfm98u+hf6GT/8MIHUdu/8z1Vmbloe/f1KOLfjXCbubDgaWT0b+jc6q3HxhPGTa9Ndyd2GfjB//tZy43vK+nNyN41jWBj87aqZzERbclHkAiU+xo36eho+ILXmny5nxoDbw0zZ82rK1esY7CUZ7uSA3KGlUPW8TGz5OcyY2L53cDWmG9zU2hYaPhqrn3dC537+6y6uop0VAwyeztA0fkdAN3SKWnxRBccce5mRp+CQ3RrzpxE/J9O3gUqm0s4qcZR79DaKJXrNn/5UN/+tE/E7i+y3RnlwYPjtqpvJU+pM/yY2FY4EjUvfK+PHfpFjyqNSUlBdvyU/Q7WBH3ulxZ3I6Mx5ERKvh05qTqWDT8OBpOfbKx+mPota6kUfV83a4DR+nbgZmJmda0hXTVKqgqufdcCmbe8dd/1JPC4eGT2aDbF67KWsXp32NH61jF3dYccce5qTLe2+d74Q0lqIbm0kNlFQNlqSGT+hrOE8S9J5m0fBBGDtqprf8Kj70nv55NaJ/GWYSGj5dduSdBmfJQN9y22wNH6+B+Um6mxRuULRUPW/zafh4+56ozRinbvobm0LDR0PV826o3OvrhO9r6mnh0PDJLI/Tiral9dlMr/FTvJ3xizv2MCdt3m9L6/Lj/g2b5z+QZmDvm8wNn/vLcvHcof5jUENm2WVr+HQ3hl7ybTqtBA0fKOyomUrDpzEr02cvKRdvbdm6/ZqccvbISvp8OEsSMp72RcOny468S+I8eQ77bsqwh8/9ZbmkHAiQ6qEcNyhaqp63Q5vh4+6FEjIjmYZPoqrn3fBonhoXhnpqHA2fzPI7ntp9wlmwtYjFHXuYkzHvA8U+uHQrccaMs2ZY+ffOxutyNLTRk1fDJ9isouGDeHbUzOSNRr3lk4dkrhVRJdy9sDLMcGUPHx878i6BkxOh+0Nk3LRZ2RRXb/Yne06kUfW8HU7D53/uUvnQh8Ts4ZOo6nk3NKk3XQ6inppEwyez/Bo+afcP2SnFHXuYM2jeb8rdpf3dgq82bzRn+Hg3cc4XQV3GZhb9M4byWtLl3lRGHyNPwwcqO2qm0/CJ2bQ56UZGPb2v8byc2Uh52h0NHx878i6Ozo1rxvxwv090Zj9wg5JG1fM2n1O6gpvka+SYdsOGhg/0eXttDnBCLfXUGBo+mQ2h4VOwxC3u2MOcHPI+JN/dL5LGczJ3R2PT5rgmaU4Nn7ifp+GDMHbUTG+T5cgLNrchE/b5/LNcfdY5rSNDsyf071TvpiQNO/IunntznXfDR1nCqL/cxbtRsanxmFbV8za54aORJ3211JvxM3jDx32n2ZfqlFDV82448qpp1FNTaPhklubGt1tMdz35Ut8O5Z2NC3Lumbqwhw/KIU3efyF/ePqRwJ49yjHrYTN8ajWp1adk8uO7vc+CMiPI91TB+QLYK+Nv/KX3s4GjH/Oa4eNbfhbYcJ2GDxR21Ezl5iB0+Yzy78HPh9rsCT2RLy3lQjC4ealF7Mi7QWRd0qVuKp6mqajeQA/wNLziqp63yQ2fpEaL5olIvpfMsoePKI2l9Jvnl03V824YvDo42EoU6qk5NHwySzqeWv1gJE+b5JQulEOavI+bjum/qPBm+PxUnnU2fA38vNfYEfGvBe5/ovXoo7sGb/jIutw6+XD4+/9uQxr1qNeCraypmepmy74llZty9/dP9PbqCt44bMrawr7eRVsezZ4u7wKyLmMzbweOg9+UO787Kicndld6s0dr8i6zmIZPuymnRg/I5OJ5OXG9peSreqhGVHMzhm/Z4qxMX1zzf3+tvilLx8dl9FT1N8mNUvW81dpU3q2lNRk5+Eu5sKFTS+P+aMaGj9pcqk1IY/6y/ySl3j6MB0ZPlX6D/KrnXf68a+HEByvU08Ki4ZOZztpX5Yazsyo35udk6fi4/3caszL9zs3Up5PshOKOPcxJmffBzZprdRmbeSPwRRBoxny1LJfVU7Eas3L4ZivkYmdbWjfmvBOB3Bu+f/aaUjmc0tVZlZXz6vvvXgjdunepu2yMhg8U9tTMuIZr77MYPHUr8pjW/oZtuuVZGpurF2x/vLzZk3dZxTR8lD0lIiNjgzL5YIEctgQosarlrW+msnZ9a8vW7cPKNYZGLY2TueEj/hmYUVGBa56q5d3QpVk6TT0tLBo+iMTYY6ewJw6qwK6a6T1VqysXXGENXRHR2mg5W8Onq7PelCVfc9lp0C4FZv1Uj115l4UzMzVqE/FVubFwTFkOrDyQO3vJP9Mhrc6qfHb2iPJgwvuczH14p1DL+Hda1fI2W8On97vrTWkGHgiPHDwtxz5KmSPODXeWho+IiGxL69rp8IfTg34WCqJqeTdcD2Tz3W+la/ZRTwuJhg8iMfbYKTR8UAXUTJhA3qGMyFuYQN7BRjR8EImxx06h4YMqoGbCBPIOZUTewgTyDjai4YNIjD12Cg0fVAE1EyaQdygj8hYmkHewEQ0fRGLsAUAfNRMmkHcoI/IWJpB3sBENH0Ri7AFAHzUTJpB3KCPyFiaQd7ARDR9EYuwBQB81EyaQdygj8hYmkHewEQ0fRGLsAUAfNRMmkHcoI/IWJpB3sBENH0Ri7AFAHzUTJpB3KCPyFiaQd7ARDR9EYuwBQB81EyaQdygj8hYmkHewUakaPgRBEARBEARBEARBEES6yKU/k8urqC9YgIEhCIIgCIIgCIIgCIIoa+TSn8nlVdQXLMDAEARBEARBEARBEARBlDVy6c/k8irqCxZgYAiCIAiCIAiCIAiCIMoaufRncnkVAAAAAAAAFAYNHwAAAAAAgIqh4QMAAAAAAFAxNHwAAAAAAAAqhoYPAAAAAABAxdDwAQAAAAAAqJj/A6YZKsDoZZ05AAAAAElFTkSuQmCC" 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erasmushttp://www.blogger.com/profile/14074413755938365532noreply@blogger.com0tag:blogger.com,1999:blog-3953397467475845286.post-79330558969649492152020-01-09T04:47:00.002-08:002020-01-13T03:19:12.087-08:00RECTIFICACIÓN REUNIÓN CON ALUMNADO ERASMUS 21 ENERO (4ª HORA AULA8)<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8_6xt2H9qdRc2kh-9RnOJeJAiU2NVWvESnzBtLlKrJDabYkrqrDFbYYvWFP36CGR5R2RvIQgr0x3eQnbrNgqslcu1qjEQ8Bo5gYafoAt6D92olJ8NkWluTnUrPdyNZ0YOOlxVFqZIIQE/s1600/EU+flag-Erasmus%252B.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="128" data-original-width="450" height="91" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8_6xt2H9qdRc2kh-9RnOJeJAiU2NVWvESnzBtLlKrJDabYkrqrDFbYYvWFP36CGR5R2RvIQgr0x3eQnbrNgqslcu1qjEQ8Bo5gYafoAt6D92olJ8NkWluTnUrPdyNZ0YOOlxVFqZIIQE/s320/EU+flag-Erasmus%252B.jpg" width="320" /></a></div>
RECTIFICACIÓN CONVOCATORIA. SERÁ FINALMENTE EL MARTES 21 DE ENERO A 4ª HORA EN AULA 8.<br />
Por la presente, se convoca a todo el alumnado que se indica más abajo a la reunión que tendrá lugar el próximo miércoles día 21 de enero a las 11:45 horas en el A8. Es de obligada asistencia. Os rogamos lo comuniquéis al profesor que le corresponde dar clases a dicha hora para que os justifiquen la ausencia.<br />
Asimismo, os recordamos a todos que debéis tener la tarjeta sanitaria europea y el certificado de titualidad de cuenta bancaria. Debéis adjuntarlas lo antes posible en el siguiente enlace de google docs: <a href="https://forms.gle/8or6o271qbUrG7UY8">https://forms.gle/8or6o271qbUrG7UY8</a><br />
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1. Nilo Vaknin Sedano: Kurzeme Tourism Association (Kuldiga)<br />
2. Carmen Avellaneda Fernández: Tryp (Celle)<br />
3. Maria Teresa Aybar: Domaine de Bassilour (Bidart)<br />
4. Carmen Santos Pan: Eurostar (Lucca)<br />
5. David Hernández Mignorance: Eurostar (Lucca)<br />
6. Adriana Criado Guerrero: K-West (London)<br />
7. Soukaina Lahmidi El Idrissi (Oporto)<br />
8. Maria Albalat Murillo (Nápoles)<br />
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Rogamos máxima difusción al alumnado participante. <br />
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Un saludo,<br />
Borja Torres<br />
Coordinador Erasmus<br />
<br />erasmushttp://www.blogger.com/profile/14074413755938365532noreply@blogger.com0tag:blogger.com,1999:blog-3953397467475845286.post-52999275692415440762019-11-22T03:33:00.002-08:002020-01-08T00:39:50.480-08:00EMPRESAS QUE HAN FIRMADO EL COMMITMENT<div class="separator" style="clear: both; text-align: center;">
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En este post vamos a ir comunicando aquellas empresas que ya han firmado el compromiso para acoger al alumno o alumna correspondiente. Es importante que sepáis que las empresas son las que deciden en última instancia quién puede hacer las prácticas con ellos y quien no. De momento, ya tenemos una confirmación:<br />
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1. Nilo Vaknin Sedano: Kurzeme Tourism Association (Kuldiga)<br />
2. Carmen Avellaneda Fernández: Tryp (Celle)<br />
3. Maria Teresa Aybar: Domaine de Bassilour (Bidart)<br />
4. Carmen Santos Pan: Eurostar (Lucca)<br />
5. David Hernández Mignorance: Eurostar (Lucca)<br />
6. Adriana Criado Guerrero: K-West (London)<br />
7. Soukaina Lahmidi El Idrissi (Oporto)<br />
8. Maria Albalat Murillo (Nápoles) <br />
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Tan pronto tengasmos todas las confirmaciones volveremos a convocar al alumnado para explicarles todo el procedimiento a seguir. Mientras tanto, no olvidéis ir pidiento vuestra tarjeta sanitaria europea así como el certificado de titularidad de cuenta bancaria.<br />
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<br />erasmushttp://www.blogger.com/profile/14074413755938365532noreply@blogger.com0tag:blogger.com,1999:blog-3953397467475845286.post-19525929634955111192019-11-19T04:27:00.001-08:002019-11-19T04:27:35.650-08:00Listado elección de empresas Erasmus+ de fecha 19/11/2019 <div class="separator" style="clear: both; text-align: center;">
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TnbXnuUv9MP596cv3jfKOqk8Zss7Q0AIInkdOgGXMrh2IkqNRgEIhroAaF+tjXgdQsIe6H/dF6ubrl9QYC61o3y0Gzd6CWS3O7M/oP5imqXf2tdY720nPZiBlTVPQDIRA7RobFdd/LWRSzYY0PIJ+X3acpkR0J1Y0A3punGiyUC0QGAAbALIGtseUiu7+gvuvsfc1gaEVW93c2KSlVv8VSUbwzR4fOrP9ZrrpW2Y4KwpCnX8H6RtTd1bbQP2q3TTN+X7BtxnRR2mau9AQAkQtFBF+lAD1SBRYm3jYL7N3LgccqpeBkTokPSCRuPfvh2s1hy94s1ai1VRuJv5ECnvAcAmRguOgS2WBECI++TivvYk8FHYt2J8WKJQHQAYABR0SFHpEP4I5ANP1eK4OTf0i7W5OUbS3To3UMpDknbUbsolpcrR7/I2pu8Nvg7uxx6Ox/aN3rRQeEPQ9sbAEASER3CC1l6oso7aFQ06C06qBcAXRZ2+8bjae7Xm7l8nM3eFgcI0WF4+NTT3K9nc7L2oUlfKr3yU9dr7wFAJgaLDpGkT/6WBz6JmuY+9p7mJjoilEDtSzReLBGIDgAMIBZG7o+LA3I6dGMZl8cp/LEohD/HUn+QEZVvQP2V95J9TX+aSxNZ5/STvB3JdsoY6TC4X1JFh9CC2/kwWCrSgesbZZ2kdpmrvQEAJEHRoQ1x1iSSlCwKWNWzGdz7IsTfn2HRoa+aBnIfFBMdiHbwv7pCdAAzZLDoEMmZIBYdlPf5+/PpiIAtWy9RrGK8WCIQHQAYgPW+v1xvLz7qZHX+WGNfn7DovltJ8Toh1b4mNeqRiiLTn0oUL9+w+rNt79+rfVcQEaQE/cWovB1VokOoXFwiy6H9Ekq6GDtJg9ka7c43laLD4L5R1klqlxn9AADQhxcduH1q9o+JiWovz0F0UeA+b/PxpLdbfGoiHawvnNuj2R/qicDjGdxeIRcdJAOQNwhDdAAzJlukg3DxHo10UIsAz1f0gvmYYxYAACAASURBVHNkVlNW3XixRCA6ADCA4MeWndnnOr2i5dmJGs0z7GTTCaID97y0eUWofDnqT9zLOSEh8tz22iaabUc8J5PooCmXZBtCSr+E7JOLzmn/nXq3+wvziOiQvW+UdZLaZXY/AADYMKIDl8nX+3FvohofpPkwpS664UJsrfj7M7Q9w3uuYAAfJjpI9oj5bYGcDmC+DBYdlPbJ+2QOO2+iGtLGiyUC0QGAAbDbK5jTDbItuq3w8962Ms0CqVs0nppIjQYi0a8cqnw56//FLD538giLB/dO0W+vIBfRqeXK2S/J2yte/+bPvcVJTov1jbJOUrss5gcAgL8/SdFBnnSlN1GVfBXk9ji2v6+PxCT+Tp5eQZ3cQCaQ67LbDxcdrLpWO7PvHTXahWpTiTBVp1dwRwDi9AowIsNFB8Z2P62wRyKRJOWT4vtYmcfd65itT8LxYolAdABgAJLw+FKL7s/+olCdSFKyLXZAaLn+tIY8OR2k13Ifw2TtODTRYeDaXP0ytCxUngcy/4U+YWpq3+Q4VYK1y0J+AMDa8UQHXZZXf6I6aID+/DLdyzl0tObR7A/UYECplbKBIzWnw4XaKx4cnLr6hcvfv7bbo6a5BwB5yCE6hG3XHQ/CPim9T3gcoLLCr3WiAdEBgAFoRYdoxJYuY35v7qU8MpNK3B28v5L+7zPWP8finimPKNJtQLLQ2LXZ+mVwWaz+IHM8lBMdWFspIDqU9gMA1o4lOtiCgyx8yJ2o6ve/iY/GqelyOrhfITcH6sXqJ5BrQrr65RySSPJ+fe0Td9TRLRH9YJXLPWJzx2bTvVt7z/wBXnoPAHKQR3T4Mo1fxhI6xX1Sdp++r1SvxG69MU4+XiwRiA4ADCC0AGIEgDZii3h3k3Okx9lstsTxv+QY9bS2dVBzg1eOG3c7RmCMk0axisuXUP+UtldcSy8owx/CuroNzD8UW+gP6ZdMbeTma+O2opQQHfRHkqbZZcb2BgCQtKJDF7J87GeCPRzN/qPvZPknqsgQC8AUwaJ02aB/ARgAl0nfSppHRnbaSfXq37QC6TawP76dp1kfX7jw81ZEbcq0c8skWkgJxFdt+bT1jz13qEDBtQPbjlWgbhnKlatfQvZZ44jw0YiD0AfDMqID2RbSOkntMmd7AwBIatEhLbw470S1i15A6BIA0wKL0mWD/gVgAOxecCZpXoufTT8SKfm49SO8tsfXSTvc/f1Ir7ZMr99IQ8ZF16WUT1P/UNsPjooIRNo+6nbcKvo2c/LGYf0SzlUgTXLKP6uw6ED1japOcbvM2t4AABL+yEzJj7NMVD3BA1EOAEwOLEqXDfoXAAAAAACUYgKig7u1g/8iAAB4F1iULhv0LwAAAAAAKMUkRAcAwLSBry8b9C8AAAAAACgFRAcAQBT4+rJB/wIAAAAAgFJAdAAARIGvLxv0LwAAAAAAKAVEBwBAFPj6skH/AgAAAACAUgwWHQAAAAAAAAAAAABIhooO71ZNAADlga8vG/QvGBvYHADrBL4PwDqB6AAAiAJfXzboXzA2sDkA1gl8H4B1AtEBABAFvr5s0L9gbGBzAKwT+D4A6wSiAwAgCnx92aB/wdjA5gBYJ/B9ANYJRAcAQBT4+rJB/4Kxgc0BsE7g+wCsE4gOAIAo8PVlg/4FYwObA2CdwPcBWCfFRIf79Wz2251zVMZmezSn63PECj7N5THm87w2+HDr77PZHs3l8X4jACBGbJLQ9/ed2RzOsO+ZgEkgGBvYHADrBL4PwDopIjrEFtvV4Va+co+b2W9HehZDtB3qxdnp8X5DACAEP0l4mtMW9j13MAkEYwObA2CdwPcBWCf5RYfH2Wzqxcbei2q4P84vIaCqzP5auHJNOSYgOtB1fZrLYTeeCAPAALhJwuVQiwvboxtV9LDsuzqaywTqAPT9CzJzPY7z/nsTr/FA5u+wuZFYuM3Zddx8lIts1dg2CAPfH4mZ+j58bbk4osP9ceuFSO8/bubO/ZgYOMIL7a/xxIDJiw5fpvtKDOcC04acJNQvtGp7ZseIRpQoORkEhfq3FZCZ7WHoUyX1eO/7C9PO429HzEBdF4ltwObGQGdz1bb/sWgWjCA6aGwbhIHvj0HE96f8sRO+tlg60aFZQFQ7szkczf5giQ+McSaJDhw9weP19dSddFlOZEVNvMQR67q2Lh1ueV5fYbsBbmc2B0pc8a+rVPvUJW1BKno52wKADFC+3ggKQV9/nOnFk8jGGx86msvnzbLxozk9bMHOjqqozKYdr57m5P075+NhoXX5vhacBG53Zn849jjN7OvJ3583s4+IZEXhJlJUO1u+Ma+JFzPRJYDNjYDG5g5ztbmvcUQHhW2DMPD9EYj5/pRFB/jaYmlFh/vHzmz8yXarPNJf4mPbK8RfaQiRgBYMwvvHW+cKig724sVX+d16tqHjPWSRCUmRDrnbAoAM9H19QJSO2MY70WFv++L2bO7W8/eEn+6vtH+4flFPCsixwH7ZLd/XgmP5pCcnGt47CXzZMpHjhGvnyPt3qrD19IDNvbEvFmZz44gOctsGYeD75VH7/sSAry2TSE6HZrJNdzw5cHwSCRS3O7P/4CIErGd4X/LbRb/95XLbLQpe93uaS/M827kZx+r2oFvledy6+7bXNwOGfcLEU/Z112sH8trH05zY+mVuCwAG0vf11BeqxsbtscQfg2whoPPRuy1oWD5+/+hvBWm3fjgREF3kQzeBXb6vYRJYmsCXm0A7a943k0EYGgubK02KzYXnfJNlJNEBYd95gO+XJu19Mynga4ukiOjw9+dXm0iuv0dLsWewWUBQi3KnPIRzk47VfNmkVHzvb7biT9RdQtbTK4a0BQADySc6BOjZeOdD/RdPJwT4W6eCftH6fv2/yRev/8Jevq8NngSyCauYiBjr+m57y84LoX2ay8fRfYewe87712625/aZbNSaNZ7er0ez2bpjM7l9RlR2RVsG/tYTrqPPVtSjfjYb+ZfSNgq/gM1N0eYS207bF5G2c67zt7hSR42TooPGbqXlWc6Y/07g+1P0/QHt2/zN26rqf9Ap8R4B8yIsOhCLAOfH1MBB8jT369kxSO7r//16M5ePs9nbL5reQts3eKHoEHG210DRLCz6IdWvfA5y1S0sOuzC+SFytgUAAykiOkRtPBQtxAkB/CTX+fdI0qoXzT2W72vvmgR2Y+Erj8GJ2j7W7vHtbGTjlamLWjmby/X2mhBuLdt43Mzl2uwZPprT9fa67uHa2ab9W7cY7wle0bLz7UN+tdFEOkSenVSP5tp2Ev3Ka5LUNkF/gc1N3ubaffXemBZ7vrIvom3n/HbnXtcsuh7humraV1YeuW2DMPD9Cfr+kPa1t6pum7xEbn1KvUfAvHBFh0ftGLZAsOU7XC462M8gXmqPQJ6Ft4kO9fMOhHCwPYqiE5KSapZoCwAG0vd1+QvhfvVzxUhtXCI6RMQF7t8jeSUgOnyFE3v5X3+SJ4F0pFcr2PbG6mZy443ToqRTgf563My9Vw7m+kjZSR8IbrVj3kvtc6icP8yzFfWgkxgTIa2atnHuHW4f2NwEbG5bL5rsBT01v4k9X9UXsrZjy0/5C7XIErevLmmdxLZBGPj+BHw/o+jARqQ+buZy7f7/Eu8RMC/cIzOJL/Ohr/H9gUMyCfeN1lYYj2bfKIePZ2BLwViiQ1fmy8fZzbYveEHpRYdCbQHAQKhJgmy/ub+tQWPjBUUH1b7G5ftacBIYEYb+/vxKngSmfOHoT3C4PCGMLYr7K6XsNLIFoH16RdPWO/c3SXvXNQu/0LYjeR8NFh1gc+PYHAkR8hx7foroEGy7xj6P5vJ4mrtDLVrbbSpun9Ty6GwbhIHvS20zVnaacUWHIREJw98jYF4EtlfU+28CChv/9TO0EGFyJwT2s2YTHTQ5HViar7SCL7xa0aFUWwAwkPCXCd7W2jDE5oWpsvGCooPY30P3XI6vBfu3YLgrPZGKtCu17c/OTbCljj2V9FezDbD7wkZm8h9lAchsvxM9W1YPMtKBvb+wbZx7DxAdYHPvWXhYSbWdZ2UVHSRtFzhZqEEkOgjbV9SXctsGYeD7CtucvOigmQflf4+AeRFJJPkVzOtADhxWKFDPEa2w6t4ipPJPibCiCoaIDmRIaRU/vaKpx9ad+N2v8YVWe22q6JC7LQAYCOnrn7Y/HV3V/2FvTbJsVGXjJUUHZiz4/OrE1l4iyeX62uwngW3fnZ0oAXeyErjv9Rj48juBSaD02Qn1oHI6+PvlxfesWYXosFibIwTZ3KJDtO26dutHOtTE2ifBbsN9KbdtEAa+P1XfT2lf4Tyo0HsEzAu56EAYFL8QiZzaQO2nE12vmfy7Snm3JyykoFMhQzSDj8wkKdUWAAyD8/W4zYaOuoyPDyVFh/BYQOzhXLCv5ZoE8qeMlAx3Ja4hJ4pcf3XhsnvvGNfJhLuq2k1Sjy583c6v0j8ZQNk2NWOKDrC53DaXLjqI+yLadsqQ7d7z0+w23Jdy2wZh4PtT9f2U9pVEjZZ7j4B5UXUdT+1PenZfA6WRDjUvBdA7MpMNQ/ITNjahpdx+cNnk/24daeMfpeQew+Qf7cJdV/W/6AZISiRZqC0AGELI19utWI6YEDqdRWrjpUWHrizO0Ve9ci/f13JNAv1ruzxBuolUb1tOWyYqsRcFlZtA24/MVrqESeDgbOKiZ2vq8brWz8o+7J6xdobNzcLmqA9NQtFB3BeCtgsu9h5PNyldr3wpdhvrS7ltgzDw/Yn6fmL7htrvtV4q9x4B88ISHboFgLvXhu/08EIEALAU4OvLJjgJpLKJH3zx1U8Q2ohQu/r/aidS9hFc3RFmrTDkZKk/m419rJ4V8uqLVfZ2oP1h1y66/SPQTh+B91/KJHDouenCZ8vrwUQcbXf1kWbPhHt6fRcR42BzE7A5v525UPHo8xV9IW67rj82h3N7zF4jWMdyTojbV9GXSxKa3wl8f4K+fziaffvxVdm+dl4i78jMKqXO8LXFYm2veNZnzboTkFBCHSxEAFgH8PVlE5wEMpBfNawTfppQfV3CQhsiCoWMNNNEpLnHtTrh2F70zf76HFB2oi5bZgKVM6eDoh6vr1avd3xzbOLJ+tjQTaAVbWPVJ9Y+sLkJ2FyPAQlMxX2haTvhtWT5pO2rKI/QtkEY+P4Ufd8X4xTtW1/vnPDXiyAv8x4B8yKe0yH0YyxEAFgF8PVlg/4tz6T2p+ba7kEg3VYImyvPpGxuAaRtmQU+8P3yzN334WvLBKIDACAKfH3ZoH9HYEJfboITuqQvaw2BL2wesLkRmJDNzR+5bYMw8P0RmLXvw9eWCkQHAEAU+PqyQf+OwYQmUm2Irb03+WaFFycm71JMdGFzYzAhm5s7s17ETQv4/hjM2Pfha4sFogMAIAp8fdmgf0fiyp1//gZ6e3Cpfbg62P25BLC5kZiSzc0YjW2DMPD9kZip78PXlgtEBwBAFPj6skH/grGBzQGwTuD7AKwTiA4AgCjw9WWD/gVjA5sDYJ3A9wFYJ4NFBwAAAAAAAAAAAACSoaLDu1UTAEB54OvLBv0LxgY2B8A6ge8DsE4gOgAAosDXlw36F4wNbA6AdQLfB2CdQHQAAESBry8b9C8YG9gcAOsEvg/AOoHoAACIAl9fNuhfMDawOQDWCXwfgHUC0QEAEAW+vmzQv2BsYHMArBP4PgDrBKIDACAKfH3ZoH/B2MDmAFgn8H0A1kl20eFyqExV7czpwfzucTabqjLV4fb2yrdcj6+jPLZnc89973fW93o01XZn9oezuXD90ZbzZk6Ho9lsK7O/Nv/+NKdtZarqaC7v7iPwVihfv3/s+GNxtjuzOdzy+1MPhY1OceyZCJgEgrGBzQGwTuD7AKwTiA6SMg/h3aJDuwgMCyqvNngB0QH4qEWHlkJ+1QLRoVT/AlAS2BwA6wS+D8A6gehQl6dbaJe5/9tFh+Di72b2VWU2250nOgDwIiQ6kPbyuNViQKEIohSmNvZMCEwCR6Iek+c2xr7e63nFZ9jcSIxpc/WzNh/P99c7IyXsf83A90dipu8bKfDL+cGLDtfja4IeeIEsQnQozQREh83h1ZdcP74Wj0dzCi0iwapRiw6fX6aLQpiITa1t7BnYv217MSxtYVGe2h98EW4OdlmXMWefw+bGIGJzfvtuj+Z0HdDGCxUdStj/moHvj8HIvv8O4JezgxEdusXCeKLD01wOdrj2zuw/+nvCmwXy5fNm9m0Zj+b0sBzscbb+tjN7qvyPm9lvvfDwntMNu+fmcDP3IfV1IhX6RBdy7QTgRg8+dh0PN2IR6Yeup7SHd02kPTZWe1A5Afj+H7NfuS/3MhueI2miQ8DfBf3EjyWvyJyXPTPbK1S+CIKTwO3O7A/HHqcpCEkqbLt5w/O5CdIs7JKZwA4ANjcCMZuz29keL1Mn8UsVHQrY/5qB74/A2L7/FuCXc4MUHV6LiZ05fYRfIPlEh9o5KTxjahad+4N/jSuUBFVS8WJecU9OPayjDJLqm010eHZ96veLtb1ELDqUaA/uvlt3Mcn3/7j92h/k5DY8R5JFB0oUEPYTe39nYkvcX2V7gOvfeSyGNbx3Ehgbg6fezmz5E4HNvbHPWDG4GTsTQ5YXKzrkt/81A98vz+i+/ybgl/OCEB1qRzncoi8QXnQQYBl88xv3y3b31dh+fpe8zjeyp7OH/HVaw9Ncmutbx2+u2/W+frdlb8smvSddh7u1RSW1vj5t/SUDs91/jOrZRQ4oRQdRG/fbI9T/3T2/3JwA1rXx/i/cr1a57MXwkD6dA/lEB0U/MS9HV9jsiw4aXwR8/2ISmJPAF5m5tHPmUFbYXGnSbK4ZP5O2xC1YdEAodz7g+6V5g++/C/jlrOiJDk5ijlFEB0vk6D2j7zjNQqdfJmsx87D/XeH4zaK4tziN3LMNV+o/oy8S6OpLlk86iFFfhJ3fdlsr7LLGRYcC7UGqq/2/8f1foF852+n5xYA+nQlZIx20/eS0nd8n3v1VtgdC/auaBLIJq5j+t67vtiTtvBDap7l8HN2ole3O7Ml9p/1rN9tzT4ji30PPlzDlREAx261EZVe0paSdte3b/M3b7uWLouI6f36Z3JNo2Nw0bY6aB2jLSc3P3O2Trz3kvaO8Y/W0/u4IyZXVR5Itk+q+zm//awa+PxPfjz5b+Q5xfDND23x+GfjlvHBFB18xShYdFNsrIsljKmbRKZ98BQzy8TT3681cPs5mb78Qe4vTyD1D7TSwvr37aMKIvHL1wpC8gVsuOhRoD+ZF49uTLI9Apn6VvgRT+3RGFBEdov3E22xnW979NbYHgv07xiSwWwy/9pWeemNPZe097WxkQ0a/vPKtXK6314Rwu3NyvVyujSB1NKfr7XXdw7XlTfu3bnLUs6Vo2fn2SbZLtehgbffaNvt23fqo6hx8FmxuSTbnf+1MKaf7753I77QVNZ+J1bP98FKXqe6jduHX/P+1zfPJ0HV9XcL+1wx8fx6+H3t2Uj2aa60xYP+R2DahPgeTxBIdiK+KY4gOkf3dRUSHRyCHQMriVOPgyvo6z4su8Dz8cnn/2z9uZvaiQ+5+lb4Ek/p0XqSLDkP876snhPbHF4gOpfo3mNjL//qTPAmk3xV8VEozFhI2EP3SERKgb+beK0c40kkjAIfHrfyiAxsR9riZy7X7/8V1rom+32Fz87a59jl2jhx9Oaktsb1yUGWI1ZP5e7ftksnJROYGk/Z1GftfM/D9mfh+7NmKepDHW1JbI978XgJl6UQHyonHjHQQLgSGiw62onk0+0apfDwDYfjjLbIpWlVVu2eJ2wawPZs7sSVg3qJDgX7VRjoseDGbLDr02kbTT9b1h1u/f6i+hOiQrX+DETzMhEU7CUz5ctFfUHN5Qny0YZgpZacZV3QY8uUn/NvRRAfY3Dg252Swb9p6J/i4IS1ns0A7msvjae4Otfis+NDF/j1wKpbWP0JbOLG4yQN8n2KCvp/w7KDPcQnYo3Oy8d5LoCxVsOPHEB2Ce/r7DBYdBPuZ1IvTwOCiy2HA1zdpoUT0X9s/H/1BO5voMEJOB9FXk2L9ylw382iGEGmiQycwtNeo+sm22aO5BEN3m7bX+CII9e8Y4a70uyUyWaPEKXuv6JY7qjY2CXya+/VsTtYXNjKb9+RFB81kV1jnmtFEB9jcODbnUG9/IPs2tZyBU50acogO7OIlwT9I8Tu//a8Z+P6rrJP3fdGzZfUgIx3Y+7/vvQTKUv396e6hcUKamrNbt/Q5uXlEB+b0gk8rURCRSHKw6FDZSYyeVpKUlMWpVQcnY77l3Cn1bQa71AQplEM7WwHokNzBooO12Nx8yE/z0JxewYoOhfq1S8D2JCNPNDY8R7Siw93uP2drhaafbJvd1YmFuFNL+qdXSHwR8P07q0mg1c/2VxvXVgL3vR75r2xLFR00da6B6LAim8tSzq7+/UiHGk09ITosAvj+fHw/5o/aelA5HZx2e/N7CZTFER1i+IaXS3QIq+H03r0s2ys4uMz47D35OmwahU5dX0E5Y05GDhjWs71BJ5/o8BUOlVO1R0wY8cuauV/ZegQSt2n7aQZQvi4bN/x20vQT0ba9vwUmlSJfBFz/5pmcjBHuSlxDThS5SWAXLru/hqJoJGVnypNJdJC1ryTySlnnmimKDrC5QjaXpZzKrT6jiA7YXvFu4Ptz8H1pu0nq0W2zsvN59U+wef97CZSld2Sm3OByig5f5u/P1/FezhE0RLhPntMrnsRRYmdzefiTNeWJGI+bc9/N4TagvqVEB/4s3qyiQ90eTsLA7bHN6Bs/Uss/3i3W/2X7tY36qfuJC5eT2PAcUYsObMihpp/6NiueZKh8EeSaBHJCpnYixfZ3ayOxCQa1CFH6/Wczfg2fBA7ONaJs31D7vfYhK+scbD/Y3CJtLlM5g4u2x9NNGjeK6JDa18iSnwv4/hx8P/ZsTT1e19Knwgxom2A7gymSXXQAIEjKAAreDnx92QQngVQ28cPRS6LlJwg9ttthNkkTKTu6pTvCrBWRehnqreP4rJBXX5zstkHVR6LVkyD/CLSTcwZ7hkmg5Nx0sp1v/Qg9SfvaEVrekZlVSp3tPsm0VQw2NwGbEyw8hpeza9fN4dweg9eIwtT2z9Kig6qvC9n/moHvz8P3xWJNtB7MR9Ttrj4as79V+V3vJVAWiA4gP+S+/S8r8gFhUHMDvr5sgpNABvIruh0RVIdO6hJI2RCRQ1t/8vm67uJdV5HXfZnui4lfh370zf76HFB2oi5k9u5YO1vP1rRvfb0dodWPHlPU2SpnLsEYNjcBmxNFfeUop7C9RhMdNH1dxv7XDHx/Jr4ffba8Hq8olFcE7EusuZnToRMUnAjrN76XQFnCokPsx1iIAJLw1pB4iBWYGvD1ZYP+Lc/c952KjshVAJsrz9xtbkrktv81A98vz6R8P9d2DwL45byA6AAKQanBfnIYMBfg68sG/TsCs/4iE/hylghsbgRmbXNTIr/9rxn4/ghMyPeDwsCgLdfwy7kB0QEAEAW+vmzQv2Mw4wlSgQksbG4MZmxzU2JCC7glAN8fgwn5frt1xs6FcbO2syQmgYRfzg6IDgCAKPD1ZYP+HYkrd778tGH30w4ANjcSM7W5KVHC/tcMfH8kpuT7vRxDVJ4hHfDL+QHRAQAQBb6+bNC/YGxgcwCsE/g+AOsEogMAIAp8fdmgf8HYwOYAWCfwfQDWyWDRAQAAAAAAAAAAAIBkqOjwbtUEAFAe+PqyQf+CsYHNAbBO4PsArBOIDgCAKPD1ZYP+BWMDmwNgncD3AVgnEB0AAFHg68sG/QvGBjYHwDqB7wOwTiA6AACiwNeXDfoXjA1sDoB1At8HYJ1AdAAARIGvLxv0Lxgb2BwA6wS+D8A6gegAAIgCX1826F8wNrA5ANYJfB+AdVJYdLiZfVWZqtqZ04O75mlO28pU1dFc6n+7HGK/SaH/nJR7XB5P2bXXo6m2O7M/nM0lVo/HzZwOR7PZVmZ/LVnn2P8GgIb09UnYuP2Ms9lUsOds/QtAQWBzAKwT+D4A66Ss6HA9tmdzbj64xfpMRIfHzey3lakON9n1Vt2r7dncA9e+6vsCogOYIqzo8HYb95+Re9xYB5gEgrGBzQGwTuD7AKyToqLDaxFwNPtDaGE7F9Gh/oqaIjoE6/KKBtlsd0UXZHQbQHQAMqKiw9tt/PWMsv6zXDAJHInaZ5Zqp5fgu94FNjcSM7U5jS2BeQHfH4mZ+n5KHfkP28PBWJSPTnRoQ5Mp6MYODxz11ort2dyDhr9s0WFzOJpNwCHuHztTVUdz+oDoAKZLSHSYlo2DbP0bfCeUfckvk3q89aOCmHbebI/mdJ1ZG9d1kdgGbG4MIjYnnc9M3JbAvIDvj4HufVNtd2Y/t/fN59coogPGonz0RIfN9mj2B58bGTodFB0cQ6gFCPIFFxIdnuZy2DmTMHLv+ONm9tud50D+hI1ZYEt+63zRFYaIt/W/0Y5vl+lwqxdm9n05QcASc+p/axZ1l896C0gtFJ0eqdsrXu3eDUw7s2FsAKyDoOiQbOM1Iv8N2bn1HKoMwvuvmeAkcLsj3glHc5qdeNQfO0eFm7hQ7WzZ67wmOgE/9IDNjUDM5qYsOihsCcwL+P4IaN43h7m+b77GER0wFmWjJzpovkLyooMmeoG/drOtjL/Y792DEARocYBYYEt/O0h0eNaLJaLuVpvnEB321r75199TRAd7QecroYiIWCth0SHVxr8U/huy8y/DvhQU918zwUngpBcmGt47CYz5SK+dZ5oYla2nB2zujX0xk3aW2hKYF/D98qzlfTOO6ICxKBdlRAfKqFnD4ESHWmBov0Y+u39v79v8dteLauCv9Rfckt8ydQph15dRHLsvtzlEB0rU0YsObd231okEj/pL9qJeCEBDTHQYZuMyH+Tt3LqX84JX+viKwSSwNKFIHL6dBKG4bQAAIABJREFUGzudlTgmDEWFzZUmzeYmBcKaFwl8vzQpvm/Nlx7vbjsFI4kOGIvyUER0oMOoOQfkF779sihyEDRfOFnRQfPbr2GiQ2hBVN8vh+gQF3Ri/7s54pRqo9DfwNKJig5JNh6A8EHezr+Y5+vuv2YGTwLZvD3MOGZd322h23khtE9z+Ti6+0/Zfaf9azfbMyFke1jvh/v16EXX7cyesjVR2RVtGfhbz2eiz1bUo342G9mW0jafX0Y62YbNTdPmktu3+dth59TH3ZpZxpbAvIDvT9H3E9tOPU6E2865ztnmzWyxJ0UHzTgjLQ/Gohz0czp83MzlWvNI+FIReCHRYgInOtCLW3abxuNp7tebuXyczd42VInoEP3t10DRgQjN8Rw1h+gQd/rI/47UEUcSrpe46JBi4xYCHwyLFhHRQeLjK+Zdk8BuYfLKY3DqjX+Vtfe067eNV6bm3bI5nF/vro+j2WwtW3zczOXa7GU9mlP7jnNta9P+rVuM90SuaNn59iEFM02kQ+TZSfVorm0nXjuz/0hsm1Cfw+ZmYXPJ7dt+mHjV95WbxK1PKVsC8wK+P0Hfb3M9hLaoEs9X9kW07Zzf7tzrGsHjEa6rpn1l5QnYFlAhOL2CV6GDA0cIx9h1okNv4fEI5CCIiQ7i334NFh38/+3XEaIDmDIS0UFv418qH0wSHTQ+vmKCYzmV2Mv/+pM8CaTHk3YrTa9/moWN/TtplEvgS8XjZu69cjDXR8pOERbcmHG3fQ6Vh4h5tqIe5HuWCiHVtI1z73D7wOYmaHMD2peNRHvczMWar5WwJTAv4PsT8P3tufvA3Czot8f+M2LPV/WFrO34pOPCrfvi9tVFyGIsGk4V+uP92gkIlPFSA0e37zoEYYRJkQ62Onk0+0apejwF2ys0v2WMPUTPEWyD75/mAdEBTBmR6JBs4zIf1IsOSh9fMWoBmVkgayeBKV83+4sbLneHjzY8MqXsNLJJoH16RdPWOzLxqm5fqWbyFzppSt5Hg0UH2Nw4NpdNdBjyFXC4LYF5Ad+nGNn3SYiPzLHnJ40TobZr3k1Hc3k8zd2h/ohkt6m4fVLL04GxaDhB0cHuUMpx+gNHfN8/78CSnA7e/QV7YVnRQfXb8PWhdrMdoTXYj76TikUHIgQqm+iAnA6AQSY6KG1c6YNq0UHr4ysmOAksGO5KTxQikzVGFG4X6tvX9oD+b2OTwKe5X8/mZH1hI7N5jzIJrMNKH3Tdw8+W1YMU99n7C9vGufcA0QE2NzPRQbPAym9LYF7A919lnZTvWwnjnWdlFR0kbWdt0+IQiQ7C9hX15QuMRcOJiw7cPp9PYuCQfD3s3U94egV1goJ9xEtrBE8r2YlAdBD9NtwOJJQjtGFKfcOnBol2r9EH0QZFRAecXgFopKKDysaVPpgsOkh9fMXMfhLY2Mj17EQJuJODwH2vx8DXnwksAKXPTqgHldPB3zMrvmfNKkSHpdtcCdGhkC2BeQHfn6rvEx8Xc4sO0bbr2q0f6VATa5+EcSbcly8wFg0nq+ggO97LP5aF316xJzPAUqExAVhxQ/NbyxGqpo6RAYB0VOsensOTg4SzgGt+d+4trnKKDmGVEVEOa0UsOqhsXOeDg7ZXiHx8veSaBEqORA5fH/iNZwehSdidnCjGTlDyM5VPKNRd1W6SenQhrHbOk352cGXb1IwpOsDmCtmcqn0lkZDlbAnMC/j+VH0/XXQQ90W07ZRbtXrPTxtnwn35AmPRcCKiQzdppwzOHTjk4fduaHMop4P7VXJzoBYIT+KIprO5PPzyMBMv0W+bcnfqWXQAYByRE2a4QcJ55uFs7sTiKq/o8Pp396ga/9grsDbkooPWxuU+mHZ6hc7H10quSSAnNGknUr0or7ZMVGIvCio3gTxPTvvvmSaBg08SED1bU4/XtX5W9mH3jLUzbG5WNqds31D7vSJWy9kSmBfw/Yn6fhv9psiZoO0LQdsFhZ7H000S2StfyjgT68tQfwINld0ZGydrrDVRZ74GkgMHAGBxwNeXTXASSGUTPxy9xEt+0s7mjOxd/X+1Eyn7+L1d753kZqo+m419tJYVJukLVN32sfpItHpi4R+bdXLO7c4wCUw6N51AOnmO1oOJAtru6mPG/Dwtwrax+y4SRQSbm4DNke1886JDhe1r5ybxjsysUuqssCUwL+D7E/R9bmtB9PmKvhC3Xdcfm8O5Pfay+YAUyzkhbl9FX2IsykMb6fDaz+KdPLH1w1O8H2MhAsAqgK8vm+AkkIH8omm9Q5pQfV3CQptXlIpdBn9B3Fx38a6ryOu+TPe1w69DPyJmf30OKDtRFzIS5yur6KCpx+tr0itxVnN02unQTc6cbVDStrHqE2sf2NwEbI7EnpQr2re+3p1H+lGSZWwJzAv4/hR9f0DyYnFfaNpOeC1ZPmn7KsqDsSgL8ZwOoR9jIQLAKoCvLxv0b3kmtR8013YPgvA2qA7YXHkmZXMJSG0JzAv4fnnm7vtTA2NRHiA6AACiwNeXDfp3BCb0pSQ4gUr6stYQ+MLmAZsbgQnZnB65LYF5Ad8fgVn7/tTAWJQLiA4AgCjw9WWD/h2DCU1c2hBbez/rzQovTkyWpZjowubGYEI2pwWLpsUC3x+DGfv+1MBYlA2IDgCAKPD1ZYP+HYkrd6b5G+jtv6f24Otg9+YTwOZGYko2p0BjS2BewPdHYqa+PzUwFuUDogMAIAp8fdmgf8HYwOYAWCfwfQDWCUQHAEAU+PqyQf+CsYHNAbBO4PsArJPBogMAAAAAAAAAAAAAyVDR4d2qCQCgPPD1ZYP+BWMDmwNgncD3AVgnEB0AAFHg68sG/QvGBjYHwDqB7wOwTiA6AACiwNeXDfoXjA1sDoB1At8HYJ1AdAAARIGvLxv0Lxgb2BwA6wS+D8A6gegAAIgCX1826F8wNrA5ANYJfB+AdQLRAQAQBb6+bNC/YGxgcwCsE/g+AOsko+jwNKft60iM/TX225vZV5Wpqp05PXTPvBzSfkfTlPloLpkb9n49m/125xwVstkezen6LNOZj7PZVJWpDre3GxVYHtQk4eWLAZvr2aTvb+X8DwzvXwBKApsDYJ3A9wFYJ1kjHe4fu/AipOF6fF23PZu78plzEB3aduAoIQxAdAAFCYoOnD9CdJgNmASCsYHNAbBO4PsArJO82yuaRUZkEdEsVuIREdxvc4kOBWjbYGf2XlTD/XE2e3E0SOJzITqAAoRFB8buojYJ0WEqzHoSWIvY2cfUyPM2H5Kotffa+MtHp+lfs7a5KUHZo8pGJ8LYfjwjpuzHKcD3MzNHfx+pTTCe5G1P28ZSxiVCdHiay2FXL5xrtjuy40ILEb6jm60VaQPo1EWHJsqBrX8pcQCiAygI7+s7s9kyPgnRYTaQk8BA/zXj3Obj1m6ri0FPiLpteWljV/17P2pOVPbECVoG0WFwGaTU7TDFyWjQ5nzbKbk1ce4sQnRg/Nj6+/16rN81K7SLCftxCtr3TcNo4+bciPr7c+B7em7o5wWwsQQbSxiXPNGhy7WwOZzN5Xozl+vZ7A87s/nodxI5cMS2TjR/9zv9cevlQKiIFwopOjSG1D7TMjgruqCqdmbvNA4T7h39HU9UdGB5iT1d/Xdm/3Gj29Brq83hZu6cM4naVVtvX5javcrwbqcAxQiJDqer7381ydsrYF9T6F/2Be2N8ZePo9kfLLbdgsD+9xM1Jjb3ShWiuZeesOxJ7TUn0SG6mJuozW13lj1Z77qi7VXPfybYVkGWIDoEJ683Z06yIeyimuT7Iac9TdePU4DokBmBvw96T88N7bzAAjbGQNqYflyqej9WRBHQIVLhJJFkJIQz8exjX9sTHdpJij2pC6t6XaNxi6ABCqC1vUKuwDdtRsAt5PyyHY59ZxK3q6be9gTALyu+WC+VoOjwYMS2JNEB9jWV/iVf0IItdBrhtbGh/SFNrH09SxhlI9z+F2VG2yuCbTQXm8vZd0EgOrwL3ka7uQkpPD+6SKvp1TWvPU3Vj1NIFR0AQ4K/p38gnT6qeQGQwdiYdlzqRIeUMAlSdAgpRdQgbIkd3td3Kju+IzqwExFrEb09m8ujvl+T4NGPiKBEh+DvwvQSSW53Zv/R3K9PU0/3pdpFPvT30LjX3q/HTojoLfAk7Sqvd/vbrVUf68UPZ14mMdGB9O0E0QH2NZ3+5fsv/IKRT2ZqmzncEicDAZU9sewiZiY6TDU0W7vwGJILSgZEh/cQ8GNJZNIoglQKme1pon6cAkSHzEB0sNDMC4AYzsaU41IrOqSoqJzo0N/uECl0pJK06GDlhuiVmZtg+i8BbhEU+52AB5Ebo46AcBNMWhPv3n085+Ha9VNxcgjZrtJ6h/JxDMvVAaZNXHQgxEa16AD7mlL/+v0nXfSJJzNOoqeExXloAqEpO5twiikT+/K9mZO9RW57NJeH9h5nPtLH8qP+/vbQFsBpLqa1Cw/arp7m8nF037PbfhJnv5+7rYw7c7p6SXHJNlc8KzI5o/qhv21U0cdS0eHRRJH5c6b+XGWzJeZVgfbj2mezPcf9OYPQxEfQ1pF4Xlvy2/UmaE8T9+MxfJ+za8m47oeDZ7H10raVaIv5RYc0f/DvEXoHjjmewMZK2JhuXGpFhyYL5el69nIA8LkFWNGBWcRGk0A+nuZ+vZnLR51Hghioe4M5WVFuAisVHWK/0/I09+vZmZC2Bsxsl3CpyxMaWIKOFmtXYb0jDjv1JJ8gHYno0LMjregA+5pU/9r9odnnKBUd/MzH6r2UwvEwet8sooO1Ra7eI+suGAX3aL/qHs3perMmA693cDNpaevTXHfthIpwss5pCXbahUd/8mdH6DU5ILr324bL51G36abOC3C6fpm/H6923Njtf71ZE0XFs2L5RLjITGt+oepjkejAbXvt5mptHi/L7pxrQ+33aUdhWvfZCsZr1o/l0Umkj9eT9s22a8v9gYoKnbg9TdyPx/B91lai4wU1Pxlu68VtK9EW84oOaWXQvkfHG09gY2VsTDcuVb2H153sv+ioBudFB6qAgYX7I7CP23t2JzrsAsdPTk10IIy+uVck78Ig0UHcrhAdQBiZ6PDl2ihEh9kQnARud+wXWgqZ6EBFeOnG2eBzNGXPIDpwwka31S5+D/L4KSp08XEz9wfTnkw9p+g7qoUHsWDno/uYBXZ7D64d+DbUPYu2m8uhMtXhaPa+rQ3t46jo0MwD+vVmfYjqh2D7pSc65P1YHt3Giw5UeWn7mK49eTY0MT9OIZvooJiz57P18raVaos5RYfUMuhFh7HGE9hYKRvTjEue6HAMJPLpD/xB0cHvkKhBVvUXolodejyD2yte9+FeSu8SHSTX6RZaYWcIGbWmXSE6gDBi0cHJJQLRYS7EJoHtV4dMkQ7cNZo+lk4uomUfLDqElH7lPXrvjtD2O8FzEtp1EjbnnF7RCOU7IsqBrm9oEcrbMPf+1j+rb5uve7RHzFr9Kd/aqoi8af/t1o3Hvfs3NvfaBnR3qIUKuy2C7cflkIpTWnSgytu/ftr21DBFP04hn+jA2A87vuaw9dK2VcIW+fvQ7+n0Mgzepuj8Jud4AhsrZWODRAd+wtLvxLDo4BaE/IoTMQJKiYnuIw/Wp7To0C30+Qm3/yLV7FVXKOeqdpXWG3vu14pcdPjqf2VGTofJE58Ehr/A2cjDNq2w4wYieW7SczRlHzxZCr0f5BMu8h0ZCGl8bdnrjjoLJdOb4mIlaHMOdaiqU/bIO5n4YJG+SEx4lh+98DibjX3Sj5+cmbEdUR8HRIcWcpIdODWrQTNJtvORbANHfnvwfqzfXhFeFIT+NnF7sm1lYn6cQk7Rgfpdv50y23pR2yphi0KfGWKjWUWHrwLjCWyslI0liA7hH6WKDt2L98x/rbEzD7fP7k5uiIkO9IvpjdsrrJCYnpNY2x2oEymcjP2f1qkU1OkRzukV1kTNFx1E7SqvN04XWCcq0cG2E5XoAPuaUv/2XrTCLPFR0UGSx0Yw1qomF6GyT0R0COV08MMc+fZbiOgQ9fOpLxK9yJXr0Yv6dE/9ofI0iPtYFOkQiCTYnokvczWx51B+aW/LHShSyhJJMuIERIfJklV06PV/eOteFluf0YKQY/KiQ1POjOMJbGxCokOK2hwVHbxcEeEwHtkENLSPXL+ILpPTwVnYiybUIYWM28/jsmm+glDbK6Ll0NQ7VFZ8hV4qWtHBWVgqRAfY13T6l3pBS07Jke0V5V9QWU7J0JQ9EE0w/vaKo5OHp5/1unsf76/UpGgtosP0w+FtO3/lc3AnfPvrlydAJPZxUHR4dvVinyMcV5ULm3tg8Uy1H+XHolO5Ek5L47a/TNme/v6cph+nkFd08P6dXPxmtvWitjXv7RXp79FIeTOMJ7CxyWyv6G7IDdzUgjsuOlgvjVieA2eh3oRT9kOqw/vIY8evjZdI8l6fAtI7ioQNEXq1gXPMSi+ktHEc92i2zeHGOJO0XbX19o+E2QWOcAFLQC06fEq28XB2B/uaQv+yYwoRrUX1e8pk5u/Pr+CXPuo6eZZqpuzM8/RJIPtfRzoBWhYtQWettwl8PdUKH7OxORo2V8eDWWRHJ7l8O6mfZdVlf33d1/aHRoTwt1ok9XFUdPhiI32CJ7s8nm4yS/XCRpiPJHjfToSmy9j9vTfeNH4tTMQ2eXuaqB+nkF10sHzmxGzlzmrrhW0rvy32iX0cSC3DkPdomAzjCWysgI0lnV5h/7BW2OvjO+hK1z8WiA4AgPkDX182uklgOEdCcDIjEhSE+TuSzuMOnTZQecdd7ur/K5gsWZE97tFW0nswkWnbXX1sIiFw1MmBT84524F8KDlOX3qbzYXspHKO/GrF+NCXKuae3fau+vgwPxxV+iy7T7e7Np+D6yOvqBb+y5GwjyWiwyf3Acha1Funlp2o3CrRybx1TJwVEh2LWIr2ubMdqz5a7uBFBAVCkNtrtt6RcNyiYrL2NE0/zu77dhLZlpuTkD7kM/z7JZOtj2FbBWzRJ557SVvmDO9RxxYKjCewsQI2phuXKvcf/C+Mga/t3MABAFgc8PVlo14AXvv5ZhqG79FW7uUmj2FWlv1xM6ftznnBXx7K5I5Wzh773Sm9RxOOv//oEmuerHO5nVBKL4Jtf31GkzVrJqSTtDnOBvw5iyfSRPvN4RZYzCqe5flCz0athTQbESTtY6Ho8PIrOvG2P++rqHoF2094D60ft+1V398R5qgEo3R5745o429bmYk9TdSPUwj6Pklt86E2Z78MJ9ipIvS9iG0VsUUX2dHWWhvN8B7V9BNX5ti8ADaWz8aU41IluYj9MRYiAKwC+PqymWv/LmWP8+CQ0ACyyeX4zNXmQH6K+HHCQmzKTNWPU5i97y/MtpbGIuYFM7Ex7bgE0QEAEAW+vmxm278L+fon2ZKSVkfBV+Q3MVubA/kp4cczmbTLmK4fpzB731+UbS2QJcwLZmFj+nEJogMAIAp8fdnMt38XMhlvwz7tfaw3K/QxMXnchCdf87U5kJ8CfjyLSbuQCftxCrP3/SXZ1iJZwLxgDjaWMC5BdAAARIGvL5tZ9y95fNUMedys5M32vvX0k1vYPA8TYNY2B/KT24/nMGkXMmU/TmH2vr8g21