BEGIN:VCALENDAR
PRODID:-//flaimo.com//iCal Class MIMEDIR//EN
VERSION:2.0
METHOD:REQUEST
BEGIN:VEVENT
ORGANIZER;CN=DIANA GUADALUPE ESPINO MORALES:MAILTO:despino@umbral.edu.mx
DTSTART:20230116T065400Z
DTEND:20230116T075400Z
TRANSP:OPAQUE
SEQUENCE:0
UID:7d4f0ffc3efc373837e7fd1f40c41e0e
DTSTAMP:20260406T211900Z
CATEGORIES;LANGUAGE=es;ENCODING=QUOTED-PRINTABLE:CCU Campus Virtual,LPS845,Agenda
DESCRIPTION;LANGUAGE=es;ENCODING=QUOTED-PRINTABLE:<p style=3D"text-align: justify;"><span style=3D"font-family: arial, helvetica, sans-serif; font-size: small;">En los Estados Unidos,=A0 en sus inicios la psicolog=EDa comunitaria insist=EDa m=E1s en la reducci=F3n de la tasa de psicopatolog=EDa de las comunidades, en la reducci=F3n del estr=E9s social (Dohrenwend, 1978) y en la salud mental comunitaria, tambi=E9n se considera que para lograr tales objetivos es necesario fortalecer a las personas. A tal punto que, a inicios de la d=E9cada de 1980, se acu=F1a una nueva palabra para ese proceso: empoiverment, considerada como uno de los aportes fundamentales de esta subdisciplina (Rappaport, 1984).</span></p>=0D=0A<p style=3D"text-align: justify;">=A0</p>=0D=0A<p style=3D"text-align: justify;"><span style=3D"font-family: arial, helvetica, sans-serif; font-size: small;">Para comprender mas sobre la psicolog=EDa comunitaria elaboraran las siguientes asignaciones:</span></p>=0D=0A<p style=3D"text-align: justify;"><span style=3D"font-family: arial, helvetica, sans-serif; font-size: small;"><strong>I. Realiza la lectura anal=EDtica del documento Introducci=F3n a la psicolog=EDa comunitaria, posteriormente responde las preguntas de repaso que se encuentran en el mismo.</strong></span></p>=0D=0A<p style=3D"text-align: justify;"><span style=3D"font-family: arial, helvetica, sans-serif; font-size: small;">1. =BFCu=E1les son los or=EDgenes del movimiento de salud mental comunitaria? </span></p>=0D=0A<p style=3D"text-align: justify;"><span style=3D"font-family: arial, helvetica, sans-serif; font-size: small;">2. =BFQu=E9 es la =93Psicolog=EDa Comunitaria?</span></p>=0D=0A<p style=3D"text-align: justify;"><span style=3D"font-family: arial, helvetica, sans-serif; font-size: small;"> 3. =BFCu=E1les son las principales diferencias entre la SMC y la PC?</span></p>=0D=0A<p style=3D"text-align: justify;"><span style=3D"font-family: arial, helvetica, sans-serif; font-size: small;"> 4. =BFA qu=E9 se dedica fundamentalmente la PC? </span></p>=0D=0A<p style=3D"text-align: justify;"><span style=3D"font-family: arial, helvetica, sans-serif; font-size: small;">5. Comenta la estructura de los SS.SS. </span></p>=0D=0A<p style=3D"text-align: justify;"><span style=3D"font-family: arial, helvetica, sans-serif; font-size: small;">6. =BFC=F3mo se entiende la =93comunidad=94 desde la PC? </span></p>=0D=0A<p style=3D"text-align: justify;"><span style=3D"font-family: arial, helvetica, sans-serif; font-size: small;">7. =BFEn qu=E9 consiste la tercera etapa que, Newbrough en 1992, propone en el desarrollo de la PC? </span></p>=0D=0A<p style=3D"text-align: justify;"><span style=3D"font-family: arial, helvetica, sans-serif; font-size: small;">8. =BFC=F3mo se debe proceder en la =93evaluaci=F3n de necesidades=94? </span></p>=0D=0A<p style=3D"text-align: justify;"><span style=3D"font-family: arial, helvetica, sans-serif; font-size: small;">9. =BFQu=E9 es el empoderamiento? Pon un ejemplo. </span></p>=0D=0A<p style=3D"text-align: justify;"><span style=3D"font-family: arial, helvetica, sans-serif; font-size: small;">10. Menciona los m=F3dulos de los que est=E1 compuesto el =93Programa de prevenci=F3n de drogas y promoci=F3n de h=E1bitos de vida saludable=94 que se ha descrito en el tema.