osc58XzMDGUsYliA4AgCjw9WWD/gVjA5sDYJ3A9wFYJxAdAABR4OvLBv0LxgY2B8A6ge8DsE4Giw4AAAAAAAAAAAAAJENFh3erJgCA8sDXlw36F4wNbA6AdQLfB2CdQHQAAESBry8b9C8YG9gcAOsEvg/AOoHoAACIAl9fNuhfMDawOQDWCXwfgHUC0QEAEAW+vmzQv2BsYHMArBP4PgDrBKIDACAKfH3ZoH/B2MDmAFgn8H0A1glEBwBAFPj6skH/grGBzQGwTuD7AKyTwqLDzeyrylTVzpweY1XqaU7bylTV0VzI/z1hHmezqSpTHW5Z73v/2AmOMplQ+1yPrzJtz+Y+kzZeOjFfv1/PZr+17WxnNoezuTzeX3YwvH8ByA1sDoB1At8HYJ2UFR2axWNVmc3Hc6RKQXTwmZvocDkUFKogOiTB+3rjXxxjCo4gf/8CUIb52Jw1h3i8uywAzJ/5+D4AICdFRYfX4vFo9ocxF7UQHXwa0WF/nUAdhW1QrKwQHZLgfP3l45WptkdzeVjC4uNpLofd5AQtoOvfRVGL4KONg/XzHMGd+jcFl1HfpWWZnM1xfTOwzyTPnMW7eeIsyTeWzuR8fyxyjiUYO7KBsWM8atEh9rWS/mIZHjjqrRXbs7mP6hwQHXxmJTrMtI2XDunrgm0wjSgxXqQTGN6/kveB16+NX/lsd2Z/dfu+GY84m2hsph2vmHtvtkdzukrtqq4Ta6tPc78ezWbrvvNeW4QSbbeA6NC0xRL8iRxTFHaUHbJvYnYzBObeXBuMHjU6MxbkG0sn6vtbyXz9ZvbteD3u/D72DmPJJjpg7MgKxo7RaEWHy8fR7A80G8apg6KD41y1AEEs9PhQeku0aP/N/nr6+t3+4+ZNBoSiw+Pm7UF/DXTuJNZy7MfZGuB2Zk8ap6R89PM3h5u5cwtiUVl50kQHWV1e9z6ai/cCOD2UbVeiPzRtLKmvtV2IYsmiDuXrvcUhaednenEotOmofVVHc/H6btP27dOcvH/v+6JiTBGPA/PD79/e+2DbLfTtfz/5wsB2Z/3dalfb39qJETFRbO9jjfvUvW2/lvRBcFJhiyw7s+k9I3FCW0J0KLoIfq/NSeyo6KSQ7a+yW/16dSLbgPC52UDN5UqwHN9YOhLBMebr7rbhlYkOGDsyg7FjLOLbK5qFFiEY8KJDf6HPiQvsgrjnnE1SSuoriCtMREUH8eIx/MXPdXhp+b74L3eNwGO3dYaFrl50kNelWRTuD/41irYr0R+aNpbWF6JD0MfFKNoxbl/e39p70LaS5rOacWCe8GO53Q8BG2fFPDqZMBcBQwpZrBgbEC/I8tOLx3aLECdKccKx0M7zig7husyJ4MJjQF8nU3IbhaYfFxeNN9bCYTm+sXTCvn8U2EvzIfM8n0jmz69sYwzGjvxg7BiHqOgQSurHTlQpw+ecjXES/7ntJNWZGHZfKbv7xkSH5n/vel/R7cmne6+X0b+SSD3NpVFYLUeQl4++9n49dovk3vMlZeWJJpL0HFpTl+7evo1I2268/qDbWFdftm0XM8gzA0XP11NfBjqbFtmXleDtbgsa2+70jPtHfyuIfkyJ291cKSc6RIQEMqKBEWml9+ZsjuqnkiflFBIdlhIKqhId7HHjUahMo4oOAZvEwiGdhfjG0on5fvR9027ZntH2aavcw+wTY0cRMHaMQlh04CaBzY+ZiSo9YHDGQzmQfy2/PaP/+wE5HXpRHdxEZ0D5Am2qWsAGIlC4/pCJDpq2DoWZSduuQH+o2lhXX7J8C1h0xsgnOuhsOm5f/jgTsZF2HEgZUwbY8sQpJzrwi0VfMGAFhMBEShTFNVi06NvH5bBzQ4G3xMkGKtFBeM8F2V2a6EC9x3X9sb9+WVuqdl3IsbS/rPs4QrZmu1VocaBZOLD5spj2irVB054fR6c9+Zwa/Ws327MX4UpgvdOpXCpkO4rKvgzfWDpR3w/6gLu1Mmbn/G/p60U+HRjHT952TeejhvU71+4xdmDsWAdB0SE2IaMnqvzkgLtfL6zFd+hIcpT2ayf5/MBk5fE09+vNXD7OZm9PWnqLXP+3zCJXUr6Q0hkcTGJl5VFtr1C1dejewrYr0R+aNlbWt99O6wjHKiI6CGw6bl9cBITfZ96/DxpTMrbBRCgjOkSiQRxxMDQuDBQNQhNE9dfz7jebw9lcrjdr4uTdRyw6KO4ZtMd5oRIdWCFZ3x/dYuCVtyNVdKjqnB+vPCfd+CX6UpY6D2Duo104sG3gRHXt2pwabd3IiNTKbfut1e6Pm7lcm747mtP19rqu/nsrKrd/63LmcKeI8GVfjm8snbjvh+bt9hfpvKKD2KdJ/7W2a269XEjNdd7WUowdGDvWRkB08L8MEj8ODRwhmAlFYyi9LR2RPeBq0eFhJ6ULlU+3yC0iOojLyqMSHVRtnUl0KNQfojZW1tf1jWXncQj7unyAvl+9PfEKm9bbl/DfB40pAVueKdlEBwI6geeLVjQ4BO7PTaTaPgzbIF/2+DtOfC/plkLi31T3dNpt3oJncP6wrSeitoiwPcpzQgX6g203rejg3ycSGSr2p1AyOP+LYfLCgW4DPtqSys0iTb4WEhRv5t4rB3N9rP8W5BtLJy46fLHzOLd/M4sOUp8OjOP9LeQ3c7kmPocAY0fXrhg75gcrOkiys1IDRzSUn5zk1QZ4uNFGo9qnJM3pUNVqZD25eTwD4fzCSAeFuigTHTRl5UmKdBDuCRsuOhToj5RIB8UeuDUeA0n5uiw03V/Y6Wy6mOgwaEzhbHm+ZBMdel84drKtD6F2JE+vaN4lkfsHy64VHZqJ0tFcHk9zd6iFNCLxbHgRq7xnzRImR8GFB4kfOpuhP2yUogMfOSNNbBpZOFAwwpt24RA+xYUuf39OyOXnYfxMPE6mlH1ZvrF0RKIDaTf+tsi8ooPYp7lxPOb7GDu86zF2rA1GdJBNxvoDR/x3nJjx6uyjuQTDliSTw4joINgfrF7kqsrHO1Hv+aqy8uhOr9BNxAeLDiX7Q5PTQVnf5STqkRH7Khn7kt3bKiW06WKiw6AxhbO7+ZJNdPCjtARtHBWvyIlUHU7/iNdNv0WHI3DaCSWciBasyns6bTbvyZFs4dHZUiNWJrfd3ESHgiHSdBtExjPqQ4d9hPCWOyI8Nk4+zf16NqfYMe1YOCwGqe/774a+30xFdBDOBTB2OGXF2LE+aNFB+BW9N3BIfhcMV9rVSUH4pGN2Rvq/P62kL9JEkvbRW+19nlZykZRFrqZ89BFt96s1se7lG5CUlUd7ZKamLtlEh1L9EWtjTX0b+17AIlMLtyjt2u7oKtZjd2nOAAAfgElEQVQPO6GSvbVJZ9PlRIchYwpvd3OliOjwyYvMOe4tJXR/XSLJrr/7X9Zr7Os1ooP0nk655z05UokOdlv5wuGQ/lD3V+g+K1w4NPWx9lOrEu5ej/yXWSwcFovY96k8D+Rx1hAd2DaMlAVjRwfGjvIQooP8648/cKiOL2Ozy3OGG/qqQewV4kQHO7ybI2mxIS0ff+2mUemo7RXRsvJoRQdNXbJurxihP/ptLK2voJwLHqz4RWmsXUJHXcZtuqTokD6mhOxunpQSHTTRb+8QHXRCojLRlGjBmpa8agmTo+GiQ4b+UPdX6D7vWzikL5bk5RcJiOTiInJyWeVnt0eI9NKR+75lC2T/lxIRtNcLIycxdvD1wtixCvqig2IS5g4c8nBlLkQ9vlf+9fXUOWKlF2IrSCT5+SSOtTmbSy8cWLvYkJSv5nFzyrBhjwmSljXe3tpj4SR1yXN6RaH+ELexpL4QHUK2Qh1dxIe/y226rOggtXOIDkOEgZgYXVp0kE2WKrMhwzuf5vJx7tkjnS/m6Sa2Ei5YVfcM2uO8UIsOxNxkcH/E7KSQ6JA7Az0XYaSdfLNzsHZsjr3jqKOIteNnk2g4ZeGwDN9YOhrfd/PECd/r2fxCvogN+U4bBYqxI1AmjB1roCc6aMJNYxNVAMAygK8vm5KiQ2zbXXHRIfZ7J2dEfZxWfaRWX0zsomM2h3N7VFcjoqUtWBX3tK+fudgVXHj42ddj4bep/UHY6SiiQ/B47EAG+oO3jc0Ww+tj+potqpukybcdcdolhW0FWft3j7PZ2EeVWmHSvi/b2/D2h117fJ5/bN7pww6ZTlk4LMM3lo5OcLRskvpYFPzIMNQvFF/OnaTI3rgVOZEDYwfGjrXgig6KY1v+/sRCBIC1AF9fNkVFh8iWveKiA7kXuH/NxYt46SJw+hPE3rV+TpPPL/WCVXRPqz3mfnpOcOHRIxw5ldwfKf2VY+EQssnIsePkl9StNbnfvvLltMm5NW3QlM2P/iJtUWGz7RdIvw79qLf99Zle9oX4xtLRRjnxH0MDPpfFL5Th+o+bJVY345YVQYexo70OY8c6YY/MFP0YCxEAVgF8fdksvX+XtFczbbvc9Fi6zcVYkk1OhaX4xtJZu+8PBWNHfjB2jANEBwBAFPj6sll8/y7mK4YkamMeLN7mYizGJqfCcnxj6aze94eCsSMzGDvGAqIDACAKfH3ZLL9/FzKpWNBkc/k2F2MhNjkVFuQbSwe+PxSMHVnB2DEaEB0AAFHg68tmFf175c4lnw/kftWZsgqbi7EAm5wKS/KNpQPfzwDGjmxg7BgPiA4AgCjw9WWD/gVjA5sDYJ3A9wFYJxAdAABR4OvLBv0LxgY2B8A6ge8DsE4Giw4AAAAAAAAAAAAAJENFh3erJgCA8sDXlw36F4wNbA6AdQLfB2CdQHQAAESBry8b9C8YG9gcAOsEvg/AOoHoAACIAl9fNuhfMDawOQDWCXwfgHUC0QEAEAW+vmzQv2BsYHMArBP4PgDrBKIDACAKfH3ZoH/B2MDmAFgn8H0A1glEBwBAFPj6skH/grGBzQGwTuD7AKyToqLD/Xo2++3OOi5jZzaHs7k8NM95mtO2MlV1NJeclX+czaaqTHW4FWzgp7l8HM1m6x4Zstkezen6NPcJGAAAEuKThJvZ1z5+eiQ8Q+WPhcaEFYNJIBgb2BwA6wS+D8A6KSQ6NIsCDs3CZJ6iw/16fN0/xBaLJjAPopOE67ET1T6e+mdAdJh2/wKQGdgcAOsEvg/AOikiOlwO1qL6YS1AHk9zOTSRD29eMJQUHewF2OHstsFnEwHStNEZEQ9g8sQmCS+fP5r9IdG3R4k8Aqn9CzJRvxv21wmURUQ5gQ82pwB2I+KS+v4BowLfB2CduKLD42ZOh53zhb7ZCkD+mBo4mgV3YDHdiBJJX0RzUWyR04SZxyYIzUs5MRwdgBEJTxJqm9+ezT11cgzRYXr92/QJw1vH71lSj/n+u3HStj+y6BBoi/vHLmx3zdyDa8fo3MQax97e7rCbJOo2wdg0bSA6ALBOLNGh25O9OZzN5Xp75SMILKCpgaMRFIKLjse5J2a8JhRHc/m8dVEA1dGcHszL63Hz8kW8IitIgcS7dnO4mTv7wn5FY3ST7d3remGDRidGNtez2Ts5LrgXNTcZsiNHXmXdf/TLyrdt+G+5npGjXcF7CU4S6sn8y+ZrWw1NhIX+WGZMsCbwDyviqNqZPeWzmnFmxgQXgNud2R+OPU6z+era8OZFJbcgWuniUSU6CD5mxPq3eTezdRmlHxJsEHajf+7khCNgA9EBgHXSig7NC7knFgRebP2BI/1F0yww9gd7cn82d+qe1vYFCqcOzNe6zeFI1Mte3KTlX3iJLqnRCxrRoYuo6JfVfeHybRv+W65n5GhX8F74SULfZoM+oPDHMmNCON+MM7HXjDMzR/vVeZ68V3R42TPhF5Nu5wmIDu2YEStDKHrQ9XvKd9k5UFb0Ngi70cG2F5gMEB0AWCet6MAuFFSiQ/qkrvsK4ZfBf3lZEwvvC2abS8Iqa7uVw/qq7iR5JK6ttlb0wePWTVaiL/ehL1q56EDVy45KsBdPfNuG/5brGcPbFbwbdpJAjQ9O5EPcpjh/LDMmWIuP1h6f5tI8q/Ux3TgzdyA6lCbwBXbS7fxu0UG3DZGPNHz1/Wa7YyMcx1kka20QdqMGWywmD0QHANZJL9LBH6hD2wVKiA795yheXv6ezjY8uF+edkHTvrCbr/rUc0J/k9e/W0R59CZYMdEhFMLen6SE+jA2SRv+jBztCt4NN0mgvw4yfqDyx0JjAruIUYxdsb3jM2Sw6MDm8mD6yrq+276187ZsPJ0tfi9RaGf25NaW/rWb7dmLvgmPvferf7wxs+VGVHZFW4rbWdEeVhndk5SYOn1+tTmdnCg0bitTpvLE2kK0XVPSlu3zOT8P+b+/NfCV66p/9PdQG4TdZCnPu7dRgSgQHQBYJ1ZOh+4LYHPiwsVaCFCDdwnRQTxp/fwyfz+e5n69mcvH2eztSUHzEg58ce29sCMvcNm2ifBiKJvoEEnwVnkL+VDYaHRbzdBnZGlX8G7oSQJv7+RiQeOPIZsaMiao86ZI7jl/3iU6NAuIzeFo9lt74W5HpDQ5Jbq233hl6iJorHxEW2tcedzM5dqIXkdzut5e1z1cW9u0f+vyffTsNVp2vn2kts/7mqw9uhwIXb2c61lx+NU++4MvwPj+Mrw8MZtT5UeK2Jt9qgH5zmH7pxMp+7mu3HsMtUHYTY7yBMYcMBkgOgCwTrwjM/2kgeEXfn/gkA/29+uNyAkgnLQ+AjkC3io6KBfRbChpZEEU2WueRXTI9QyIDosguEAIIdx2MVh0kI4JGtFBfM/5E+xfKpGk/1UyWXSgfZ+KfHH6yfmdNHlcSFi6mXuvHMz1kbJTBPMFCBaPuvYIlJGJNopFOvr9l6M8MZvjoqJi9AVPzz6IcYjLAyB/r2WwQdjN4PK4NoB5xVSB6ADAOvGOzGy+7uzMps3YzoexUQOHLByyH1YvX2DYSvnxdfrD9WYuj2c/7PkNooPq60yq6KDcyzko0mHoMyA6LALK19nIHUaYKic6KMYEseiguef8UYtKbPh6rK8EtiCMGOt+y+Xf8EncT68qO82wxaO2PUJlpO4VDoXXXS8vT9DmDrf0o7X9Z/l7/MWCQfPvr+0Cd4dakIzmgBlmg7AbTXk6MK+YNhAdAFgnnejQhrHJk/2Fv1TwL1VqMiFeYAjO8e7laRgtp4N9rWAf6tXP2M8dBei3qS4XQpLokO0ZyOmwBPq+Hu+7/iRS44+lxoThwh7/tW6+xBaA0XtkFR0iCzNK9LGPP93Sx/rGF3xPc7+ezcmK6CBPTRhddEhoD9ViLZzPQHe9vDxxm2O+fkehIwP7J9jExo/A6U0NTmRUDhuE3aSXpwOiw7SB6ADAOqlFh9ACgs8ezQ0c3WkF3nn2j6eVcIgOuxMvMCo7kZO3LYQ6kcLJlm99wct6ekWNtTWhyY9h//3uJ16iTttov8pYzydOr3DK+mklWyKSPGqPCcv1DJxeMX96vi752k8IkBp/LDMmaPOmyMaZuTN70cGypW5LjCJZ6PXIR3VAdHiT6PDl+qHCnvs5HALzDdZ2u3r2Ix1qqL5OtUHYDUSHlQDRAYB18hIdEvfH8QOHeyZ2H8XeyVAoteTrA/O1YnPwowz4a8mJZ4R7cBLbtUNv6wqVS+FwJsI/Q2V12zdVdMj1jJztCt6D7+uybVSUYCn3xzJjQsL2CtE4M29yiQ7ixUHW7RXENaQwwS16Ojvde8ejYnvF+7ZX+PfTiHxde9dlZbYDbT6epCghqWe0DCobhN1ge8V6gOgAwDpRRDr0/xYeOOgjyF5f/vvX6zLVP91Igfa+TD28yILN4RZ4YfvHY+3Mhjm9I07TBl5yTjb0smmLTrDYHM7mHtpz6h/lRbRvuuiQ5xn52xWMjevr8m0x5IJB6I9lxgTN6RXKcWbG5BId/Gu5hHKxhTu7n79t+9iCgjryV3tySZNIdLjoMPQUAnV7KBdr9P3tyB7J9bryyG3OOllL2ubtfY5uPodenx9ffcy0fVDgejyJ5KOpNgi7yVGepDYGowPRAYB10uZ0aCeH9YK4O/KJf9lj4ABgHcDXl01wAUidXnHwts71Em82745d/X+1C3f7KL7uaL1WqLJ/9zibjX2koRXe7gtW9ta//WHXHtHnH3d4+rAj1TKIDqEFYrCdG2FW0R7BMkbyBlXNsYTdsZBk/2Uoj07o0uZ3sCOV6N+0tiC0w83h3B6n2oiRbnLKYTYIu8lQHvsZC4pEWxqYTwCwTpzTK157Ef2v8v7k0voxBg4AVgF8fdkEF4AM1NfKk/X+2Gxf+TDI8HXRwp2IsiLfR34UVdXPJ9TiHoPqnIDhRbXsr0zofYroEDpSMdjO/WieeHuEyhhYrHlHxDYRbcHtBwPKo46uIXIJhehEBeaLd7uVMSZkSOwrhw3CbvKU58xEt4CpgPkEAOukGvRjDBwArAL4+rJB/5YH+8xdYHMyYDc64ls9wbuB7wOwTiA6AACiwNeXDfp3BPAF1gE2JwR2oyAQGQImA3wfgHUC0QEAEAW+vmzQv2OABZENbE4K7EYMBJpZAN8HYJ1AdAAARIGvLxv070jUe9QR+g2bUwG7EcHnkQBTAr4PwDqB6AAAiAJfXzboXzA2sDkA1gl8H4B1AtEBABAFvr5s0L9gbGBzAKwT+D4A62Sw6AAAAAAAAAAAAABAMlR0eLdqAgAoD3x92aB/wdjA5gBYJ/B9ANYJRAcAQBT4+rJB/4Kxgc0BsE7g+wCsE4gOAIAo8PVlg/4FYwObA2CdwPcBWCcQHQAAUeDrywb9C8YGNgfAOoHvA7BOIDoAAKLA15cN+heMDWwOgHUC3wdgnUB0AABEga8vG/QvGBvYHADrBL4PwDrJLzpcj6aqKrO/5izo05y2lamqo7kUbRDFcx5ns6kqUx1u6t/eP3ayo0US7v33583sq8pU27O5S+rcq8c7+0F+/8tBcjzLzpwe5ezlVYayz3hfX7iEJgn369nst65Nb7ZHc7o+R2mL/P0wbttOAUwCwdjA5gBYJ/B9ANYJRIfU50B0eGv7Q3SYhugQtWWRXU2tHyA6AFAa2BwA6wS+D8A6geiQimqx7tIs1ORtNBXRYSY0dZK2QSKrFx2adq52Zu9FNdwfZ7PfVgXGgqn1wzKY9SSwyDsn/rzNhySS573vrpdvTOi9aTFrm5siKrtcCWOPDUuHsLGUMQa+X64/ZjkOwE9ZpvwOT8EVHR43czp4YdKHG7twg+gA0WF61PUfwVbWLjpE7Xgk24LoUKZ/Q/3X9P3m41bbYRx6EvTsfp9kJ/Xv/fFOVPbESVkG0WFwGaTU7TDFCajW5kZvu7kRtcvnQF+dG/qxATaWYGMJY0z4I4ZniyNu1ZwdixAdGD+1/n6/Hs1mu1K7mPA7PAVLdGgWazuzOZzN5WoJEIwxZBEdHrfefvCqZ0z2xO1pCSM7s//gr7tYAsrG3qrg/fud/D1fxs3hZu4ZtleMLjqI6tGU72gun7f2a3VVHc3pQZXj1c72y2JzOJvLo1+H+HVDF9LdpIpuW78MO0JU48rQb1dysctFWYjs3L62cm08aG8hn3Drbm892X/wgqLE1/V2PJd+8J9tvRStCA62rTV9PRFUC8B6jG/a9vJxNPuDxbabFNj/fqLspLlXqlDIvZCFZU9qrzmJDtEJ3Uxs7i1tNzMEdjnIV+eGdmywgI0xkDamH2OCvr/dWfZpzVeL9oXyY91UWILoEFxUu3PhDWEXVeDD+PvIaU/TfYen0IoOzR55fwHR/DtlEINFB2fC2ae7RzNx2/XULrds3QRvT+z5319ppZ/6fTtB5NTXw3FeooO4Hp3o4LTh9mzuRDn43ApuWWXXDRMdQrbqDl4eW0kZBIvd9qXp/VZs5yn2FvMJq+xk3WUDWXCSUO0UC+o59AMjOjC/o174or6eEOIFYNvnvI9qxrem7/aHNAHr9SwiyiWx7CJmtL0i2EZzsTkgI2GxkS4cTx/V2ABkMDamHWNUvp9r3A4C0eFd8LbTzbvIiPtHF2U5vbrmtaepvsNTqKINFBigh4kO3aLJ/8rYLlB7C6xXGZuv420SO+q66thdZy8EnN/7X734RbVt9PfrsVsYFkskaRvYcNFBXg+7fL6R++VonnW0IhaehIAlvS59gt63BZfWpqz+tweteD9GFrvsizHNzv1+qlh7i/kE3fd25INkwCZ9nbLl7c7sP6hIlzn2AyE6tOV+mktT9974IXnGtJBNAq36Mf1r20T8HVD35eGWuBAIfAFILLuImYkOUw3PhOiQGYgOFpqxAYjhbEw5xmh9n/somg+IDu8h4KeSqMRRBKkUMtvTRN/hKVROx5ENxDfeMNEhQGNs0QmjXzYuvD7y+97iov7fgXbhBY8Jig6qeoRCC5n2qY7sIvNvzXWpE/Ro4shQnoeIDQTatVvsWvcI1i9i50n2FvMJa2HHtbdgYOREh1e5+1tnGht2E0zOpB9Y0SHW1ppnTAvJJFA68RMvZJx3RYLvhxYPmrKz7yymTOzE28uJtD2aC7klLXSPMx8JZNlnf48rt61KaacTs7mQ3TRtJ+lbPxy8t9VvS4wZll1crO1r7daD67EdE/z+4HNhPc3l4+iOldt+It6k64uJDvoyaH2JbWPi2ZvtOeF0MdhYWRvTjTFa36ftNM0u/XZmo3CdcgifFRFlqPbpbw9VjO9S0aHdsuvbYCY7LeCn0vkGeV1pvxnLnhL9a8oIRAd+MphNdHg8zf16M5ePs9nbDqD+6sktDrjfc4uL+n+HXuJzyumgqkeofPGw81eeBk6skF6nER26XCTsF8zIJMMd9LWLXXvQiAwIMTvPYm9eOZntGi7x9g6KDl4f3q9nZ/HV2tFc+iE2LoR8TfyMaRGbBGr2OEvHNz8rs3oftdBfovfNIjpYW5jq/fHupFFwj/bLztGcrjdrUvLKv+JHM22a666dUBFO1jmtr0G5RIf4xJUS8LvcVXY7O+8QZ6tUvZ94218QbrZdf+wPdPSg++zK2rfejQ2bodcXER3SyqD1Ja6Nuyg9q6+2gmgl5ZwHNjbUxnRjjNb3+ahYXbnJdn68xtBmS+ZrTL05UbniZ8VyCXFrEGsOoRrfRaIDN0fOZ6f5/VQemUi+30v7zVj2lOhfU6aKd3BB0cFJmEeQLDrExAXu3yE6hMtHJ5L0TzxpJ84P77fR67SOFUscydfRZvhidxc+HlJq5yVEB2dw5MgpOhBl9gWQqffDENFB/IxpEZwEbneRSCIX2fhGReDo1PzgczRlzyA6cMJGF9UWvwd5NBYVVvm4mfuDaU+mnlM84SWb6KDwT9ZmqOe2YyfTbuzf6Uk+vwUwz/UlRIfUMuhFh8DcM+HrnmhsgI1ltTHNGKPyfWLBnlpuvnz8+Kl7Fm0nl0NlqsPR7H27GDq+R0WHZj7Sr3c+Oy3hp/JT6HjRoZzfjGdPaf41ZdpEkvY+/v3HS5k5OeEfuUUHW+05mn2jkD2egnBnrmMhOowvOnR/u3yc3ayyTOQMf51OdAgnjgzXsX+f1MXurm4nbpBU2HnJSIeBi92+r0sWiMx2nKn3Q7LooHnGtIhNAsW+9ikb37hrNC9W6cIiWvbBokN4XFTdo+dPoe1RgucktOtUbI79bUD06YfYUm382vZyd6gn59L3ZuTv/YlwuH+GXy8or9aHBpTh/9u7dhvXdSC6LS0MuBUDztzGJjd1Dy9RAa5gM1ewySYbugU34BdYH36HM+RQJuUj4ODh3ZUlSpwzJI9mhsWpStZvJIWKGc8FG6tiY2qig7V7xbT+2AeiHDS5EZvPyO/l28nzGvP20t5cm/POBPyZ/+2y8Me7vqad1uCpjuhQhzfr2lMOv1rGh/k/Xh7RWBTOM8DpxyWiAyN/6+Wig0italh0EKpueaKD04as8zLqYrDUVYVaAoEUJNcJBB2GxM5VaohEajqwo0fC8LnOiTJx791JP+SKDqJ7tIX0ApCRxuQ8azpk2wg9nCAobspfWCTaXrxQogQ4/mQxGOkQndxMaUzLNodUQa0WJyyaokPod/4zE7v4zHMenQWhzEbuAVFSej6jvVIOFbRBR3S42zVOdvxtnmuIDrAxuj1qooOFfWBr9RrciF0z415u9ML1/Pic6gv82/tzl8i4wfLvhOgwI2jnynaqzlN5egUtBmryZmV7yuBXy/hInxT/0qIiOnycnB0N9gGyvEp0MEK3j+ZuAoZz7EJ0kDyHQHSYCLKzB4X5um6If+o87nNmVKzl75oQiKAwz6O2agw5yiw7f6rUSz9Jdksh0g+8939ih81TXJ+io6xrGGkG/sKql37IFB1Y92gLrAUgk3dJ/8apM8KwSdHCgmp7I6IDVdPBDe2Mv783FR08ztPpO/7XvRHJ+zD/3tiCMI+rDYgOUzuHs/XVu0j4hI1VsbFq6RWKdrnOItGJWhtOzlzYtp9QnQa2fyfGkSXSgYgk0LLTCjzlFZKMiBMQHZpFWnQgRAR6IRKHXa2cM/F8negQUwQ/J+WxQHRIQx4BkDT25HOUFZL0+znnPN6ihgO/mA7fkVs4nr3w56AT8JyGxM7v6QVZhuhAP3vBJOF2txfUqWfrph8U0ivY76MNBPuXSL2iJoa8PPG43anskiFpOxFNsH56xcmqCeJXEl8mWYchtCB6V9HB+ffgvEVYM6hgQRgLsX6X9Ip8LiXaS0zK2c8FG6tiY+uJDu2Hw5tj3LOegy30HIapTfHijiz/TooOP8tzsYvrZ9qp+14UeMqKDo1FB1flzfr2JOVXy6BFh8RWhEHHwRYdxg6wFi1TKBUz1HoV0eHubYX2ebyo1HRIQ1N04D6HvJCkt13i7hTI7eKcV1N0CLVhH90+59uoZ/J5PD++XfX6FnMCobQDrp0v/WQVI9yd5mq4OYWtzDZYWxp5YYuEowhxfXpXw7NGh7f9TzTErvV+yBUdMvq6EfAngWY0TnjALVnI/N3u/PoX1MAvaXvkfvIikGF/w7vG+NUr+ysfldImnGA2Z3Pcfl/ezVcoVeVGT+r+rj92ATfmgpBbrCxaW+Sqc76+6JDfhhIusexf3TfAxspsTOZjykSHGtyIt198L+NZDsPzuia/JhHCTbVw7Yvl35Oiwz0a5adqpx4UeGp8oAq3cfm7578q82Z1e2p0DM/BLDrMxdgCBVxiygq1EAEAQBEZE0pNgOvbhmwSSNdIIBcyLEGBKdBQk1RR240IFWu7y/34X8ZEz4hQsrfn4l4jEiWz249bpwUEjrFQaargs3RXkCZsziwmN+NipevFvwZ9EDZmTGSP53lLuq9QLRH2gtDsd2Prs9iC1Xo+4yNA6fkVRAd5mxW4ZNmCsZ2fEbpdUjMMNlbDxmQ+plR0qMGNJfVzfMduGgr7nRo82O3neg42555rLMq+WP6dIzoYPI9FwBbZaS2emn+fxlJvfUqnUFTjzer21OYYnoNl94rB3Vc8/vVx/jEWIgCgh2BNgLsR+fC60CpwfdsQTwKHeD2Q8jxNYT5nMKpL2Pbr5fFl7KgzpTWIijs6EUpTJBH3GlNI7rR71H/D5fFl7C1ORewchp/wfYx38SrBMsvmgrBrCdGTTcpXMqPzBKHv39bCwA2NdmzWjTgLRgZmnF9FdMhoswaXJP0Ua3PKN8DG9GxM6GPKRYca3LgQi1npOyWKnRv2F40G5Pp3pujwd1tSYeno3xw7rcTT+X2N1/fWp0Skbm3erG1PjY7hOWAUkiR+jIUIACiCrgmQDr2uB3B92+i1f7eS51gcDk5AXrh4HfRqc6w+A16OTfiGTmxM6mO65z6ghio87YQ3XLQ6hucAogMANIWQakyps+sAXN82uu3fjXwB4KSk5D0j40vSi9Ctzan0C1AdW/ANXdiY3Md0z31ADzV42gVvuGh3DM8BRAcAAJIA17eNfvt3IwPyHHJr5sZejBDMzAJSDS+8+rW5EZua2G4RG/ANPdhYho/pnvuAIirwtAfecNHwGJ4DiA4AACQBrm8bXffvEN/WuStcL4/Dzszl5dVWohCt89AAura5231bE9utonff0IGN5fiY7rkP6EKbpx3whouWx/AcQHQAACAJcH3bQP8CawM2BwDvCXAfAN4TEB0AAEgCXN820L/A2oDNAcB7AtwHgPdEsegAAAAAAAAAAAAAAAAQxKPg+P39Lfk5Dhw4OjnA9W0f6F8cax+wORw43vMA93HgeM/jfw9t/nBSa9Q1AAAAAElFTkSuQmCC" width="640" /><br />
Tan pronto vayamos teniendo confirmaciones por parte de las empresas iremos subiendo la información en el blog. Recordad que debeis solicitar vuestra Tarjeta Sanitaria Europea así como un el certificado de cuenta bancaria. No olvidéis tener vuestro DNI/Pasaporte en regla.<br />
Enhorabuena a los seleccionados.<br />
<br />
erasmushttp://www.blogger.com/profile/14074413755938365532noreply@blogger.com0tag:blogger.com,1999:blog-3953397467475845286.post-21638904273890767392019-11-13T03:01:00.001-08:002019-11-13T04:53:52.357-08:00RESULTADOS CALIFICACIONES INGLÉS Y 1º. RANKING PARA ELECCIÓN DE PLAZAS<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8_6xt2H9qdRc2kh-9RnOJeJAiU2NVWvESnzBtLlKrJDabYkrqrDFbYYvWFP36CGR5R2RvIQgr0x3eQnbrNgqslcu1qjEQ8Bo5gYafoAt6D92olJ8NkWluTnUrPdyNZ0YOOlxVFqZIIQE/s1600/EU+flag-Erasmus%252B.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="128" data-original-width="450" height="91" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8_6xt2H9qdRc2kh-9RnOJeJAiU2NVWvESnzBtLlKrJDabYkrqrDFbYYvWFP36CGR5R2RvIQgr0x3eQnbrNgqslcu1qjEQ8Bo5gYafoAt6D92olJ8NkWluTnUrPdyNZ0YOOlxVFqZIIQE/s320/EU+flag-Erasmus%252B.jpg" width="320" /></a></div>
A continuación, aparecen por orden el ranking de alumn@s ordenados por calificaciones de acuerdo a los criterios de adjudicación de plazas (solo hay 8 plazas).<br />
Por la presente, se convoca a los 15 primeros alumn@s a la reunión que tendrá lugar el próximo 19 de noviembre (martes) en el salón de actos a 3ª hora (10:15) en la que se llevará a cabo la adjudicación de las empresas por orden. Se ha convocado a más alumnado que plazas por si hay renuncias. El resto de alumnado del ranking no tiene que ir a dicha reunión y solo si quedan plazas sin adjudicar nos pondremos en contacto por orden del ranking. <br />
<a href="https://www.blogger.com/blogger.g?blogID=3953397467475845286" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>Asimismo, es necesario que para la reunión hayais subido en el enlace adjunto vuestro CV Europass en inglés.<br />
Debéis subirlo en este enlace:<br />
https://forms.gle/npjRsxJwpKDtb25N9<br />
Os rogamos máxima puntualidad, ya que el alumnado que no se presente a dicha reunión se entiende que renuncia automáticamente a su plaza Erasmus.<br />
<br />
RANKING PUNTUACIÓN (salvo error u omisión)<br />
<a href="https://www.blogger.com/blogger.g?blogID=3953397467475845286" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><img alt="" height="266" 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" width="640" /><br />
<br />
Resto alumnado no convocados:<br />
<img alt="" height="240" 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" width="640" /><br />
El alumnado que no aparece en lista es porque no se ha presentado a una o varias pruebas.<br />
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<br />erasmushttp://www.blogger.com/profile/14074413755938365532noreply@blogger.com0tag:blogger.com,1999:blog-3953397467475845286.post-16448698078176096812019-11-11T05:18:00.001-08:002019-11-11T05:18:53.832-08:00Aspectos a tener en cuenta para buscar una empresa<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8_6xt2H9qdRc2kh-9RnOJeJAiU2NVWvESnzBtLlKrJDabYkrqrDFbYYvWFP36CGR5R2RvIQgr0x3eQnbrNgqslcu1qjEQ8Bo5gYafoAt6D92olJ8NkWluTnUrPdyNZ0YOOlxVFqZIIQE/s1600/EU+flag-Erasmus%252B.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="128" data-original-width="450" height="91" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8_6xt2H9qdRc2kh-9RnOJeJAiU2NVWvESnzBtLlKrJDabYkrqrDFbYYvWFP36CGR5R2RvIQgr0x3eQnbrNgqslcu1qjEQ8Bo5gYafoAt6D92olJ8NkWluTnUrPdyNZ0YOOlxVFqZIIQE/s320/EU+flag-Erasmus%252B.jpg" width="320" /></a></div>
<span style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> Aquel alumnado que tenga particular interés en realizar la FCT en una determinada empresa de la U.E. distinta de las indicadas en el post anterior, os recomendamos que enviéis una carta de presentación a dicha/s empresas incluyendo los aspectos que se citan más abajo. Recordad que la carta debe ser personal e incluir vuestro CV Europass. La fecha límite para obtener una respuesta positiva por parte de la empresa es el día 24 de noviembre de 2020. </span><br />
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<span style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><span style="font-size: 12.0pt; line-height: 107%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Aquell@s alumn@s que hayan recibido
una respuesta positiva por parte de la empresa destino deberá comunicarlo
inmediatamente al departamento internacional al <span class="MsoHyperlink"><a href="mailto:btvillafaina@gmail.com">btvillafaina@gmail.com</a></span> para que
éste determine la conveniencia de la empresa y si es así, gestione la
documentación necesaria</span></span><br />
<br />
<span style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Algunos
puntos que debéis tocar en vuestra carta para conseguir el interés de una
empresa en la U.E.</span><br />
<div class="m3128187399143206216gmail-m-6558419727179767001gmail-m8546834483348538302gmail-m4508061464986224918gmail-standard" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 17.85pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-indent: -17.85pt;">
<span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "calibri" , sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Proyect 2019-1-ES01-KA103-062977</span></div>
<div class="m3128187399143206216gmail-m-6558419727179767001gmail-m8546834483348538302gmail-m4508061464986224918gmail-standard" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 17.85pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-indent: -17.85pt;">
<span lang="EN-GB" style="font-family: "symbol"; mso-ansi-language: EN-GB; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="EN-GB" style="font-family: "calibri" , sans-serif; mso-ansi-language: EN-GB; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Apply for a placement as Erasmus student
in your company.</span></div>
<div class="m3128187399143206216gmail-m-6558419727179767001gmail-m8546834483348538302gmail-m4508061464986224918gmail-standard" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 17.85pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-indent: -17.85pt;">
<span lang="EN-GB" style="font-family: "symbol"; mso-ansi-language: EN-GB; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="EN-GB" style="font-family: "calibri" , sans-serif; mso-ansi-language: EN-GB; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">The internship period would be 90 days in
the welcoming country, five days a week and a maximum of 7 hours per day.</span></div>
<div class="m3128187399143206216gmail-m-6558419727179767001gmail-m8546834483348538302gmail-m4508061464986224918gmail-standard" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 17.85pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-indent: -17.85pt;">
<span lang="EN-GB" style="font-family: "symbol"; mso-ansi-language: EN-GB; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="EN-GB" style="font-family: "calibri" , sans-serif; mso-ansi-language: EN-GB; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">The internship period would take place
between March and June 2020.<span style="mso-spacerun: yes;"> </span>We should
be back before ending June.</span></div>
<div class="m3128187399143206216gmail-m-6558419727179767001gmail-m8546834483348538302gmail-m4508061464986224918gmail-standard" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 17.85pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-indent: -17.85pt;">
<span lang="EN-GB" style="font-family: "symbol"; mso-ansi-language: EN-GB; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="EN-GB" style="font-family: "calibri" , sans-serif; mso-ansi-language: EN-GB; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Attending (Higher Technician in Tourism
Management or Higher Technician in Culinary or Restaurant Management) and must
pass a selection process.</span></div>
<div class="m3128187399143206216gmail-m-6558419727179767001gmail-m8546834483348538302gmail-m4508061464986224918gmail-standard" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 17.85pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-indent: -17.85pt;">
<span lang="EN-GB" style="font-family: "symbol"; mso-ansi-language: EN-GB; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span lang="EN-GB" style="font-family: "calibri" , sans-serif; mso-ansi-language: EN-GB; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Health and travel insurance included and according
to the Erasmus Programme the company does not have to pay any salary for the
internship period.</span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 17.85pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -17.85pt;">
<span lang="EN-GB" style="font-family: "symbol"; font-size: 12.0pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="EN-GB" style="font-size: 12.0pt; mso-ansi-language: EN-GB; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">“I should be obliged if you would be interested in me
as a student in the Erasmus Programme. As soon as you confirm your interest I
will report it to the International Department of my School that will get in
contact with you.</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 17.85pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -17.85pt;">
<span lang="EN-GB" style="font-family: "symbol"; font-size: 12.0pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="EN-GB" style="font-size: 12.0pt; mso-ansi-language: EN-GB; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Attach your Europass CV in English</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 17.85pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -17.85pt;">
<span lang="EN-GB" style="font-family: "symbol"; font-size: 12.0pt;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="EN-GB" style="font-size: 12.0pt; mso-ansi-language: EN-GB; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">You should point out why you are interested in that
particular company and what are you main qualities (language knowledge,
attitude…).</span><br />
<br />
<span lang="EN-GB" style="font-size: 12.0pt; mso-ansi-language: EN-GB; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">A lo largo de esta semana se colgarán las calificaciones finales y el ranking definitivo de alumno/as </span></div>
<div class="MsoNormal" style="margin-left: 18.0pt;">
<br /></div>
<div class="MsoNormal">
<br /></div>
<br />erasmushttp://www.blogger.com/profile/14074413755938365532noreply@blogger.com0tag:blogger.com,1999:blog-3953397467475845286.post-39193665711210373292019-11-07T05:36:00.001-08:002019-11-07T05:36:53.408-08:00Empresas interesadas en acoger alumnado Erasmus+<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8_6xt2H9qdRc2kh-9RnOJeJAiU2NVWvESnzBtLlKrJDabYkrqrDFbYYvWFP36CGR5R2RvIQgr0x3eQnbrNgqslcu1qjEQ8Bo5gYafoAt6D92olJ8NkWluTnUrPdyNZ0YOOlxVFqZIIQE/s1600/EU+flag-Erasmus%252B.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="128" data-original-width="450" height="91" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8_6xt2H9qdRc2kh-9RnOJeJAiU2NVWvESnzBtLlKrJDabYkrqrDFbYYvWFP36CGR5R2RvIQgr0x3eQnbrNgqslcu1qjEQ8Bo5gYafoAt6D92olJ8NkWluTnUrPdyNZ0YOOlxVFqZIIQE/s320/EU+flag-Erasmus%252B.jpg" width="320" /></a></div>
<br />
A continuación aparecen las empresas que tienen interés en alumnado del Centro para realizar la FCT en países de la U.E. Con independencia de dichas empresas, el alumnado que consiga plaza Erasmus podrá buscar su propia empresa donde realizar las prácticas, siempre y cuando se consiga en plazo requerido. En breve se darán indicaciones para que os ayuden a buscar una empresa en un país de la U.E.<br />
<img alt="" height="177" src="data:image/png;base64,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<br />erasmushttp://www.blogger.com/profile/14074413755938365532noreply@blogger.com0tag:blogger.com,1999:blog-3953397467475845286.post-14980031324946240442019-10-24T03:29:00.001-07:002019-10-28T04:27:52.204-07:00FECHAS PRUEBAS IDONEIDAD E INGLÉS ERASMUS+<div class="separator" style="clear: both; text-align: center;">