</span></p>=0D=0A<p>=A0</p>=0D=0A<p style=3D"text-align: justify;">=A0</p>=0D=0A<p style=3D"text-align: justify;"><span style=3D"font-family: arial, helvetica, sans-serif; font-size: small;"><strong>II. Una vez desarrollada la actividad anterior, en este apartado ejecuta la lectura del documento psicolog=EDa comunitaria y a su vez crea 10 preguntas relevantes sobre las tem=E1ticas expuestas en el mismo, con su respectivas respuestas.</strong></span></p>=0D=0A<p style=3D"text-align: justify;">=A0</p>=0D=0A<p style=3D"text-align: justify;"><span style=3D"font-family: arial, helvetica, sans-serif; font-size: small;">Nota: No olviden implementar el formato APA. Fecha de entrega 15 enero 2023</span></p>=0D=0A<p>=A0</p>=0D=0A<!-- content: html tiny_mce -->=0D=0A<p>=A0</p>
SUMMARY;LANGUAGE=es;ENCODING=QUOTED-PRINTABLE:REVISI=D3N GENERAL DE TEOR=CDAS SUSTANTIVAS DEL DESARROLLO COMUNITARIO E INVESTIGACI=D3N DOCUMENTAL
PRIORITY:5
CLASS:PUBLIC
URL:http://virtual.ccu.mx/claroline/calendar/agenda.php?cidReq=LPS845&amp;l#item5
STATUS:CONFIRMED
END:VEVENT
BEGIN:VEVENT
ORGANIZER;CN=DIANA GUADALUPE ESPINO MORALES:MAILTO:despino@umbral.edu.mx
DTSTART:20230123T065900Z
DTEND:20230123T075900Z
TRANSP:OPAQUE
SEQUENCE:0
UID:80096109e8ee76c4db57b91a307e1832
DTSTAMP:20260406T211900Z
CATEGORIES;LANGUAGE=es;ENCODING=QUOTED-PRINTABLE:CCU Campus Virtual,LPS845,Agenda
DESCRIPTION;LANGUAGE=es;ENCODING=QUOTED-PRINTABLE:<p>=A0</p>=0D=0A<p style=3D"text-align: justify;"><span style=3D"font-family: arial, helvetica, sans-serif; font-size: small;">El objetivo principal de la Psicolog=EDa Comunitaria es el=A0estudio de los factores psicosociales=A0que intervienen en el desarrollo y progreso de los individuos en un contexto social y en las relaciones entre: individuo-grupo, social-ambiente.</span></p>=0D=0A<p style=3D"text-align: justify;"><span style=3D"font-family: arial, helvetica, sans-serif; font-size: small;">Por ello, en esta ocasi=F3n su acci=F3n=A0consiste en:</span></p>=0D=0A<p><span style=3D"font-family: arial, helvetica, sans-serif; font-size: small;">1. En cada cuadro describe los Procesos sociales como normas, roles, valores, conflictos.</span></p>=0D=0A<p>=A0</p>=0D=0A<p><span style=3D"font-family: arial, helvetica, sans-serif; font-size: small;"><img 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upbeO/kwN8BCsQiOEQKubXirFWj0QONoO98gxP6hDE0jRBt0IoZyFo9VTT5RirR4IHG2He+CiH9AhWqVG6DR1U4ovbaRYq8fEE/c8pO1wwS5pAR2iVWyE0NTRmFdnhSvFWk1we4eVmc97VcgLWjCHalUbIVTqrhBPnjy5IEVKssbE651aIHfr9E/u61g2/4e98cW5Uz/8onX+H5+0y24++0DkvgxaHDwQv2fpk3ejud89tuZv93uaWTVCgJ8mAKPh4eGO17Hs2LFj9nfM3XBRsL9OHsqukaqgBXGWusbYXm7Gy0DyfFOAn8njkXgdDRMNsvHmCx3rrieQ3euqEeJ6wWTDAsnfjx8/btVez9NLly6xIVYFBI0WxKELZBcrNxx1JveRBIqpwwe1AK6CyQDVArgqyi6SUGmcfkUN4CpYl0aY3E8SGKbu9mjBWxWTwakFb5WU3SShgSDVgrcKzjz/TdsIk+CbSy2Aq2C73a7uXbGrjHb4IFTxLery59eixeEzsUtXPo5at2atzYvvr3mtvbykBnOoNhoN9oYhogVziLYbC7ZhNT8+Zw9nuOVAdnXNcHRqaipujCD5WsjKrpJQMLG3LxnIoQpsY2q31NdkdzvmhFVsiLKrJBTMHKLfD9qqCWR3U7+YefXVV9XlISq7SgghZFPg2zTbVVQc2V37TXANuEt2l4QAhqN4KHsV/On+C+pyILtrn/XdYRLt9cCUXSWhYBrhA1rghmbz0ofxFyzN5daa14DsrtoI4y9mJl/veC1EZVdJSCQDNmRB3KAMyeWyq2sboSFe/9bwmkAO1tN3shGGyN4XhtcEc+gmG9dGRk0zJdaCOVQNUq0kJFBxWjBXxWRgqoFbIc304jnZVRIaWvBWxTo1QtlNEiL+lxlVsjaNMLGfJFC0AK6CyeBUg7cKvrmTDbAKIFi1IM7C5Ge/eOzKmtdg8vWsBbKL6Y0QTBxa/am97vvpU6s/R/s6X3P+eZe+PAc5F6wQvzr8iRrIWQjw88mXzsfL3AF299rkbHPNOm55UnDi7ETH8jSB7J7eCEHy74sPp782M7D6873dqz+TjdBf163jlp++c+3fWWmQ3SNVQQvkrAT4icMi7128GX10eXbN8rmFZbvc/e1+ut/xGtZxvx88eS1+PU0gu7Z+TwiWp9f+bYZ5a9ZrjKz+1Bohej4H/gZn7109BonGC7Ac/8P93q2fPMYGmBcIHjPEUG+8WoCjfiCHLJBirdac0PSsSt0V5xs7+qRYq8d9j5w6pO50sY5pAR2ilWyEvW6AohRr9UDgaDvcC/2ADtHKNcILD5UmPqRYqwcCR9vhXpn8IiVEK9UIW4ulig0p1uqBwNF2uJcikP3gDsWqNEJTD0Ctn14pxVo9EDjaDpfAz/0AD8HgG+Hg3WWNBzbCXomg9gO9zIbcCE15A7UeyqAUa/VA4Gg7XDaPvD2qBn3ZDLIRGrQyL5tSrNUDgaPtcFn93vMfqsFfFoEUbfkbYWMkqLqXYq0eCBxth8vu/j9dVRtBrw2iEbYaQda5FGv1QOBoOxyKCHq/IfTSUjdCg1aGoSjFWj0QONoOB+jnZegdgRRtORrh8nRV6peNMDCnf/PaZbWR5G0pGuHqXG/UK5PglWKtHggcbYerJBqG31jysmeN0KDte5WUYq0eCBxth6ssAtZvPFkJpGjza4S4VtCg7VuVlWKtHggcbYfr5Df2DtqgTrur9lYEUrTZNMLx/fYz8bu27XVSirV6IHC0Ha6TKAMpDhWzTj/aAS4K/s6z76uNzwnkbRs3Qlys22rY95j/se71clg/uc11VIqieiBwtB2ukygDKY7SwkbIRlhp2QjDUIqimiwurVTu6+ytKMVQatr9Ox7Str02nvtqQ4qiutz38KmH/uq/vruiFkAF/c8/Pbv0le+cekp2Pxjab+wYbV/4/85r+1RF7dy5f8cdsvvVZ/KJeyrxTPlNuE92OUheeeWVPv+x1VXz5ZdfHjY/H5Bdrj4mKPtWJq+Ma5moqrYWbo5NPrFrQIogCBCc2r5U2TNnzsz19fXdKUVQTca//4Vd2s7XxYnHv7BHiqLU1LEBOqenpz+XYqgmGJ5pO14XJ3/071tSFKVmdna2ViMVXyQhKYrqsTRydkLb6TopRVFqtO2uk5VuhNoO100pilKjbXedZCOsuFIUpUbb7jrJRlhxpShKjbbddZKNsOJKUWxIFEW7zfr2ZG7QXm5GjTdfiGZf+HasrIp1o+PHj1vPnTsXjY2N2fc4zOf0mR+b/uo9ub11lI2w4kpRrME0kN22sZiGNvP8N7UD/qrydtsIETib8eTJk1jdoTZMbbvrJMpJiqJ6aDtcN6UobMNpzd1QG9dmlY/aUiP0ffXVV/F29JZD8nFshKZcpCiqh7bDdRLB3vzohNqgtqMUa1eN0HdlZQUNcsnf9jqJcpCirR7aDtfASTQSrRF1qxRrpo0wKVD2p/Ji36Voq4e2wxV2IcteT1OKNbdG6JTGOOXtX2XFPkvRVg9thytoo3H6FbXRZK0Ua+6N0NlsNtEYK3/WE/ZVirZ6aDtcISeWPnlXbSx5KcVaWCN0AmX/KyP2UYq2emg7XAURlFojyVsp1sIboRNo5RG62Dcp2uqh7XDgLk3/5D61gRShFGvPGiH88MMP0RAnvXIJWuyXFG310HY4VBH4WsMoUinWnjZCJ9DKKUSxP1K01UPb4QC9sZWzWvJUirUUjRBOTExUoiFiX6Roq4e2w4HZ1hpDr5RiLU0jhDgDxxRT0DeHwn5I0VYPbYdDEYGuNYReKsVaqkboBFo5hiC2X4q2emg7HITLTbUR9Fop1lI2QhhqQ8S2S9FWD22Hy+7ShbfVBlAGpVhL2whhiA0R2y1FWz20HS6zi2f/qAZ/WZRiLXUjhKE1RGyzFG310Ha4rJa9AUIp1tI3QhhSQ8T2StFWD22Hy2iZh6BJpViDaIQwlIaIbZWirR7aDpfOxqwa8GVUijWYRghDaIjYTina6qHtcJlEgGjBXlalWINqhNCUNVDroAxiG6Voq4e2w2UxtAYIpViDa4TQlPmMXwdlEdsnRVs9tB0ugyaGb2pBXnalWINshAcOHCjtsBTbJ0VbPbQdLoPTT39NDfKyK8UaZCOE8/PzpWyI2DYp2uqh7XCvRQBrAR6CUqzBNkIItHrppdguKdrqoe1wj21pwR2KUqxBN0Jo6qFUt8zANknRVg9th3vp1A+/qAZ3KEqxBt8IL1++XKreENskRVs9tB3ulQhcLbBDUoo1+EYIgVZPvRDbI0VbPbQd7oWmvoP8NtRXirUSjRBqddULsS1StNVD2+FeWNQtCfNWirUyjRBo9VW02BYp2uqxMvP5mLbTBbukBXSISrFWphFCUz89j5GDBw8G8VjzbTHT9/9Z1Ha6SG8d/Zka0CEqxVqpRgi0eitSbIcUbfUwgTOk7XSBVqYXhFKslWqE0NRTT3vDvr6+TT/LMUgQPNqOF2FV5oJOKdLKNUKg1V8R4v9LsVYbE0D7/IDK2zyGoUD7vSilOLfVCB14FFra69ryKvrHP/5xGT8r3wP2mvbyohrI3ehwv7vleCaFOxFg4cSv7d/4Hcvc78knNt38xdfj5RA99vwf9sZ/pym7tu1GiJ+4g7Zbdv369ejgwYNrXseJ1lju1sGjuLHM/Z2XQHaPVAUtiLsVoGFB4Jbhp7s9hvsbroyeX7PM/XT6f2+k7FpXPWGj0Yj/xs+BgYE1f+Px2u7v4eFh+3sRHj16lI2wSiCAtCDuVve5DvzuGp97RoVbDl3v5pYlf86+8G37E3/Pvvi38e/rKbvXVU/ofuKKBu3148ePx+JvNMSpqak16+al4THZRRI6GBJqQdytwP897SdcrxHefPaB1Z9maJp8bT1l97pqhG5oCdzz65Ovu59oeH6vmbdAdpGEjKnHnVoAV0HZxW01whBEUpBdJCGDANUCuArKLla2EcJ2u/2Q7CYJlaKfnluksouVboRAdpOEiha8VVF2sdKNEN/Wym6SEDFDmYe14K2KspuVboRQdpOECIJTC96qKLtZ+UZokukzsqskNJJnpVRR2c3KN0Igu0pCQwvcKim7WflGiGOUsqskNLTArYrLV87ZHsKRPAe0auKEAqlSEhImLh/Ugjdk5377aNReXooWh8+kCrRADl2pVhISZjI/ogVyqAK/wa1MT0StW7PRysT1jteazaYazKFquEOqloQCak0L5hAFrnGhwd3651/a5bKr8ZxwZmYmWrp8/va6KdcKhii/IQ0QBKYfzCHaePOFuFH5+yS72vHFTNs0Pvee5PKQBbK7JBRWJkbWBGyotmambGPCXNB/TXa1oxGCpc8uxQ0XJF8PUSC7S0Ihr8uXitb1aLjUyX9NdrWjEcL2UjN+r/9aiLIRBsjc7x7rCNrQxD64hqS9LruqNkIXuFWZFwLZXRIKuFJdC9wqKbua2girJBthgIT64M+tKLvKRkgIIYQQUj7s+KXiyK7WYl+B7C4Jhb/+0bvRfY+eqrSyq6uN8A3zo8oaZHdJKHzn2ffVwA3Nv3l6SF0OZVdXIzQlcC3aa6FpkN0lofDT/RfUwA1NnDGD09C012RXVyPUD9pTd8THGDteC1GD7C4JhRNnJ9TADUngGlJrdrrjddnV1QhVghbvWx6/2vlaiBpkd0koNJdbHUEbogCNaenTzp5ddnU1QpMB+85dcePteC1UDbK7JBRQaX7QhuhXv3s6blArk+PRnh+8E78mu7oaoS5YL++LFi+8Z9df/vza2kAOWFwfKrtLQqEqjRAeGxyPGyIEB09eW9sI54Zwomi8TvPi+2owB2sUPSi7S0LBZM5DWkCH6t/94l9sz5ZsjGlGK8t6IAesVCsJCZM579aCOXQvfja/psdz2p4PnH9QDeLQlWoloaEFcZWU3TRRalACtzJeeIiNMFS+9/yHavBWRdlNE6UVb4QG2VUSGqg8LXirouzmapRqwVsVDbKrJDTa7XZDC96qKLu5GqVa8FbFKNolu0pCw1TeHVrwVkXZTRulavBWRNlNEirJg9tVU3bRRGqFG2FjhI0wdBCfWgBXQdlFu49qAFdBg+wmCRUzL+zXArgKyi6uRqoWwBVQdpGEjhbAWfnz31+MfwfJ12Cel1TJ7ploNSgBHF17LopuDduX1dd93XpmCGh/thprX4dunSL89Ck2wqqAuNGCOAv9z56cbdplOPEaf7tG6MDvuOr/N69djsYmF+PXrowv2N/nFpbt3/h9I2X37P6pQYzzSZN/v7nTrhrNDKz+7XCNzpH8Gz8nX7/9u8P/3f2Ndd3f3WqQXSShk+d5pPv/dNX+BMnl7m80wlPv31izPHnrDYCf39g7aH9u5RIs2b3VaNWC+J271v7t1jt959q/p/vX/u03Qrd+ctnFh9cuu/DQ7b8zUnaPVAUX5Hn44rErtgfE764RAfxEI3S9nFuuNcKk6A39ZZqyayZiDUoQx43J6Q8v3ftG+9b+7TfCpG4Zhrr+Mv/3bjTbILtHqgJiQwvkLEx+NkgOKdOGo2593AsHDdg1XgxR3XobKbtm900N5E8esy9Z8DfmhzNmKOr+dj83aoRgeXr194lDncNZDHObo6s9qnutS83opU92j+QBAsgU8vWi9YM4dKU4TdQalEAO1g/29CQ+8L