<a href="https://www.blogger.com/blogger.g?blogID=3953397467475845286" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=3953397467475845286" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=3953397467475845286" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=3953397467475845286" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=3953397467475845286" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=3953397467475845286" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=3953397467475845286" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=3953397467475845286" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=3953397467475845286" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=3953397467475845286" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=3953397467475845286" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=3953397467475845286" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=3953397467475845286" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=3953397467475845286" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=3953397467475845286" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8_6xt2H9qdRc2kh-9RnOJeJAiU2NVWvESnzBtLlKrJDabYkrqrDFbYYvWFP36CGR5R2RvIQgr0x3eQnbrNgqslcu1qjEQ8Bo5gYafoAt6D92olJ8NkWluTnUrPdyNZ0YOOlxVFqZIIQE/s1600/EU+flag-Erasmus%252B.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="128" data-original-width="450" height="91" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8_6xt2H9qdRc2kh-9RnOJeJAiU2NVWvESnzBtLlKrJDabYkrqrDFbYYvWFP36CGR5R2RvIQgr0x3eQnbrNgqslcu1qjEQ8Bo5gYafoAt6D92olJ8NkWluTnUrPdyNZ0YOOlxVFqZIIQE/s320/EU+flag-Erasmus%252B.jpg" width="320" /></a></div>
A continuación, indicamos las fechas de realización de exámenes de
inglés B1 y pruebas de idoneidad. Os recuerdo que es obligatoria su
superación para tener la posibilidad de realizar las prácticas de FCT en
un país de la U.E.<br />
<u>Nota importante </u>: recordad que debeis asistir al <b>examen reading/listening</b> de inglés, al <b>examen oral </b>y a la<b> prueba de idoneidad</b>.
Las calificaciones se colgarán antes del 15 de noviembre. Es muy
importante que estéis pendientes de las nuevas notificaciones que se
llevarán a cabo una vez que se suban a este blog el listado de alumnos
aprobados.<br />
<br /><img alt="" height="302" 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" 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" 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" width="640" />erasmushttp://www.blogger.com/profile/14074413755938365532noreply@blogger.com0tag:blogger.com,1999:blog-3953397467475845286.post-33030240303033866102019-10-17T05:11:00.002-07:002019-10-17T05:12:40.606-07:00<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8_6xt2H9qdRc2kh-9RnOJeJAiU2NVWvESnzBtLlKrJDabYkrqrDFbYYvWFP36CGR5R2RvIQgr0x3eQnbrNgqslcu1qjEQ8Bo5gYafoAt6D92olJ8NkWluTnUrPdyNZ0YOOlxVFqZIIQE/s1600/EU+flag-Erasmus%252B.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="128" data-original-width="450" height="91" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8_6xt2H9qdRc2kh-9RnOJeJAiU2NVWvESnzBtLlKrJDabYkrqrDFbYYvWFP36CGR5R2RvIQgr0x3eQnbrNgqslcu1qjEQ8Bo5gYafoAt6D92olJ8NkWluTnUrPdyNZ0YOOlxVFqZIIQE/s320/EU+flag-Erasmus%252B.jpg" width="320" /></a></div>
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<b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">FORMACIÓN EN CENTROS DE TRABAJO EN EUROPA. CONDICIONES
PARTICULARES</span></b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"></span></div>
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<b><u><span style="color: #38761d; font-family: "times new roman" , serif; font-size: 12.0pt;">SELECCIÓN DEL ALUMNADO</span></u></b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"></span></div>
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<ul type="disc">
<li class="MsoNormal" style="line-height: normal; mso-list: l6 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Todo el
alumnado que desee realizar la FCT en el extranjero debe rellenar el
siguiente formulario de Google docs con anterioridad al 22 de octubre (martes)
de 2019. Para ello debe introducir sus datos en el siguiente enlace: </span><a href="https://forms.gle/EgXsT2Y1nXuVcS8g9">https://forms.gle/EgXsT2Y1nXuVcS8g9</a><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l6 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">El
alumnado que solicite la beca debe cursar segundo curso de un <b>Ciclo de
Grado Superior</b> en el CPIFP Hurtado de Mendoza. </span></li>
</ul>
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<li class="MsoNormal" style="line-height: normal; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Haber superado
el proceso de selección. </span></li>
</ul>
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<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Toda la
información de interés se dará a conocer a través del “Erasmus Corner”, a
través del facebook del centro y del Blog de Relaciones Internacionales que
puedes encontrar en nuestra web:</span></div>
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<a href="http://hurtadodemendozaimd.blogspot.com.es/"><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">http://hurtadodemendozaimd.blogspot.com.es/</span></a><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"></span></div>
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<b><u><span style="color: #38761d; font-family: "times new roman" , serif; font-size: 12.0pt;">ENTREVISTA DE SELECCIÓN</span></u></b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Previsiblemente
durante el mes de <b>noviembre de 2019</b> se convocará a los
candidatos a una entrevista de selección consistente en:</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">1- Prueba de
idoneidad y madurez</span></b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"> en el
que se observarán la madurez y actitud de los candidatos, su capacidad para la
resolución de problemas, el compromiso con las normas y el proceso de estudio y
la destreza para una gestión autónoma. (Comisión Evaluadora formada por
Departamento de Orientación, Coordinadora del Proyecto)</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">2-
Valoración Lingüística en inglés a partir de B1</span></b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">. Se recreará una entrevista laboral
que incorpore preguntas relacionadas con el ciclo que cursa, su grado de
madurez y los motivos de la solicitud. La prueba tomará como referencia los
contenidos establecidos con respecto a la Intereacción (comprensión y expresión
oral) del Nivel B1 del Marco Europeo de Referencia de Lenguas. (Comisión
Evaluadora: Departamento de Idiomas y Coordinadora del Proyecto)</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Los
resultados de la prueba de selección serán publicados en los distintos medios
de difusión indicados.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
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<b><u><span style="color: #38761d; font-family: "times new roman" , serif; font-size: 12.0pt;">ADJUDICACIÓN DE PLAZAS</span></u></b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Para la
adjudicación de plazas el alumno debe superar los siguientes criterios:</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">1. Nivel
acreditado en lengua extranjera nivel B1. APTO</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">2. Informes
de idoneidad, que debe ser APTO</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">3.
Entrevista final personal, que debe ser APTO</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Las plazas
se irán adjudicando al resto del alumnado seleccionado, según las necesidades
de las empresas colaboradoras con las que cuenta el centro y/o el Consorcio de
la Dirección General de FP y los siguientes porcentajes:</span></b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">1.
Calificación media en las notas de primero de su ciclo. 40%</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">2. Nota en
la prueba de Nivel de inglés. 60%</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">En caso de
empate se recurrirá al alumno que tenga mejor calificación media de las notas
de primer curso de su ciclo. En cualquier caso, y conservando los criterios
anteriores, el centro velará por la igualdad de oportunidades en el acceso y
por la integración del alumnado.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 12.0pt;">
<br /></div>
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<b><u><span style="color: #38761d; font-family: "times new roman" , serif; font-size: 12.0pt;">PARTICIPACIÓN Y COMPROMISOS</span></u></b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 12.0pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">En todo
caso, el Centro se compromete a supervisar los documentos necesarios: seguros y
otros documentos, así como a colaborar, si fuese preciso, en la búsqueda activa
de empresas para la formación.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">El 70% de la
beca se abonará no más tarde de la fecha de inicio del periodo de movilidad o
tras la recepción de la confirmación de la llegada El 30% restante se abonará
una vez hayan finalizado las prácticas y se elabore por parte del alumno el
informe final exigido. La institución de destino certificará la actividad
realizada y el centro de origen CPIFP Hurtado de Mendoza la reconocerá
formalmente como parte de la FCT.</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Una vez
firmado el Acuerdo de Aprendizaje, el alumnado seleccionado deberá observar
estos compromisos:</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<ul type="disc">
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Llevar
a cabo dicho acuerdo y, por tanto, realizar la formación, comunicando por
escrito, en su caso, la posible renuncia y justificando las razones, que
siempre supondrán perder la ayuda y la convocatoria de Formación en
Centros de Trabajo.</span></li>
</ul>
<ul type="disc">
<li class="MsoNormal" style="line-height: normal; mso-list: l5 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Disponer
antes de la movilidad de un Acuerdo de Formación/Aprendizaje firmado por
la empresa que acoge, el CPIFP Hurtado de Mendoza y el propio interesado.</span></li>
</ul>
<ul type="disc">
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo5; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Aportar,
antes de la movilidad, fotocopia de DNI o pasaporte vigente, nº IBAN de
c/c de la que sea titular, seguro de viaje, repatriación y accidente, así
como la tarjeta sanitaria europea.</span></li>
</ul>
<ul type="disc">
<li class="MsoNormal" style="line-height: normal; mso-list: l4 level1 lfo6; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">El
alumnado se compromete a participar en la plataforma moodle habilitada
para su seguimiento por parte de su tutor docente.</span></li>
</ul>
<ul type="disc">
<li class="MsoNormal" style="line-height: normal; mso-list: l7 level1 lfo7; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Realizar
la prueba inicial de idioma, el seguimiento del curso y la prueba final
del curso de apoyo lingüístico a través de la OLS (Online Linguistic
Support).</span></li>
</ul>
<ul type="disc">
<li class="MsoNormal" style="line-height: normal; mso-list: l2 level1 lfo8; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">A la
vuelta, disponer del certificado de las actividades realizadas, que expide
la empresa de acogida según el acuerdo de aprendizaje previamente
establecido.</span></li>
</ul>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 12.0pt;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;"><br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><u><span style="color: #38761d; font-family: "times new roman" , serif; font-size: 12.0pt;">PERIODO DE REALIZACIÓN DE PRÁCTICAS</span></u></b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Está
previsto que el alumnado seleccionado realice la movilidad a partir del mes de
marzo, finalizando las mismas antes del 20 de junio de 2019.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 12.0pt;">
<span style="font-family: "times new roman" , serif; font-size: 12.0pt;"><br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<b><u><span style="color: #38761d; font-family: "times new roman" , serif; font-size: 12.0pt;">IMPORTE DE LA BECA</span></u></b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"><br />
<br />
Los importes aprobados en el programa Erasmus+ FCT 2019/2020 son:</span></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="mso-cellspacing: 0cm; mso-padding-alt: 1.0pt 1.0pt 1.0pt 1.0pt; mso-yfti-tbllook: 1184; width: 649px;">
<tbody>
<tr style="height: 95.0pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="height: 95.0pt; padding: 1.0pt 1.0pt 1.0pt 1.0pt; width: 97.5pt;" valign="top" width="130"><div align="center" class="MsoNormal" style="line-height: normal; text-align: center;">
<u><span style="font-family: "newsgottmed"; font-size: 12.0pt;">Grupo 1</span></u><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "newsgottmed"; font-size: 12.0pt;">Pa</span><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">í</span><span style="font-family: "newsgottmed"; font-size: 12.0pt;">ses del
Programa con costes de vida m</span><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">á</span><span style="font-family: "newsgottmed"; font-size: 12.0pt;">s alto</span><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"></span></div>
</td>
<td style="height: 95.0pt; padding: 1.0pt 1.0pt 1.0pt 1.0pt; width: 128.25pt;" valign="top" width="171"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="PT" style="font-family: "newsgottmed"; font-size: 12.0pt;">Dinamarca, Finlandia,
Irlanda, Islandia, Liechtenstein, Luxemburgo, Noruega, Reino Unido, Suecia</span></div>
</td>
<td style="height: 95.0pt; padding: 1.0pt 1.0pt 1.0pt 1.0pt; width: 87.75pt;" valign="top" width="117"><div align="center" class="MsoNormal" style="line-height: normal; text-align: center;">
<b><span style="font-family: "newsgottmed"; font-size: 12.0pt;">FONDO UE</span></b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; text-align: center;">
<b><span style="font-family: "newsgottmed"; font-size: 12.0pt;">1200 €</span></b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "newsgottmed"; font-size: 12.0pt;">Recibido durante la estancia</span><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"></span></div>
</td>
<td style="height: 95.0pt; padding: 1.0pt 1.0pt 1.0pt 1.0pt; width: 159.75pt;" valign="top" width="213"><div align="center" class="MsoNormal" style="line-height: normal; text-align: center;">
<b><span style="font-family: "newsgottmed"; font-size: 12.0pt;">FINANCIACI</span></b><b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Ó</span></b><b><span style="font-family: "newsgottmed"; font-size: 12.0pt;">N DE LA JUNTA
DE<br />
ANDALUC</span></b><b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">Í</span></b><b><span style="font-family: "newsgottmed"; font-size: 12.0pt;">A (aprox.)</span></b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; text-align: center;">
<b><span style="font-family: "newsgottmed"; font-size: 12.0pt;">300 - 750 €</span></b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "newsgottmed"; font-size: 12.0pt;">Se recibe con posterioridad a la
vuelta del alumnado y siempre que se haya aportado la documentaci</span><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">ó</span><span style="font-family: "newsgottmed"; font-size: 12.0pt;">n propia del
proyecto.</span><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="padding: 1.0pt 1.0pt 1.0pt 1.0pt; width: 97.5pt;" valign="top" width="130"><div align="center" class="MsoNormal" style="line-height: normal; text-align: center;">
<u><span style="font-family: "newsgottmed"; font-size: 12.0pt;">Grupo 2</span></u><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "newsgottmed"; font-size: 12.0pt;">Pa</span><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">í</span><span style="font-family: "newsgottmed"; font-size: 12.0pt;">ses del
Programa con costes de vida medios</span><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"></span></div>
</td>
<td style="padding: 1.0pt 1.0pt 1.0pt 1.0pt; width: 128.25pt;" valign="top" width="171"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "newsgottmed"; font-size: 12.0pt;">Alemania, Austria, B</span><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">é</span><span style="font-family: "newsgottmed"; font-size: 12.0pt;">lgica,</span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "newsgottmed"; font-size: 12.0pt;">Chipre, Espa</span><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">ñ</span><span style="font-family: "newsgottmed"; font-size: 12.0pt;">a, Francia,
Grecia,</span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "newsgottmed"; font-size: 12.0pt;">Italia, Malta, Pa</span><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">í</span><span style="font-family: "newsgottmed"; font-size: 12.0pt;">ses Bajos,</span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "newsgottmed"; font-size: 12.0pt;">Portugal</span></div>
</td>
<td style="padding: 1.0pt 1.0pt 1.0pt 1.0pt; width: 87.75pt;" valign="top" width="117"><div align="center" class="MsoNormal" style="line-height: normal; text-align: center;">
<b><span style="font-family: "newsgottmed"; font-size: 12.0pt;">1050 €</span></b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "newsgottmed"; font-size: 12.0pt;">Recibido durante la estancia</span><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"></span></div>
</td>
<td style="padding: 1.0pt 1.0pt 1.0pt 1.0pt; width: 159.75pt;" valign="top" width="213"><div align="center" class="MsoNormal" style="line-height: normal; text-align: center;">
<b><span style="font-family: "newsgottmed"; font-size: 12.0pt;">300 - 750 €</span></b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"></span></div>
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<span style="font-family: "newsgottmed"; font-size: 12.0pt;">Se recibe con posterioridad a la
vuelta del alumnado y siempre que se haya aportado la documentaci</span><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">ó</span><span style="font-family: "newsgottmed"; font-size: 12.0pt;">n propia del
proyecto.</span><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"></span></div>
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<td style="height: 66.0pt; padding: 1.0pt 1.0pt 1.0pt 1.0pt; width: 97.5pt;" valign="top" width="130"><div align="center" class="MsoNormal" style="line-height: normal; text-align: center;">
<u><span style="font-family: "newsgottmed"; font-size: 12.0pt;">Grupo 3</span></u><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "newsgottmed"; font-size: 12.0pt;">Pa</span><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">í</span><span style="font-family: "newsgottmed"; font-size: 12.0pt;">ses del
Programa con costes de vida m</span><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">á</span><span style="font-family: "newsgottmed"; font-size: 12.0pt;">s bajos</span><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"></span></div>
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<td style="height: 66.0pt; padding: 1.0pt 1.0pt 1.0pt 1.0pt; width: 128.25pt;" valign="top" width="171"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="PT" style="font-family: "newsgottmed"; font-size: 12.0pt;">Bulgaria,
Croacia, Eslovaquia,</span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="PT" style="font-family: "newsgottmed"; font-size: 12.0pt;">Eslovenia,
Estonia, Hungr</span><span lang="PT" style="font-family: "times new roman" , serif; font-size: 12.0pt;">í</span><span lang="PT" style="font-family: "newsgottmed"; font-size: 12.0pt;">a,</span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="PT" style="font-family: "newsgottmed"; font-size: 12.0pt;">Letonia, Lituania,
Macedonia del</span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span lang="PT" style="font-family: "newsgottmed"; font-size: 12.0pt;">Norte,
Polonia, Rep</span><span lang="PT" style="font-family: "times new roman" , serif; font-size: 12.0pt;">ú</span><span lang="PT" style="font-family: "newsgottmed"; font-size: 12.0pt;">blica Checa,</span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "newsgottmed"; font-size: 12.0pt;">Ruman</span><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">í</span><span style="font-family: "newsgottmed"; font-size: 12.0pt;">a, Serbia,
Turqu</span><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">í</span><span style="font-family: "newsgottmed"; font-size: 12.0pt;">a</span></div>
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<td style="height: 66.0pt; padding: 1.0pt 1.0pt 1.0pt 1.0pt; width: 87.75pt;" valign="top" width="117"><div align="center" class="MsoNormal" style="line-height: normal; text-align: center;">
<b><span style="font-family: "newsgottmed"; font-size: 12.0pt;">900 €</span></b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "newsgottmed"; font-size: 12.0pt;">Recibido durante la estancia</span><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"></span></div>
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<td style="height: 66.0pt; padding: 1.0pt 1.0pt 1.0pt 1.0pt; width: 159.75pt;" valign="top" width="213"><div align="center" class="MsoNormal" style="line-height: normal; text-align: center;">
<b><span style="font-family: "newsgottmed"; font-size: 12.0pt;">300 - 750 €</span></b><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "newsgottmed"; font-size: 12.0pt;">Se recibe con posterioridad a la
vuelta del alumnado y siempre que se haya aportado la documentaci</span><span style="font-family: "times new roman" , serif; font-size: 12.0pt;">ó</span><span style="font-family: "newsgottmed"; font-size: 12.0pt;">n propia del
proyecto.</span><span style="font-family: "times new roman" , serif; font-size: 12.0pt;"></span></div>
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<![endif]--><br />erasmushttp://www.blogger.com/profile/14074413755938365532noreply@blogger.com0tag:blogger.com,1999:blog-3953397467475845286.post-64301252363406490782019-10-16T11:10:00.000-07:002019-12-27T07:28:38.005-08:00Finaliza el programa SIT:IER<div align="CENTER" style="margin-bottom: 0cm;">
<b><u>FINALIZA EL PROGRAMA DE ERASMUS+ SIT:IER</u></b><br />
<b><br /></b><b>PROGRAMA ERASMUS+ (KA202) -2017-1-ESO1-KA202-038307</b><br />
<b><br /></b><b>SHARING INNOVATIVE TEACHING METHODOLOGIES: IMPROVING EMPLOYABILITY RATES</b><br />
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggpczezArfXGta1yvElXB8oQhZ_EoLwrKfyl-8zZAUc9Vb726Rh3Ar_E_WZV-EIpsZ9di09XOk8VSOowVKlg5vhU0BZOBNly5oSbMcb7-YbBDk6O3yR6MHsGLH0gU_t4e2VX0hIWbUAcw4/s1600/ACRONYM3.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="361" data-original-width="1082" height="132" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggpczezArfXGta1yvElXB8oQhZ_EoLwrKfyl-8zZAUc9Vb726Rh3Ar_E_WZV-EIpsZ9di09XOk8VSOowVKlg5vhU0BZOBNly5oSbMcb7-YbBDk6O3yR6MHsGLH0gU_t4e2VX0hIWbUAcw4/s400/ACRONYM3.png" width="400" /></a></div>
<div align="CENTER" lang="en-GB" style="margin-bottom: 0cm;">
<b><br /></b></div>
<div align="CENTER" lang="en-GB" style="margin-bottom: 0cm;">
<div style="text-align: justify;">
En los próximos días finaliza nuestro programa de Erasmus+ KA2 (Sharing innovative teaching methodologies: improving employability rates) tras 2 intensos años en los que se han compartido buenas prácticas entre las 4 instituciones participantes. Además, alumnado de Gotemburgo (Suecia), Loreto (Italia) y de nuestro Centro pudieron participar en movilidades en las tres ciudades donde se han formado en:<br />
<br />
- La mejora de las capacidades empresariales.<br />
- El apoyo a la inclusión social y a la accesibilidad.<br />
- El aumento de la integración digital.<br />
- El aumento de la empleabilidad de los estudiantes en los sectores de la hostelería y el turismo.<br />
<br />
Agradecemos a todas las entidades y empresas que han colaborado en este programa a lo largo de estos dos años. En especial, queremos dar las gracias a nuestros socios Istituto Einstein-Nebbia, Ester Mosessons Gymnasium y la Federación Provincial de Empresas de Hostelería y Turismo de Granada. Con motivo de la finalización de SIT:IER queremos compartir este vídeo donde se resumen las actividades que se han llevado a cabo.<br />
<br />
<a href="https://www.youtube.com/watch?v=OyjK3E1s0x4">https://www.youtube.com/watch?v=OyjK3E1s0x4</a><br />
<br />
<br />
----<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGWJgKGsRwDAFOp517fj8oDdR_79n0JoPi2G-woVSh8TerOFtrx9AcBZhaVEF2TgboY16fMvnP5k7LJ2XlHhECy59u-gvQimmZTlLqV0Rts3SAcvz_NL_wZP-kV4qFuXVj8s8CRo963nW2/s1600/cofinanciado.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="389" data-original-width="1600" height="48" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGWJgKGsRwDAFOp517fj8oDdR_79n0JoPi2G-woVSh8TerOFtrx9AcBZhaVEF2TgboY16fMvnP5k7LJ2XlHhECy59u-gvQimmZTlLqV0Rts3SAcvz_NL_wZP-kV4qFuXVj8s8CRo963nW2/s200/cofinanciado.png" width="200" /></a></div>
<br />
<br />
<span style="font-size: xx-small;"><br /></span>
<span style="font-size: xx-small;"><br /></span><span style="font-size: xx-small;"><br /></span><br />
<span style="font-size: xx-small;">El proyecto "Sharing innovative teaching methodologies: improving employability rates” está cofinanciado por el programa Erasmus+ de la Unión Europea. El contenido de esta publicación es responsabilidad exclusiva del CPIFP Hurtado de Mendoza y ni la Comisión Europea, ni el Servicio Español para la Internacionalización de la Educación (SEPIE) son responsables del uso que pueda hacerse de la información aquí difundida.</span></div>
</div>
Jose Vegahttp://www.blogger.com/profile/09416820143410499029noreply@blogger.com0tag:blogger.com,1999:blog-3953397467475845286.post-40203831141800552852019-09-26T03:14:00.000-07:002019-09-26T03:18:49.945-07:00ERASMUS+ SESIONES INFORMATIVAS<!--[if !mso]>
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<b><i><span style="color: #0070c0; font-size: 22.0pt;">¿Te lo vas a perder…?</span></i></b></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnPorxZUaFz_6f3vMYwm80-vGuXzSckTd2C8swSKQtovxrh1bTdQm-9KB6MwcRjx4xxqpVC_bK7pZHjnuU1DhxQ0ITDUgXObJTz2Toax00IEz0n9AzpnWq_jfCJWVK12pqZNm9pu1gFYw/s1600/erasmus%252B%252B.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="217" data-original-width="567" height="151" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnPorxZUaFz_6f3vMYwm80-vGuXzSckTd2C8swSKQtovxrh1bTdQm-9KB6MwcRjx4xxqpVC_bK7pZHjnuU1DhxQ0ITDUgXObJTz2Toax00IEz0n9AzpnWq_jfCJWVK12pqZNm9pu1gFYw/s400/erasmus%252B%252B.png" width="400" /></a></div>
<span style="mso-no-proof: yes;"></span><b><span style="color: #0070c0; font-size: 22.0pt;"></span></b><br />
<div align="center" style="text-align: center;">