+lSKvNuUs3J7QCKELEqhbMoSpFaqK2Wo3Q1BVQ6zB3B/7NihRrNUHgqDtenGN+IIesFKuJ3Ao1wtN39jpGrrff2DEsRVs93n7/xqS60wWKeNUCOkSlWE3kVqgRGrR6K1JshxRt9dB2uAeOagEdolKsq5HrB3OIlqEXNGJbpGirh7bDvRAxqwV1aEqxmuitRiM0ddPy66oXYlukaKuHtsO90p3RErJSrCaCK9AIJw6VoheE2B4p2uqh7XAPbWmBHZJSrCaCw2+Epj569q25L7ZHirZ6aDvcS925m6EqxWqiOPBGaNDqp1dim6Roq4e2wz026C9ppFhXo9gP7FC88FCpGiDEdknRVg9th3ttqxXusFSK1URyuI3Q1EFphqFObJcUbfXQdrgMIoa1IC+7UqwmmgNthAatPnottk2KtnpoO1wWf3X4EzXQy6wU62o0+wFedg1aPZRBbJ8UbfXQdrhEBndKmxTrakT7QV5mSzgPTIptlKKtHtoOl8xbWrCXVSlWE9UBNcJTd6ABjnrlXiqxnVK01UPb4RIazBc1UqwmssNphKZ8e37+8EZiO6Voq4e2w2UUMa0FfdmUYjXRHUYjNGW74Jd1GcW2StFWD22Hy2oIDVGK1UR4+RuhKdMlv4zLKrZXirZ6aDtcZsveEKVYTZSXuxGasmz6ZVtmsc1StNVD2+GyW+aGKMVqIr28jdCU4S2/TMsutluKtnpoOxyIS1oj6LVSrCbaS9gI37kLDbB0Z8NsRmy/FG310HY4IKfyvG3idpRiNRFfskZ47Tk0QK0MgxD7IEVbPbQdDs0yXXkhxWqivkSN0KCVW0hiP6Roq4e2wyGKQNMaRdFKsa5Gvt8YeqApm1JcGd+t2Bcp2uqh7XDATv/dL/5FbRxFKcVqWkCPG+HMABpgqc+C2YrYJyna6qHtcOgi/rUGUoRSrKYV9LARGrRyCVnslxRt9dB2uCJOvHfxptpQ8lSKdbUl+I0jbw1KOVRC7J8UbfXQdrhiLu99YVhtMHkoxbraIvxGkpd4FkUU3VT2vTJiP6Voq4e2wxW1VcR8UYrVtIwCGuFoH3q+IM797FbsrxRt9dB2uOIuHXl7VG1AWSjFalpIjo2wOYrGN+PtV6XFfkvRVg9th2viJNqJ1pC6UYrVtJSMG+GpO+xHKvtRC1EGUrTVQ9vhGtqPANca1VaVYjWtxuA3pK3qHqUdRfuUba6VKA8p2uqh7XDdlKKwmIC3T/HE8+u1RraR8jH4HL1hbSQeDmow23W/fJTF3+a6ibKRoqge2g7XTSkKFfP6Q7ZVGPAIbq3hJZW3mdZk8BuYLx5vLZj/c6+8VSW5vXUU5SVFUT20Ha6bUhRbxrSd3eb9TxntcBbIS3gtRl7fZ9wtL28Zt611lY2w4kpRlBptu+skG2HFlaIoNdp210k2woorRVFqtO2uk5VuhH84ea3Spztt5Mjorc+lKEqNtu11stKNEN/oaTtdF5PfaJaZ9sC/WdG2vza+seMZKYpq8v3nP2yoO15xf/PayJwUQemJ+nfc0V5ZqMz1gVux0r1gEvQIGJpphVA1J24u2mdcyK4HBQJS26dK+umPZ0wP2JBdJ3kwvfcLd00+cU8E5//xH+abH5++oVYGDUrU461//uWcq9sb3//f1j0RgWTDK6+80meMDh06tHL58uWp69evsz0F7o0bNyZQj6+99toS6tbYL9VNQmfqiV37J3/07ytx/yG6OW8+91dLk0/sGpAQIBmCBDk+Ph7k7WTp1r1169YY6ryvr2+nhAAJDcwQVmY+H9MqmFbb1tLiKOpfQoF0ycsvv7xr//79pmj18qbV9uDBgy0TAw9JOJBQmHp813P4ykyrVFoPm8NvTN54YtfrEhKkCzAr0MqY1kfEgIQDCQXMBrTKpPWSs8JsYEdI2REGCDtCCtkRZgM7QsqOMEDYEVLIjjAb2BFSdoQBwo6Qwl51hLjNnfn/D+OWd+Znv6asGqOtY3xGbptnb51nvENWLxR2hJQdYYCwI6Swm47QdDp3ogMynzNgfsYsffJutHDi19HsC9+21y5uRyD/JgbLkGy244EDB6KTJ09Gw8PDUaPRsJ/vMNuP59jtkX+zLfA/kuVK6ydiQMKBhAKSjVaZtF4iDiQkOjCdw91mnddtb2FABzf320fVjitrgWxGDJYlO7e8fPXVV6Nz585FzWbTbgcw5fCUbIYK3pcsV1o/EQMSDiQUkGy0yqT1UuIAX1Famh+diKae/JLaORUpkFCNwbJkh9UrMbN0naQpu2Hz424sT5YrrZ+IAQlVEgpINlpl0sq7iAS+MjFSig4vTSChGoNlyQ6pbA4M3P6G2JTztFfutOIiBiRUSSgg2WiVSSvlLJJya/paqTs9TSChGoNlfudTdgcHB+2+mLrAbQx5F6cKi/qWUCWhgGSjVSYNWnsWSOP0K2rnEpJAQjUGy/yOJjRx/NGdrGPqizfirpCoXwlVEgpINlpl0qCcQ0JdPPtHtTMJWSChGoNlfscSugcPHoxWVlbs/pr65IwxYFGfEqokFJBstMqkpRYPQWy1l5vR1A+/qHYgVRFIqMZgmd+RVM3EV6m3EvVOAxD1J6FKQgHJRqtMWjrHkBiXLrytdhhVFUioxmCZ33FUWVz7CEwMLHsxQUso6kxClYQCko1WmbQU2s6v8eYLaidRB4GEagyW+Z1FncRXqCY22CmWVNSRhCoJBSQbrTJp70SiX75yTu0Y6iaQUI3BMr9zqKOJmeKCH0O0d6JuJFRJKCDZaJVJC9eeQuh3BHUXSKjGYJnfKdRdXNwPTBx97sUVLVjUh4QqCQUkG60yaSHarz7n//FJtROg7Ai3Iy7LMLGF6xW1mKM5izqQUCWhgGSjVSbNVXuBu5/0aadAQjUGy/zkTztNnHmKs4y1OKQ5iLKXUCWhgGSjVSbNxZWV0fNqwqe6QEI1Bsv8pE/TTRxL5IX7BYgyl1AloYBko1UmzdR289w/qYmeri+QUI3BMj/Z080JTDjOJmKTZizKWUKVhAKSjVaZtHuRdPA8Pj+5080LJFRjsMxP8HRryiUYc37M0u5F+UqoklBAstEqk3Zlq4q3O+uF7AjzFZh4nfLil3YhylVClYQCko1WmXRbLvEYYLYCCdUYLPMTOu1OYOJ33Itnug1RnhKqJBSQbLTKpFtyConET+K0e4GEagyW+Ymcdu+xY8dseSvxTbcgylJClYQCko1WmXRzInGE9oy/kAQSqjFY5idxmp2XL19GTuAt3LYpylBClYQCko1WmXRDl5ofnVCTN81OdoS9E5g45yOhtijKTkKVhAKSjVaZNNVRJAg/YdN8BBKqMVjmJ22aj6dOnUJ+AFpboIooNwlVEgpINlplUtUlng1arOwIyyEw8c/Z4SZEeUmoklBAstEqk64VicBP0jR/gYRqDJb5iZrmL48dbk6UlYQqCQUkG60yaewNPAneT9C0GNkRlsvE7dq0tkKNKCcJVRIKSDZaZVLrUp0filsGgYRqDJb5CZoWKzDtg1+VKqJ8JFRJKCDZaJVZd9HQp39yn5qcaXECCdUYLPMTMy3eqakp5I4Zv+3UXZSNhCoJBSQbrTLrLBKtn5BpbwQSqjFY5idl2huHh4eRP5p+G6qzKBcJVRIKSDZaZdZVJFk/GdPeCSRUY7DMT8i0dx4/fhw5BKhtqm6iTCRUSSjceGLX682PT/M5ZUYkWC0Z094JJFRjsMxPxrS3Hj16lJ2hiPKQUCUhgYSjVWidRHL1kzDtvUDCNAbL/ERMey87w/b1GzduTJiymJZQJaGBpNNauFnLs8CQWP0ETMshkBCNwTI/CdNyeOLECXSGLb+N1UGz742XX355RMKUhMr03i/cgeRz87/95ZJW0VUUSdVPvrQ8AgnPGCzTknDZDGU7s/bMmTPoDBt+W6uis7Oz49hndoAkWJCotORbNgEu6vdv8g2Sf1dRINUVg2V+8s1D///gqe7NZnPNsvX0318nL126hN1/TKqMEFJGzGhu9OazD6jJt2wC/Gw3ZqPkg3/d8uTfrbkb0dxvH41wT1Tg9nH66a/Zv8Hi4IFo+cq5+D3oYPG+hRO/tn+79zZOvxK1pq/Z393/mP/DXrsdc797zAqSNx0A+JzZF74dLX3ybrx8uwKpshgs05Jv1vr/p9FoRPPz8/Hf6BTROQ4MDNjLCMDg4GD8OnC/4/gZwOv4+hDgPcnXcPblyZMn7e/ufSGLsjHcKdVGCCkTphN8Cp2BlnjLKHC/r0yM2E7LX44Oy58xus7P/z0pQOfm/kYHBvx18P7kMqyHDg//E7jl6CRB8jO7EUi1xWCZlniz1v0fdFAg2QlixqPNDkHa72NjY2sEeO3VV1+1v6OjPXjwYPyeKgik2gghZcG0y51onFrSLav+9i5deNt+VZpcjg7JvycqZnRunaw6QnS4ySdw4L3A/Z0UdNshAqm6GCzTkm7W+v8Hd1LBLAe/4ziY/7o/m/N/x8zP/b2eQFseoq6Tl6ojhJQBNEot4ZZZbZtnX/xbdTm+jgT4mXxyPn4HyXUhZpf4LPc3vkrFrC65Dkjebi75P/B3sgN2M0SATtUt365Aqi4Gy7Skm7Xa/8EsEM/oc3+7mR06ySNHjqxZFyT/xleimPUBzC4x08RyvA+f65Yn31MF5XjhPqk+Qkgvabfb+/F1npZwaTkFUn0xWKYlXFpetXokhPQANEYt2dLyqiVQLNOSLS2vhw8ftpdUSBUSQnqBaYTToZwlSm/LjrA6yte/d0k1EkKKxDS+4E6QoasCqcYYLNMSLS2/Wn0SQgoAs0H/9H8ahlrixDItydLyy1khIT0CLU9LsrT8AqnGGCzTkiwtv7ycgpAegDNFcQcULcnS8qslTSzTkiwNQ61OCSE5gkanJVgahlrSxDItwdIwlJtyPyPVSQjJE5Mv73C3I6Pl190kALSbjWjps0vR4vAZ3fND0crE9ai9vGTXxwXtBw4cUBMvLZ9AmikhJE/MqLOPX4uWWwxUopUVvbPbhkvXPrFJdmhoSE3AtBwCaaaEkDxBY9OSL+2t7nZvixfeUzuz1syUfd1hBjQPmR+7E8a3KgPo/LTPWbl5I743KC2Xctu1PdJUCSF5gZamJWLaO0Hz4vtrO63zQ3a5ezSUv75UZwyW+YkVX4ui02stzK/9bCO+Pj137lzHe2jvlDvNDEmVEkLyAgnTT6y0dwK/kwLrXeMJpDpjsExLrk7cCLt1a3bN/1kev2qPI2rr096o1S0hJENMG9vjP5+P9k6AmZ/rmJofn7PLtHWTAqnSGCzTEqsTX5v6HaFz6crH/Lq0JGp1SwjJEJwok9XDYWl3YsbXXmqu6ZCAtq4vkCqNwTItsfra41DtVvw/8RVp8gnytLdqdUsIyRDTEfZn8Tw82r3uAcE+2rq+QKo0Bsu0xJqme8K89hrtnUCqlBCSB6YjHOH9RcNXS5ZYpiVWGpZa3RJCMgQdoW1pJHikSmNkMakGvAE3IYQQQgghhBBCSLbgq9G//tG70X2PnqIBC6RKY+zCN8wPGrar7JRqJYRkDc4a/c6z76vJlYYjkCqNsQu1xErD0iBVSgjJA9MR7t/7wrCaXGlvdBw8eU19XRNIlcbYhVpi1TT41y+q69HiNUiVEkLywLSxfS8eu6ImV1qs39g7aJNeskNqNxaisclFdf2kQKo0xi7UEqvvtefso5qS/3fT76X5a5AqJYTkgWljd1/8bF5NrrQ4MftzNEc+ut0pyY22Hdp7IZAqjbELtcSa9NOnbGfb0Qm+uVNfnxavQaqUEJIXaGhacqW9sbncipYun1/TOeGRS/MLy+r6UEuWdqGWWOGpO+zL/iOeLH/epb+H9kaDVCkhJC/Q0LTkSnsnjtu2E/f/dC59esEmxivjC2vWB1KdMXZhMqGevdcu0h7BhFmoJbk+7b0fPYDHMPVJlRJC8sI0tOk9P3hnTWKl5fDY4Ljtn5JPpPDF8T18vamBp0ssfXZJfR9c/ly+ksUMUUvEtLc27I2feFcZQvLGdIQPb+UMRdobcSwX4JmBWqe2WdtNeWr9+Qf15EvLo0GaKSEkb9DgtORLy+vfPD0UDQ5P2WS5LsvTUXTxYT3R0vL65k58LdqQJkoIyRvkSy3Z0jAEUpUxdqGWYGkYTr6OjvB+qU5CSN6YBvfAibMTapKl5RdIVcbYhVqCpWFokKokhBQFGp6WZGn51ZKmXaglWFp+zz+I2eB+qUpCSFGYhvcU7zITpkCqMcYu1JIsLb8GqUZCSNGgAWqJlpZbLXHahVqSpeX2gz2YDfZLNRJCisY0wIdx7ZqWbGl5BVKFMXahlmhpuTVIFRJCegUaopZsaXnVkqddqCVaWl6vPYda2ydVSAjpFaYh3tlcaqkJt+yud4xzM8c/wU/3X1BfK7NAqi/GLtSS7UZ+8lgUTffbr+jU17frufvtJllG+1bvmoKf7vVWY+36ddQg1UcI6TU4RvHz319Uk26ZxSUgwF8ONrM/oJYd4eDddvWOW61leQNugM7Q/e13hJsVvLdbfy1kDVJ1hJCygIapJd2yC37z2uX4b8wE8UQH/P53v/iXKPlEfty2LPm8P5DsCEFyfeBuR/fXP3rX/u0+G3/jJz7zo8uz8Xtwg+xT79+wv+P4a/K15Gd3I5Bqi7ELtYSrCTaaAYLkHWowg5sbWvs6SP6dXB8kOzC/IwTu94lDa2eI/np+RwjStu3CQ6t313GvZT3TzUI8DqvdfkqqjhBSJpBftMRbdpPbnfwd/urwJ3ZZkuS6riNEB3fk7dH4NfjV75626+B31xEmX4dpuNfnFpbt37g9WvJ93QikymLsQi3paoKPHtBfg5OvR9Gt4c7lQPsduq8/k69vtiNM/u4Lkp+zmW3D60Bbr9eevpO3UiOkzJgGer//yJ8QxNegDswC3XJ0QsmzYvf/6apdx/0NXEfoOkz3GkRZvHfxpv19vY4Qj1Hyl/viiR9Ae22rAqmyGLtQS7ya+AoU4FFNyeWX9619PfkaOrHm6O2/tde76Qhx4oj7O/mgYIBZnvt7M9uW1F+31xqkyggJj//w96d23ffIqVEtMVVJdBwhPp3iWz8+Y/WXowNKfiWJm1e737X1YdpXmOt9tem+hvUfcYVl2vJu1JKpXagl3o3E8UL/q8ekeE17bJP/HnReZrYT/+0fb8RryQ5O+59Ypi3HZ6Wtr22bW/+duzpf66XbraPAbL+xg3fJqRJf3tu/E4nntdOj02a2dL1GLoV4EkldBBKiMXahkpRoSTSYdjXqtbNq+/a/bplOcURClISImf0d2tc3vKBWcD1sJWdPtDwCCdMYu1BLwLT3throBCe89lUbUQYSpiQkvvLIm/f/55+eXdIqtWa22RmWTyChGmMX+gmY9t6ad4JOlIWEKgkFk2xGrk00xrUKrZutVru1mZNBaHECCdUYu9BPwrS3shO87Vv/qiWhSkIByUatzPrawlmVfkKmvRFIqMbYhVoypr3RYNoNB9MiykRClYQCko1WmTV3Pstr4ej2BRKqMXahn4xpbzQo7afWolwkVEkoINlolUnbN9ydVWjvBBKqMXahn5BpseLyEIPSbmovykdClYQCko1WmXRVNHY/OdPiBBKqMXahn5hpcV58GDmj5bcVuirKSEKVhAKSjVaZdI08o7RHAgnVGLvQT860GJtjyBd1u9Z4S6KcJFRJKCDZaJVJO5ydnG2qyZrmJ5BQjbEL/QRN85VfhW5alJeEKgkFJButMqkukgFuUO0nbJqPQEI1xi70EzXNz8nXkSOafluguigzCVUSCkg2WmXSdV0I8YbdIQokVGPsQj9Z03w0mHiv1+3SuhTlJqFKQgHJRqtMurFIEt/YO6gmcJqNQEI1xi70EzbN1pkB5IWGH/N0Y1F+EqokFJBstMqkm3YaedlP4DQbgYRqjF3oJ26ajfLoJyXO6SZFOUqoklBAstEqk27ZJTzB3U/ktDuBhGqMXegncNq9BhPHvENMl6IsJVRJKCDZaJVJtyeSyW9eu6wmdbp1gYRqjF3oJ3G6fVfvEzrnxzLdnihTCVUSCkg2WmXS7kSu/t7zH6rJnW5eIKEaYxf6yZxu3dVrAhf92KXdibKVUCWhgGSjVSbNRuRsdojbF0ioxtiFflKnm7cxgjbPR6/lJMpYQpWEApKNVpk0W5G7+ST8rQskVGPsQj+5041d/QqUZ4LmLMpaQpWEApKNVpk0N1sfXZ5Vkz7tFEioxtiFfpKnunJHGMNNJRZpDqLcJVRJKCDZaJVJc/cWspOf+OlagYRqjF3oJ3y61g/22GIycTbmxR3NWZS/hCoJBSQbrTJpYY4hYb147IraEdRdIKEaYxf6iZ+uujyN9rzsxRgtUNSDhCoJBSQbrTJpT5xHjt/zg3fUTqGOAgnVGLvQ7wDq7OV9tkhM/HD2VwJRJxKqJBSQbLTKpD23xQcDsyNM9ey9thgMPPZXMlE/EqokFJBstMqkpbJd10dAAQnVGLvQ7xjq4O3bny0kYoOWTNSVhCoJBSQbrTJpaW0hGdblUVBAQjXGLvQ7iap64SG7u6beZ704oCUV9SahSkIByUarTBqEc0iSvzr8idqJVEEgoRpjF/odRpVsjtpdNPXLY34BijqUUCWhgGSjVSYNTiRNO1v8zrPvq51KiAIJ1Ri70O88QnbikN0lU3/zifqkgYo6lVAloYBko1UmDd64Ywz5jjZAQjXGLvQ7k5Cc7re7YOqHx/oqKOpYQpWEApKNVpm0ki4gAY9NLgbzQGEgoRpjF/qdS1k9/6DdXGDK/4ZXH7SCot4lVEkoINlolUlro+0cwc9/f1HtjHopkFCNsQv9DqfX4lZm4/vtpgFTrtNeOdOaiHiQUCWhgGSjVSatl4gDCQmT1aM7zbLV7+8MxwbHe3aRP5DNirEL/Y6oKM/dH0W3hu0mCPtksyxYxy9bWi8RAxIOJBSQbLTKpPUScSAhsS4m8d9l1n9utQ9YBR1lXifoAPnXMXZhsnPKUnyVOTdk/wUw+zpifEj+9YbgM1yZ0nqKGJBwIKGAZKNVJq2XiAMJiUwwn4lbn+wzP+OZZZL3Lt6MBoen7D1W8bxGdKRaZwrkI2PswmTnBQfvNh+6e1XccgzipJS1s7cYbJdx0x3cZsG2oDxpfUUMSDiQUECy0SqT1kvEgYQE6QJ2hJQdYYCwI6SQHWE2sCOk7AgDhB0hhewIs4EdIWVHGCBfeeSt4ZHRW59rFUrr432PnGpISJAuYEdI2REGyJf/r/47/+N/edvUn16ptPp+8x/+vPyV77y1W0KCdIHtCFcWRrVypvWQHWGg/MWjb+75T98baGmVSqut7QQfeWvNtXCkO2xnuPDxuFbetMKaARA7wQpw36OnRv7yif/BDrEG/uefnl3i16H5EfXv2GU7xNH/zjvMVN3pNydsXffveECqn1SF+x55617TMfbjJApaDb/y6FtDmP1LFZMCab+x4xkkS1odTZ32mQHPTqliUkUmfvCF3ZNP3NM3+cSuAfMzogH7+K5h8/PQ54/fwxFrj3jllVf2GfuNEQ1e1OO+vr4+doJVxSRM0/ndE0397P6VxfePTTU/Ps075gfu0tUPJlCPN//bXy5J59gv1U1yZP/+/Xe55Dk4ODh//fp1tqUKiHocGhqac3X70ksv3StVTkJnZO+XdyJJzr70dw2t8ml1vHX0/55DXY/v/T/ulOonGWMSZB+S5OzsLE+aqbCLi4tjZsDTNnU9IFVPQgaJcWnk7IRW2bR6rsx8PoY6xwBIQoBkxMsvv7z/d7/7HU86q5Gvv/76EjvDwEFCbJw9wrPbauby+MXPUfcSBiQDTCe4CzNBrbxptZWZIU9GC5Hx739h1+S+f2fqUa9cWm2nfvwXrYkn7sn8KQx1BZ3grVu3xrSyptV2eXl5FPUvoUBC4sbj90yvTF7hcYya2lpaHOWsMBtwFiFng/UWX4mbGLhbQoKEApKgVqG0PrIjzAaTAJ/D2YRaGdN6ePXq1UkTB69LSJBQYEdI2RFmg0mAA+Pj4zzhrOaaOJiWkCChwI6QsiPMBpMA2ZYoOkK2p9BgR0jZEWYDO0IK2REGCDtCyo4wG9gRUsiOMEDYEVJ2hNnAjpBCdoQBwo6QsiPMBnaEFLIjDBB2hJQdYTawI6SQHWGAsCOkveoIzf++N4qi3cZ95vdDxn5NWT1GWwefIe7BZ8qqhcKOkEJ2hAHCjpDm0RGazmin+ewHjM8ZR8zfHSx98q514cSvo7nfPRbNvvDtDoF8ZAyWHT9+fI3nzp2zXr16NRobG7Pv0zDb4jrNzDtLdoQUsiMMEHaEtNuOEJ2K+Zz96Ggc7eVmtHj2j7aDm3ryS50PC96kQP5NDJYh2WxH12n6naXZ/mHzAx3kXfJvtgw+P1mutJ4iDiQkSCgg2WiVSesjYkDCYUNMR7ETHYZ5X8P8tGBWhw4v2YFlJZB/HYNlyc4tC48cOWI7yEYj3i20C8weN/00AXxOslxpPUUcSEiQUECy0SqT1kfEgISDilnn4dWuYZXGmy9E0z+5T+24shbIZsRgWbITy0vMHq9fv263AZhyGDKmPo0c73FlSusr4kBCgoQCko1WmbQ+IgYkHCwm599llg+spv/IfsVZVMfnC2SzYrAs2WEV5cmTJ6P5+Xm7TcI+2SQL1vHLltZPxIGEBAkFJButMml9lA4Hnd+QTe+G+T/sVTumogUSqjFYluygeuWlS5fs9gn7sMwvW1o/EQcSqiQUkGy0yqS1cVESeWk6v6RAQjUGy5IdUq999dVXo8uXL9ttBaZMp70ypjUSMSGhSkIByUarTFpppyVnR/P/+KTaAZVFIKEag2V+Z1QW0SlOTEzY7TblvGQcTZQ7rYGIAwlVEgpINlpl0kraRIJevnIumvrhF9WOp2wCCdUYLPM7oDJ66tQpu/3AlP2UVxe0oqLuJVRJKCDZaJVJK+OYsYVkfOvoz9TOpswCCdUYLPM7nTKLWaI7ycbUBZ9gX3FR5xKqJBSQbLTKpMG7+v2cAXdo8TuYUAQSqjFY5nc2oehOsDH10/Tqi1ZE1LOEKgkFJButMmmw2g4Qd3bp1SUPWQokVGOwzO9gQvPMmTN230x9sUOsmKhfCVUSCkg2WmXS4KxUB+gEEqoxWOZ3LKGKu9kAU3/sECsi6lVClYQCko1WmTQYcQywjWQ6/fTX1M4kZIGEagyW+R1K6A4P41antkO8JfVKAxX1KaFKQgHJRqtMGoRLSJ43n31A7USqIJBQjcEyvyOpinh6BjB1y7NMAxX1KKFKQgHJRqtMWmpnkSzx+CK/46iaQEI1Bsv8DqRqupt/m7rGjF+LAVpSUX8SqiQUkGy0yqSl1D47CNcB+h1GVQUSqjFY5nccVfTw4cN2/02948J8LR5oCUXdSaiSUECy0SqTlk57K7Sbv/i62mFUVSChGoNlfqdRZROXXEx4MUFLKOpMQpWEApKNVpm0NNqzQfEECL+TqINAQjUGy/zOourionxg4qHlxQctmagvCVUSCkg2WmXSUmhPhgnldmh5CCRUY7DM7yjq4tDQ6gNCTGxwdlhSUU8SqiQUkGy0yqQ91R4LrOssMCmQUI3BMr+DqJOJ2SGPHZZQ1JGEKgkFJButMmnPtGeEVvGawO0IJFRjsMzvHOqoe3q+iRmeWVoiUTcSqiQUkGy0yqQ9sGWYvqZ2CHUVSKjGYJnfKdTVI0eO2DIy8TPTEU+0J6JeJFRJKCDZaJVJC9V+FVqH6wK3KpBQjcEyv0Oou81mE+142Ysr2gNRHxKqJBSQbLTKpIVpH5LLr0J1gYRqDJb5HQF9JX5KvhJjtEBRFxKqJBSQbLTKpIW4hJtk+8mf3hZIqMZgmd8J0FWPHTtmy8zEFs8q7ZGoBwlVEgpINlpl0txtrYyeV5M/vS2QUI3BMr8DoLd1Z5UabipxR3MWdSChSkIByUarTJqfyFCLgwfUxE/XCiRUY7DMT/60U2DibcGPP5qvKHsJVRIKSDZaZdJctCfFzP32UTXp006BhGoMlvlJn+rOz8+jffMkmgJFuUuoklBAstEqk2buOBI4T4rZmkBCNQbL/IRP08X1hib+eGu2gkSZS6iSUECy0SqTZqq9X2idb5W2XYGEagyW+cmeri9u3G3iEGjxSTMU5S2hSkIByUarTJqZk0jc7AS3J5BQjcEyP9HTjT137pwtTyVGaYairCVUSSgg2WiVSTPRXiPoJ3e6eYGEagyW+Umebs6BgQFbpkqs0oxEOUuoklBAstEqk3atnQn6iZ1uTSChGoNlfoKnm/fEiRO2XJWYpRmIMpZQJaGAZKNVJu1KdoIZCSRUY7DMT+50a3JmmJ8oXwlVEgpINlpl0m1rT4zxEzrdnkBCNQbL/MROt27i2YZaHNNtirKVUCWhgGSjVSbdlvYSCZ4Yk51AQjUGy/ykTrcnTqAxcQu0eKbbEOUqoUpCAclGq0y6ZUeRoNkJZiuQUI3BMj+h0+2Lm3Wb+F3x4pluU5SphCoJBSQbrTLp1kRyvvmLr6vJnG5fIKEag2V+MqfdKXegWfTjmm5dlKeEKgkFJButMunmRWKe/8NeNZHT7gQSqjFY5idy2r0rKyvIBXN+fNOtibKUUCWhgGSjVSbdtK3Fs39UkzjtXnaExQpMTE96MU63IMpRQpWEApKNVpl0Uzb4KKV8BRKqMVjmJ3CancDE9qgX63STogwlVEkoINlolUk39AYShp+4abYCCdUYLPOTN83Ow4cP23JXYp5uQpShhCoJBSQbrTLputozRP2kTbMXSKjGYJmfvGm2ymUVfGLFNkT5SaiSUECy0SqTpotEzDNEixFIqMZgmZ+4afbKmaTzfvzT9UXZSaiSUECy0SqTprrSePMFNWnT7GVH2FuBifnPvTZA1xHlJqFKQgHJRqtMqjrdbsyqCZvmI5BQjcEyP2HTfDxw4ICtA6Ut0BRRbhKqJBSQbLTKpB3yuGAPBBKqMVjmJ2yanzxeuDVRZhKqJBSQbLTKpGtF8p15/ptqsqb5CSRUY7DMT9Y0X+Vi+xm/XdBOUV4SqiQUkGy0yqRrXFi+ck5N1DRf2RGWR2DaAq8v3ECUlYQqCQUkG60yaewYEoCfoGkxAgnVGCzzkzTN3+PHjyNXAK2dUBFlJaFKQgHJRqtMuiqSLi+V6J1AQjUGy/wkTYux0WggX8z67YTeFuUkoUpCAclGq0xqneMt1HorO8LyCZS2QkWUkYQqCQUkG60yKc8SLYNAQjUGy/zkTItzYGAAOYNnkaaIMpJQJaGAZKNVJm23Z1/4tpqcaXGyIyynchYpn1KhiPKRUCWhgGSjVWbNvdFebqqJmRYrO8Jy+uqrr9q6UdpO7UX5SKiSUECy0SqzzqKBT/3wi2pipsUKJFRjsMxPzLR4r169itzBe5F6omwkVEkoINlolVlj55sfnVCTMi1edoTlFihtqNaiXCRUSSgg2WiVWVfRsP1kTHsnkFCNwTI/IdPeyBNnOkW5SKiSUECy0Sqzpi7dOvozNSHT3siOsPwC03bGvLZUW1EmEqokFJBstMqso2jQfiKmvRVIqMZgmZ+Mae88efIkcghQ21XdRJlIqJJQQLLRKrOGcjZYQtkRhiEwbaj2s8Jbt26NvfzyyyMSqiQUkGy0Cq2baMh+Eqa9F0ioxmCZloxp7zx69ChnhcahoaE5Ux7PSaiSUDDJpr9x9si0Vqk1krPBksqOMByBaUu1nhWiHPr6+nZKqJKQQMLRKrUuogH7CZiWQyBhGoNlfhKmvbfus0LDDVMODQlTEho3ntj1+vQz/2lZq9wa2OBssLyyIwxLYNpULZ9ZiP3nbDBwbjx+z/TN5/5qSavgKouGqyVgWg6BhGgMlvkJmJZDOYO0VnlkeXl5VPZ/j4QoCRmTePqRfJofn76hVXgFnW+e+yc1AdNyGGpHOD8/H126dEl9reoCpa1V0hMnTjSwzy+//PIuCU9SBUb2fnnn5OO7Rl0imvrZ/SvJxFQlgba8TK5MjNjtbJx+Zc3yxbN/tMuTy6ookNCMwTI/+WbthQsX7P9OgruoaOtq1rkjHB4eji5fvqy+VkH7JCwJCQ+T1/aE8NDd1vS1uDNMLmdHqCalzEQnlvw/6ATBgQMH1qyXZp07QgikugghZQUNNYQnTKAjXPrk3QiPhUp23FpHOPXkl6LGmy/Y9ef/sHfNawsnfm3399Y//9K+btc3f2M5fnfvc2Uy99tHVz/nH5+MP8OJ9+A1f5YK8QxHvJbVV85AqiwGy7Tkm6V+RwjBqVOn1iw7d+5cNDY2Fp05c2bNcq0jHBwctOviPcnlMO1zQnVqagpfj94vVUYIKRsmn+1EUtMSb9l0HeH0T+7DJsfL/Y4QHR9Ah4bOCySfqQjQObUbs5F7usb001+zy8Hi4AHb0QL8xP9FhweSnSrA/7Yd3oW37d/utbnfPWb/xmt4D7bbvbZdgVRbDJZpyTdL/Y7w4MGD9m88hw9/41IBgK9Q0Tk2m037t1vf7wjxIFssO378uP3aMLkuXsMjjfBaVWaRmDmbjpCXEhBSVkwDfV2b6ZRR1xHa3+duWPG73xGCmee/Gf/tlt38xdfj3/2HDbuOEDNJtwzgs93f+H29hxQD935sJzpHf51uBFJtMVimJd8sdR1hkhMnTsSvg6GhoTXvAZj14fdkR4j3geS66Pzc+4HrYKskkCojhJQNNFAt6ZbRZEeIry0Bfmodofs9ucxdIwn8r0tdR5hcBjCjc3+7mWZyHcxOMZBwM0Z8jl0un4cZpfuKtVuBVFsMlmmJN0tdR4iZzYcffmh/x6zQvQ6S60N0fpjZud9dR4iTR9Dx4atPJ2aQ+InXJyYm7Of5HWvoYlBgBp2HpNoIIWUBxy3QuWhJt4wmO0Jov7Y0s8LNdoRu5mt/z6AjxFerEJ+L9YDrCJ1u2/B1a3L5dgRSdTFYpiXeLHUdofsbHVzy7+TvzpmZmfhsyWRHiGWNRsN+9Zk0+d4jR47EX69WaXYIpNoIIWXBdITT/leIZdbvCCHwj88BzNT89dwykEVHmPzd/e13hBBfyQJ/+VYFUnUxWKYl3Sz1O0II3FmjABeP+6+7k2mSHaE74zS5bproMN37qiBmwoa7pOoIIWUArVJLuGVV6whxsovDLcM6AJ08Oj87c/NOlsmqI3Sfs3zlnP3bdYT4f+53dNTrHVvcrECqLgbLtKSbpVpHiKSOsyHxO87yBJjZoXPEcuDWTXaEELivQiG+NnRftbqvUzETBMljkaGLgYEZfA5I1RFCeo1pkA/gmjwt4ZZVdCjJk1ec2A//EgUcs0PnA/yvJfF16uyLf7tmGU5yAcll6EBvPvtA/Dfe407QgXgN4P+419ysE387/M57uwKpvhgs05JuluJ4HTqz5LJjx47Z7XF/Y0aIGRzwZ3Ho9PzLJLDMkVzfdbpgKxfthyKQqiOE9BrTETbcWZQ0DLUkimVawqXlVI593i3VRwjpJWiNWrKl5RVI9cVgmZZwaTnFV71mEDos1UcI6RUmd+4O6WxRuiqQKozBMi3h0vKq1SMhpGBwwB63DdOSLS2vWgLFMi3Z0vIq8Fl9hPQStEIt0dJyC6QKY7BMS