<i><b><span style="color: #0070c0; font-size: 22.0pt;">SESIONES INFORMATIVAS</span></b></i></div>
<div align="center" style="text-align: center;">
<u><i><b><span style="color: #0070c0; font-size: 22.0pt;"></span></b></i></u></div>
<b><u><span style="font-size: 14.0pt;"><br /></span></u></b>
<br />
<div style="text-align: center;">
<span style="font-size: small;"><b><u>VIERNES 18 OCT, 3ª HORA (SALÓN DE
ACTOS)</u></b></span></div>
<span style="font-size: small;">
</span><br />
<ul style="text-align: left;">
<li><span style="font-size: small;"><span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="font-family: "times new roman"; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"></span></span><span dir="LTR"></span>2º GUÍA, INFORMACIÓN Y ASISTENCIAS TURÍSTICAS<span style="font-family: "symbol"; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="font-family: "times new roman"; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span></li>
<li><span style="font-size: small;"><span dir="LTR"></span>2º GESTIÓN DE ALOJAMIENTOS TURÍSTICOS (DUAL Y PRESENCIAL)</span>
</li>
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<br />
<div style="text-align: center;">
<span style="font-size: small;"><b><u>VIERNES, 18 OCT, 4ª HORA (SALÓN DE
ACTOS)</u></b></span></div>
<br />
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Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
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<li><span style="font-size: small;"><span>2º DIRECCIÓN
DE COCINA</span><span> </span></span></li>
<li><span style="font-size: small;"><span>2º
AGENCIA DE VIAJES Y GESTIÓN DE EVENTOS</span><span> </span></span></li>
<li><span style="font-size: small;"><span>2º
DIRECCIÓN DE SERVICIOS EN RESTAURACIÓN</span></span></li>
</ul>
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erasmushttp://www.blogger.com/profile/14074413755938365532noreply@blogger.com0tag:blogger.com,1999:blog-3953397467475845286.post-2618935455788929482019-09-18T03:10:00.000-07:002019-09-18T03:10:12.484-07:00ERASMUS. FCT EN PAÍSES DE LA U.E.<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8_6xt2H9qdRc2kh-9RnOJeJAiU2NVWvESnzBtLlKrJDabYkrqrDFbYYvWFP36CGR5R2RvIQgr0x3eQnbrNgqslcu1qjEQ8Bo5gYafoAt6D92olJ8NkWluTnUrPdyNZ0YOOlxVFqZIIQE/s1600/EU+flag-Erasmus%252B.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="128" data-original-width="450" height="91" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8_6xt2H9qdRc2kh-9RnOJeJAiU2NVWvESnzBtLlKrJDabYkrqrDFbYYvWFP36CGR5R2RvIQgr0x3eQnbrNgqslcu1qjEQ8Bo5gYafoAt6D92olJ8NkWluTnUrPdyNZ0YOOlxVFqZIIQE/s320/EU+flag-Erasmus%252B.jpg" width="320" /></a></div>
Estimado alumnado,<br />
En el mes de octubre tendrá lugar una reunión informativa para todo el alumnado de segundo curso de grado superior para informar acerca del procedimiento de selección de movilidades de FCT de alumnado a paises de la U.E. En el mes de septiembre se comunicará a todo el alumnado el día y la hora en la que tendrá lugar dicha sesión informativa.<br />
Un saludo,<br />
<br />
Borja Torres Villafaina<br />
INTERNATIONAL DEPARTMENT<br />
CPIFP HURTADO DE MENDOZA<br />
<br />erasmushttp://www.blogger.com/profile/14074413755938365532noreply@blogger.com0tag:blogger.com,1999:blog-3953397467475845286.post-9955711234370258102019-05-29T14:08:00.002-07:002019-12-27T07:30:30.976-08:00Memoria de la movilidad a Gotemburgo (Suecia)<div align="CENTER" style="margin-bottom: 0cm;">
<b>MEMORIA DE LA MOVILIDAD-JOBSHADOWING EN GOTEMBURGO (SUECIA)</b><br />
<b><br /></b><b>PROGRAMA ERASMUS+ (KA202) -2017-1-ESO1-KA202-038307</b><br />
<b><br /></b><b>SHARING INNOVATIVE TEACHING METHODOLOGIES: IMPROVING EMPLOYABILITY RATES</b><br />
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggpczezArfXGta1yvElXB8oQhZ_EoLwrKfyl-8zZAUc9Vb726Rh3Ar_E_WZV-EIpsZ9di09XOk8VSOowVKlg5vhU0BZOBNly5oSbMcb7-YbBDk6O3yR6MHsGLH0gU_t4e2VX0hIWbUAcw4/s1600/ACRONYM3.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="361" data-original-width="1082" height="132" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggpczezArfXGta1yvElXB8oQhZ_EoLwrKfyl-8zZAUc9Vb726Rh3Ar_E_WZV-EIpsZ9di09XOk8VSOowVKlg5vhU0BZOBNly5oSbMcb7-YbBDk6O3yR6MHsGLH0gU_t4e2VX0hIWbUAcw4/s400/ACRONYM3.png" width="400" /></a></div>
<div align="CENTER" lang="en-GB" style="margin-bottom: 0cm;">
<b><br /></b></div>
<div align="CENTER" lang="en-GB" style="margin-bottom: 0cm;">
<div style="text-align: justify;">
Disponible la memoria de la movilidad-jobshadowing a Gotemburgo (Suecia). Haz click en el siguiente enlace para poder visualizarla:<br />
<br />
<div style="text-align: center;">
<b><a href="https://issuu.com/josevega75/docs/memoria_suecia">MEMORIA DE SUECIA</a></b></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiT4WY86L_aR1ueJLsPSaOQJTg3J2K5Sr920x4taz5vYLKAAEZSdE4gCDSJE9dNVxOVUHyhH2hVMDkU3UFyXNvMgtDFPTQfMe3z1YGOpGbyqCXnIPvor8BHz4Hjuhm7bExacgGhW02Zwf4j/s1600/Captura.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="471" data-original-width="509" height="370" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiT4WY86L_aR1ueJLsPSaOQJTg3J2K5Sr920x4taz5vYLKAAEZSdE4gCDSJE9dNVxOVUHyhH2hVMDkU3UFyXNvMgtDFPTQfMe3z1YGOpGbyqCXnIPvor8BHz4Hjuhm7bExacgGhW02Zwf4j/s400/Captura.PNG" width="400" /></a></div>
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<div class="separator" style="clear: both;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGWJgKGsRwDAFOp517fj8oDdR_79n0JoPi2G-woVSh8TerOFtrx9AcBZhaVEF2TgboY16fMvnP5k7LJ2XlHhECy59u-gvQimmZTlLqV0Rts3SAcvz_NL_wZP-kV4qFuXVj8s8CRo963nW2/s1600/cofinanciado.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="389" data-original-width="1600" height="48" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGWJgKGsRwDAFOp517fj8oDdR_79n0JoPi2G-woVSh8TerOFtrx9AcBZhaVEF2TgboY16fMvnP5k7LJ2XlHhECy59u-gvQimmZTlLqV0Rts3SAcvz_NL_wZP-kV4qFuXVj8s8CRo963nW2/s200/cofinanciado.png" width="200" /></a></div>
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<span style="font-size: xx-small;"><br /></span><span style="font-size: xx-small;"><br /></span><span style="font-size: xx-small;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-size: xx-small;">El proyecto "Sharing innovative teaching methodologies: improving employability rates” está cofinanciado por el programa Erasmus+ de la Unión Europea. El contenido de esta publicación es responsabilidad exclusiva del CPIFP Hurtado de Mendoza y ni la Comisión Europea, ni el Servicio Español para la Internacionalización de la Educación (SEPIE) son responsables del uso que pueda hacerse de la información aquí difundida.</span></div>
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</div>
Jose Vegahttp://www.blogger.com/profile/09416820143410499029noreply@blogger.com0tag:blogger.com,1999:blog-3953397467475845286.post-72978882027626654882019-05-16T13:05:00.004-07:002019-12-27T07:29:57.827-08:00Reseña de la Federación sobre la movilidad-jobshadowing en Gotemburgo<div align="CENTER" style="margin-bottom: 0cm;">
<b>RESEÑA DE LA FEDERACIÓN SOBRE LA</b><br />
<b>MOVILIDAD-JOBSHADOWING EN GOTEMBURGO (SUECIA)</b><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggpczezArfXGta1yvElXB8oQhZ_EoLwrKfyl-8zZAUc9Vb726Rh3Ar_E_WZV-EIpsZ9di09XOk8VSOowVKlg5vhU0BZOBNly5oSbMcb7-YbBDk6O3yR6MHsGLH0gU_t4e2VX0hIWbUAcw4/s1600/ACRONYM3.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="361" data-original-width="1082" height="132" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggpczezArfXGta1yvElXB8oQhZ_EoLwrKfyl-8zZAUc9Vb726Rh3Ar_E_WZV-EIpsZ9di09XOk8VSOowVKlg5vhU0BZOBNly5oSbMcb7-YbBDk6O3yR6MHsGLH0gU_t4e2VX0hIWbUAcw4/s400/ACRONYM3.png" width="400" /></a></div>
<div align="CENTER" lang="en-GB" style="margin-bottom: 0cm;">
<b><br /></b></div>
<div align="CENTER" lang="en-GB" style="margin-bottom: 0cm;">
<div style="text-align: justify;">
La Federación Provincial de Empresas de Hostelería y Turismo de Granada ha publicado una reseña sobre la movilidad-jobshadowing de Gotemburgo en su <a href="http://www.hosteleriadegranada.es/proyecto-europeo-sharing-innovative-teaching-methodologies-improving-employability-rates-sitier-2017-1-es01-ka202-038307-movilidad-en-gotemburgo-suecia-6-10-mayo-2019/">web</a>:<br />
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En esta noticia también es posible descargar una selección de fotografías de esta última movilidad:<br />
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<a href="http://www.hosteleriadegranada.es/wp-content/uploads/2019/05/Mayo-2019-Gotemburgo-SITIER-Seleccion-Fotos.zip">Selección de fotos de la Federación</a><br />
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RESEÑA DE LA FEDERACIÓN:<br />
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<i>La semana pasada, del 6 al 10 de Mayo se ha celebrado en Gotemburgo (Suecia) la última movilidad del Proyecto Europeo “Sharing Innovative Teaching Methodologies Improving Employability Rates” (2017-1-ES01-KA202-038307), cofinanciado por el Programa Erasmus+ de la Unión Europea, en la que han participado los centros Ester Mosessons Gymnasium (Gotemburgo, Suecia) como anfitrión, I.S.S. Einstein Nebbia Loreto (Italia), C.P.I.F.P. Hurtado de Mendoza (Granada, España) y la Federación Provincial de Empresas de Hostelería y Turismo de Granada (como socio empresarial del proyecto).</i></div>
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<i>El primer encuentro entre las entidades citadas tuvo lugar en Granada en enero 2018 y el segundo, en mayo 2018, en Loreto. En esta tercera cita, y a lo largo de toda una semana, los participantes han desarrollado diferentes actividades prácticas, tanto en cocina como en servicios de restauración, además de visitar empresas de la zona (el complejo hotelero Gothia Towers) y parajes de gran interés paisajístico, cultural y turístico (Isla de Brännö, Area de Tallas en Roca de Vitlycke…).</i></div>
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<i>También, durante la semana han tenido lugar actividades para los profesores y coordinadores para conocer, por ejemplo, cómo trabajan en Ester Mosessons Gymnasium o en Hotel Kusten con personas con necesidades especiales, o para tratar cuestiones relativas a la marcha del proyecto SIT:IER.</i></div>
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<i> Los alumnos han expuesto su trabajo de entrevista a emprendedores y empresarios de su país de origen y han valorado sus respuestas en asuntos relacionados con el proyecto SIT:IER como el emprendimiento, la inclusión social y la accesibilidad.</i></div>
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<i> Durante esta última movilidad, se han afianzado definitivamente las bases y objetivos del proyecto “SHARING INNOVATIVE TEACHING METHODOLOGIES IMPROVING EMPLOYABILITY RATES” (SIT:IER) (2017-1-ES01-KA202-038307):</i></div>
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<i>El desarrollo de habilidades básicas y transversales de los estudiantes de disciplinas del sector turístico y hostelero, mediante la utilización de metodologías innovadoras.</i></div>
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<i>La mejora de las capacidades empresariales de los estudiantes.</i></div>
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<i>El apoyo a la inclusión social de los estudiantes.</i></div>
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<i>El aumento de la integración digital.</i></div>
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<i>El aumento de la empleabilidad de los estudiantes en cualquier rama de nuestro sector.</i><br />
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<span style="font-size: xx-small;"><br /></span><span style="font-size: xx-small;"><br /></span><span style="font-size: xx-small;"><br /></span><br />
<span style="font-size: xx-small;">El proyecto "Sharing innovative teaching methodologies: improving employability rates” está cofinanciado por el programa Erasmus+ de la Unión Europea. El contenido de esta publicación es responsabilidad exclusiva del CPIFP Hurtado de Mendoza y ni la Comisión Europea, ni el Servicio Español para la Internacionalización de la Educación (SEPIE) son responsables del uso que pueda hacerse de la información aquí difundida.</span></div>
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</div>
Jose Vegahttp://www.blogger.com/profile/09416820143410499029noreply@blogger.com0tag:blogger.com,1999:blog-3953397467475845286.post-69646928104033511382019-05-13T03:14:00.001-07:002019-12-27T07:30:55.803-08:00Movilidad-Jobshadowing en Gotemburgo (10 de mayo)<div align="CENTER" style="margin-bottom: 0cm;">
<b>MOVILIDAD-JOBSHADOWING EN GOTEMBURGO (SUECIA)</b><br />
<b><br /></b><b>PROGRAMA ERASMUS+ (KA202) -2017-1-ESO1-KA202-038307</b><br />
<b><br /></b><b>SHARING INNOVATIVE TEACHING METHODOLOGIES: IMPROVING EMPLOYABILITY RATES</b><br />
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10 de mayo de 2019<br />
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El viernes 10 de mayo se dio por finalizada la última movilidad y jobshadowing del programa Erasmus+ KA2 SIT:IER. Este último día tuvo un carácter más lúdico y nuestro alumnado y profesorado tuvo la oportunidad de conocer mejor la ciudad sueca y sus bonitos alrededores.<br />
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El día comenzó con una excursión a Bohuslän, una región al noroeste de Gotemburgo.<br />
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Es considerada como una de las grandes áreas vírgenes que quedan en el mundo, particularmente como destino de kayak. Su diversidad de islas desiertas y bonitas aldeas costeras lo hacen un destino único en Europa.<br />
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En esta zona, se visitó el Museo de Vitlycke, que se centra en los grabados rupestres de Tanum, declarados Patrimonio de la Humanidad por la UNESCO. El objetivo del museo es explicar la Edad de Bronce y el Sitio del Patrimonio Mundial para así aumentar la conciencia y el interés sobre este período, su contexto de ubicación y los grabados rupestres en roca. Esto se lleva a cabo a través de actividades pedagógicas, exposiciones, el asentamiento de la Edad de Bronce reconstruido e invitando al público a visitar las esculturas rupestres.<br />
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Tras el almuerzo en Grebbestad, se visitaron Orust y Tjörn, dos grandes islas de este área.</div>
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Finalmente, el alumnado y profesorado participante en la movilidad aprovecharon la última tarde para visitar lugares icónicos de Gotemburgo, como el parque de atracciones de Liseberg (fundado en 1923 y uno de los principales parques temáticos de toda Escandinavia).<br />
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<span style="font-size: xx-small;"><br /></span><span style="font-size: xx-small;"><br /></span><span style="font-size: xx-small;"><br /></span><br />
<span style="font-size: xx-small;">El proyecto "Sharing innovative teaching methodologies: improving employability rates” está cofinanciado por el programa Erasmus+ de la Unión Europea. El contenido de esta publicación es responsabilidad exclusiva del CPIFP Hurtado de Mendoza y ni la Comisión Europea, ni el Servicio Español para la Internacionalización de la Educación (SEPIE) son responsables del uso que pueda hacerse de la información aquí difundida.</span></div>
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Jose Vegahttp://www.blogger.com/profile/09416820143410499029noreply@blogger.com0tag:blogger.com,1999:blog-3953397467475845286.post-51515814583979092792019-05-09T04:39:00.001-07:002019-12-27T07:31:07.787-08:00Movilidad-Jobshadowing en Gotemburgo (9 de mayo)<div align="CENTER" style="margin-bottom: 0cm;">
<b>MOVILIDAD-JOBSHADOWING EN GOTEMBURGO (SUECIA)</b><br />
<b><br /></b><b>PROGRAMA ERASMUS+ (KA202) -2017-1-ESO1-KA202-038307</b><br />
<b><br /></b><b>SHARING INNOVATIVE TEACHING METHODOLOGIES: IMPROVING EMPLOYABILITY RATES</b><br />
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9 de mayo de 2019<br />
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Hoy jueves 9 de mayo, nuestros alumnos y alumnas han vuelto a cocinas para preparar unas elaboraciones en el <b>Hotel Kusten</b> para 120 personas aproximadamente. La plantilla de este hotel cuenta con personal con necesidades especiales, y el alumnado ha trabajado con ellos para cocinar platos típicos de los países de procedencia de las instituciones de SIT:IER. Algunas elaboraciones han sido: paella, gazpacho, pulpo a la gallega, arroz con leche, o tiramisú.<br />
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<span style="font-size: xx-small;">El proyecto "Sharing innovative teaching methodologies: improving employability rates” está cofinanciado por el programa Erasmus+ de la Unión Europea. El contenido de esta publicación es responsabilidad exclusiva del CPIFP Hurtado de Mendoza y ni la Comisión Europea, ni el Servicio Español para la Internacionalización de la Educación (SEPIE) son responsables del uso que pueda hacerse de la información aquí difundida.</span><br />
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Jose Vegahttp://www.blogger.com/profile/09416820143410499029noreply@blogger.com0tag:blogger.com,1999:blog-3953397467475845286.post-51323602101734334072019-05-09T04:11:00.002-07:002019-12-27T07:31:20.490-08:00Movilidad-Jobshadowing en Gotemburgo (8 de mayo)<div align="CENTER" style="margin-bottom: 0cm;">
<b>MOVILIDAD-JOBSHADOWING EN GOTEMBURGO (SUECIA)</b><br />
<b><br /></b><b>PROGRAMA ERASMUS+ (KA202) -2017-1-ESO1-KA202-038307</b><br />
<b><br /></b><b>SHARING INNOVATIVE TEACHING METHODOLOGIES: IMPROVING EMPLOYABILITY RATES</b><br />
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8 de mayo de 2019<br />
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El miércoles 8 de mayo, el alumnado y profesorado visitó la isla de Brännö. Brännö es una isla al sur del archipiélago de Gotemburgo con poco más de 800 habitantes. A diferencia de las otras islas, sus principales fuentes de ingresos se basan en actividades como la agricultura, el pilotaje de barcos y el transporte marítimo.<br />
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Nuestro alumnado ha participado en diferentes gymkhanas y juegos. También se enfrentaron a una prueba de hacer un fuego y cocinar espaguetis si finalmente lo conseguían. Los alumnos y alumnas del Hurtado de Mendoza fueron los primeros en lograrlo. Entre los juegos y las actividades vinculadas con la naturaleza, el alumnado disfrutó del tradicional "fika". La “fika” es una costumbre sueca que consiste en una pausa en la que la gente se reúne para comer, beber café y conversar.<br />
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<span style="font-size: xx-small;">El proyecto "Sharing innovative teaching methodologies: improving employability rates” está cofinanciado por el programa Erasmus+ de la Unión Europea. El contenido de esta publicación es responsabilidad exclusiva del CPIFP Hurtado de Mendoza y ni la Comisión Europea, ni el Servicio Español para la Internacionalización de la Educación (SEPIE) son responsables del uso que pueda hacerse de la información aquí difundida.</span><br />
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Jose Vegahttp://www.blogger.com/profile/09416820143410499029noreply@blogger.com0tag:blogger.com,1999:blog-3953397467475845286.post-54248107998949549922019-05-07T13:36:00.000-07:002019-12-27T07:31:32.450-08:00Movilidad-Jobshadowing en Gotemburgo (7 de mayo)<div align="CENTER" style="margin-bottom: 0cm;">
<b>MOVILIDAD-JOBSHADOWING EN GOTEMBURGO (SUECIA)</b><br />
<b><br /></b><b>PROGRAMA ERASMUS+ (KA202) -2017-1-ESO1-KA202-038307</b><br />
<b><br /></b><b>SHARING INNOVATIVE TEACHING METHODOLOGIES: IMPROVING EMPLOYABILITY RATES</b><br />
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7 de mayo de 2019<br />
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Nuestro alumnado y profesorado continúa en la movilidad y jobshadowing (C5-C6) de Gotemburgo (Suecia). En el día de hoy, todo el alumnado ha participado en una clase práctica donde debían preparar unas elaboraciones y platos típicos suecos. Además, con todas las elaboraciones han organizado buffet para el almuerzo en el Ester Mosessons Gymnasium, y el resultado ha sido más que satisfactorio.<br />
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El profesorado y los representantes de la Federación han participado en una reunión de coordinación de los 4 socios del programa de SIT:IER (Ester Mosessons, Einstein Nebbia, Federación y Hurtado de Mendoza).<br />
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Tras el almuerzo, los alumnos y alumnas han presentado al resto de compañeros las entrevistas que hicieron a empresarios/as y emprendedores/as del sector de la hostelería. Estas entrevistas tienen como objetivo conocer diversas experiencias de emprendimiento haciendo hincapié en las medidas y acciones que se toman respecto a la inclusión social, la accesibilidad, la adaptación a personas con alergias e intolerancias alimentarias, etc.<br />
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<span style="font-size: xx-small;">El proyecto "Sharing innovative teaching methodologies: improving employability rates” está cofinanciado por el programa Erasmus+ de la Unión Europea. El contenido de esta publicación es responsabilidad exclusiva del CPIFP Hurtado de Mendoza y ni la Comisión Europea, ni el Servicio Español para la Internacionalización de la Educación (SEPIE) son responsables del uso que pueda hacerse de la información aquí difundida.</span></div>
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Jose Vegahttp://www.blogger.com/profile/09416820143410499029noreply@blogger.com0tag:blogger.com,1999:blog-3953397467475845286.post-23100844239383235532019-05-06T09:29:00.001-07:002019-12-27T07:31:46.748-08:00Movilidad-Jobshadowing en Gotemburgo (6 de mayo)<div align="CENTER" style="margin-bottom: 0cm;">
<b>MOVILIDAD-JOBSHADOWING EN GOTEMBURGO (SUECIA)</b><br />
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<b>PROGRAMA ERASMUS+ (KA202) -2017-1-ESO1-KA202-038307</b><br />
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<b>SHARING INNOVATIVE TEACHING METHODOLOGIES: IMPROVING EMPLOYABILITY RATES</b><br />
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Hoy día 6 de mayo es la primera jornada de la movilidad y jobshadowing (C5-C6) de Gotemburgo (Suecia), última del programa Erasmus+ KA2 SIT:IER. Esta movilidad tiene lugar en el Ester Mosessons Gymnasium, y ha asistido alumnado y profesorado de ese Centro, del CPIFP Hurtado de Mendoza y del IIS Eistein Nebbia (Loreto, Italia). También asisten representantes de la Federación Provincial de Empresas de Hostelería y Turismo de Granada.</div>
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En esta primera jornada, alumnado y profesorado ha conocido la instalaciones del Ester Mosessons Gymnasium, guiados por alumnos y alumnas del centro sueco.</div>
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El alumnado ha participado en una sesión en la que se ha presentado el programa de actividades de esta movilidad de Gotemburgo. También ha sido una sesión para conocer mejor a los compañeros de los demás centros participantes. Esta charla la ha impartido Marie Nilsson, profesora del Ester Mosessons Gymnasium.</div>
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Mientras tanto, el profesorado de los centros docentes así como los miembros de la Federación, han asistido a la actividad de jobshadowing planificada por el Ester Mosessons Gymnasium. En concreto, la actividad ha versado sobre cómo el Departamento de Orientación trata y atiende al alumnado con necesidades especiales.</div>
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Tras el almuerzo en el Esters Restaurant, se ha visitado el Hotel Gothia Towers. Este hotel es de los más destacados del país, recibiendo 1,8 millones de personas cada año. El hotel cuenta con 1200 habitaciones, 11 suites de lujo, 5 restaurantes, 60 salas de reuniones, una sala de congresos con capacidad para 1500 personas, un exclusivo spa, un teatro, y "The Upper House": un exclusivo hotel de 5 estrellas con su propio restaurante premiado con estrella Michelín. </div>
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La primera jornada finalizará con la cena en el restaurante local Porter Pelle, en el que el alumnado y profesorado podrá disfrutar de la gastronomía sueca.</div>
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<span style="font-size: xx-small;">El proyecto "Sharing innovative teaching methodologies: improving employability rates” está cofinanciado por el programa Erasmus+ de la Unión Europea. El contenido de esta publicación es responsabilidad exclusiva del CPIFP Hurtado de Mendoza y ni la Comisión Europea, ni el Servicio Español para la Internacionalización de la Educación (SEPIE) son responsables del uso que pueda hacerse de la información aquí difundida.</span></div>
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Jose Vegahttp://www.blogger.com/profile/09416820143410499029noreply@blogger.com0tag:blogger.com,1999:blog-3953397467475845286.post-18501578450918847052019-05-02T00:38:00.001-07:002019-05-02T00:38:31.694-07:00PROFESORADO SELECCIONADO MOVILIDAD KA103 CONSORCIO XII<div class="separator" style="clear: both; text-align: center;">
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<b><i><u><span style="font-size: 14.0pt; line-height: 107%;">MOVILIDADES KA103
CONSORCIO XII DGFP </span></u></i></b></div>
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La DGFP ha determinado que será el siguiente profesorado el que realizará las movilidades ofertadas dentro del Erasmus KA103 del Consorcio XII deacuerdo con los
criterios recogidos en el
artículo 14.2 de la <a data-saferedirecturl="https://www.google.com/url?q=https://juntadeandalucia.es/boja/2011/111/1&source=gmail&ust=1556868953267000&usg=AFQjCNEAiEjt_BhlhUr3wwEAXzPa13yjVg" href="https://juntadeandalucia.es/boja/2011/111/1" target="_blank">Orden de 16
de mayo de 2011</a> por la que se regulan estancias en otros
países de la Unión Europea, aplicados a este proyecto de
consorcio.<br />
<br />
1. 18004355 - CPIFP Hurtado de Mendoza - Beatriz Pérez Ruiz - 15
puntos<br />
2. 29007329 - IES Vega de Mijas - Inmaculada Jiménez Gámez - 12
puntos<br />
3. 29012076 - IES Ben Gabirol - Amparo Mogollo Díez - 9 puntos<br />
<br />
Nuestra enhorabuena a la profesora seleccionada. <br />
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erasmushttp://www.blogger.com/profile/14074413755938365532noreply@blogger.com0