7a0vOKmBGYw+oxUISGkFyB5aomWllsgVRiDZVqypeXVXRoiVUgIKRrT/vZplyDQ8qslTyzTki0tt1pdEkIKApdNJG8sTcNRS55YpiVaWm5xXaaBT3InpBeg9WlJlpZfINUYg2VaoqXlFjcLMIPS/VKNhJAiQeLUkiwtv0CqMQbLtERLy69Wn4SQnDHt7sGsnpZOi1dLnFimJVlafrX6JITkTLvdHkneO5OGpZY4sUxLsrT8ytMo7pCqJIQUAVqdlmBpGAKpyhgs05IsLb/ykOPHpCoJIUWAVqclWBqGQKoyBsu0JEvLLx5A3OZ9RwkpDpMvd2bxTDzaO4FUZwyWaUmWhqFWp4SQnDDt7UFeSB+2WtLEMi3B0jDU6pQQkhPtdvt1/2G0NAzxkOH1wENu8fRzLdHScgukiRJC8gYNTkuytJziqfaOlcnxaPH8ULQ4fEZ16dMLUWt+RtaOosHBQTXp0vJ5/fp1HCe8X5opISRPkCC1hEvL5croeduZLX9+Te30NtR0mK1bs/Yz2CGWX9SR6Qj5JApCigCJUUu8tBzia2uwfP2y3sFtw/ZS036mloBpOZQzR4ekmRJC8gQJUUvAtPfaWWC7pXZmzqXL56OViet2thc7PxMtXflYXd+Jr03BiRMn1ERMey+QZkoIyQvTzu5CstWSMO2tqJd2Y0HvxEznhw4SrEyM2J+G3U4cW7JLhNbMVOqxRMDOsJwCaaqEkLww7ezBxulX1ERMe+fShbft15cdHZfpzNABthuz0fTTX4vX1xImlrmEeubMaofXWpjv/EwjOHz48JokTHsvkOokhOSFmTnsn/vto2uSMO2tsy98W/06tDU7bRPjzPPf7HgPkCqNwTI/scqtu6LFC++t+ezmx+fscn992luBVCchJC9wMD45s6C9FyQ7KYjZYWvuhro+BFKlMVimJVfM/EBz5KM1/wOXYkxNTanvob0RN9+W6iSE5AUSopZYaW/ENYIr0xNrOigc32tNX1PXdwKp0hgs05KrEyT/DwTaurQ3TkxMoErukiolhOQBWpmWWGlvBMmOyX1lqa2bFEiVxmCZllxxp5kkyf+39NklWbqK9n5anJcuXeJF9YTkDZKdllhp8eLYX3t5aU3HhGOFm3lOJJAqjcEyLbnCo0eP2vf4xwrj/2s4ePCg+l5anOfO2YEQH8dESJ6glWmJlRYvLoPAZRF+h6St6wukSmOwTEuuzgMHDtj3dRwrvHnD3qNUew8t1oGBAcwI+6RKCSF5gESoJVZavCDZIS2PX402+1QQIFUag2VacvUF+ErU/l8zQwTaerR4jx8/jo6wX6qUEJIHSHpaYqXFC5IdIe4Qs5mvRSGQKo3BMi25aoKVG6P2J27tpa1Di/fYsWO8zRoheYPEpyVWWrwa2nqaQKo0Bsu05JrmUrNpz1LUXqO9EZe6mI5wRKqUEJIHSJZaYqVhCaRKY7BMS640HKUjHJUqJYTkAZKlllhpWAKp0hgs05IrDUutbgkhGYJGpiVWGpZassQyLbHSsNTqlhCSIbaVkUogVRoji0kFkColhBBCCCGEEEIIIYQQQgghhBBCSLfIsXhSAaRKY2QxqQBSpYSQPEAju+/RUzRwtWRpF75hftCwNUiVEkLyAI1MS6w0LLVkaRdqiZWGpUGqlBCSB2hkWmKlYaklS7tQS6w0HN+5C7dYm5YqJYTkAXKlllhp72wut9Tl6wmkSmPsQi25+o722VXX0BjR16XFutoR8qbbhOQJcp6WWGlv/M1rl+1T6rdaL0CqNMYu1JKr73T/mgcCL135OIrG9+vr0mL98y50hMNSpYSQPECu1BIr7Y3AdkamYwJ7fvCOup4vkCqNsQu15OprWDw/FHeEKxPXo+jiw/q6tFjf242OkA/mJSRPkAS1xEqLd2q2GS1fvxx3SM2L79tO6ls/PqOunxRIlcbYhVpy9TW4/wnxQODo7L36urRYP9iDjrBPqpQQkgdIglpipcX6vec/jKJ2a02HZDUzNYDXtfc5gVRpjF2oJdekFx6K2o2FNf9zU++jxXh5H2pjn1QpISQP0Mq0xEqLNUmyU2otzMvSyB4/1N4LgVRpjF2oJdekhuTXos2Rj6JoeVpflxbvaB9mhA9IlRJC8gCJUEustDfijFF0RsnOEOx9YVhd3wmkSmPsQi25Ok2Hh+OByf9lT9R5b7e+Pi3e6X7U4t1SpYSQPMCp2X/9o3fV5EqL9xt7B23/leycIFjv61EgVRpjF2rJFc4NdXwlak/QaTX09WlvNIMVqU5CSF6YjvDQRsefaLF+dHk2as1Or+mkIDjy9qj6HiBVGmMX+on1zZ22s/M7Qff59nX/PbR3GqQ6CSF5YTrCh/f/6aqaXGnvBLiez++s0IEB/6tSIFUaYxcmk+rMgF2UvGbQiRN1oqvPrF2f9l6DVCchJC9MO9uFGUgyqdJyCLTOECe3uIvuxyYXoydfWr3mUKo0xi5cPevQsvz5tc7PMkYry1E0+bqeiGlvNUh1EkLyBI1NS8S094KVmzfUDgwufXohas1M2fV80FmuTE+o73Na5ob0JEx7r0GaKSEkT9DYtCRMy+GV8dWvQ5OXOXQrLty3nLtfT8C09/I+o4QUB/KhloBpebQX3Bswy+umQ4w7wOaonnxpeTz/IO8qQ0hRIC9qyZeWT5wk48DXnrgNm9bhJUXn544p8qkSATlxCDW2R5opISRPzKhz4O9+8S9q4qXl9cVjV6LJ2abt39YFCfXPu/RkS8urQZooISRvcAnFwZPX1GRLw1BLmnahlmBpGBqkKgkheWPa2x1zC8tqgqVhqCVNu1BLsDQMDVKVhJAiQKPTEiwNQy1p2oVagqXl9/SdOFFmVKqSEFIEyJlagqVhCKQqY+xCLcnS8nvxYXSEz0hVEkKKwDS6ad58O1yBVGWMXaglWVp+8SisKLpLqpIQUgQ8YSZsgVRljF2oJVlafg1SjYSQojDtbican5ZkafkFUpUxdqGWZGn5NUg1EkKKBI1PS7K0/GqJ0y7Ukiwttx/swfHB16UaCSFFgrypJVlafoFUY4xdqCVaWm5xE/Qo2i3VSAgpEjMKfQ53K9ESLS23QKoxxi7UEi0ttwapQkJI0Zj2x+OEgQqkGmPsQi3R0nJrkCokhPQCNEIt0dJyqyVPu1BLtLS8rl4/yCdOENJLTCMc4Q24wxNIFcbYhVqypeW11UCt3SFVSAjpBaYR7vno8qyabGl5BVKFMXahlmxpeTVI9RFCegkao5ZsaXnVEqhdqCVbWk7/vAtfi05L9RFCegny554fvKMm3DL7899fjH66/4L62q8Of2Kf8q695sQt5oD2WtkFUn0xdqGWcNfzvd1RNL4/ii7vi6JTd+jrbNck7m/32uTrUfTpU7f/rqONEXSE90v1EUJ6iWmMDw0OT6kJt8yiEwTaa2Cje6nWuiN8054wvAo6wpmB1d/P3a+vvx1B2t+b7QjxgOHk+6qkQaqOEFIG0Ci1hFt2wTf2Dq5Z9q0fn7HLk8s0a90R4iQNXMjtL3/nrs5l2/HsvXZz1izz/96MmLFu531l15SPGYDysUuElAnkGr9DCUE8YNg/2efK+ELkZrj4ijTJ/j9djdfTOkK8L0nyK2Pg3gPcctfxOv7m6aH4NTdrdbjl3Qqk6mLsQi3p+p6+066qvpYUM7Ykg3fffq0xEkXnH3R3RVkFsze8dvUZWSDcGl5dDpLvH+27/bfbJgc+C6/7uPXX2zbXCTvc8jKJ/efdZAgpF6F+PfqdZ9+3uS65DLgO7MTZiXg5lgH3t98RXvxs3nas7m88nSP5umPvC8PxMrfc/T8MJkDyNfd7lsdhgVRdjF2oJV3fCw/ZVdXXnK4zc39/9MDav1cTub0Ozv7tOib3ujaTS/7td4TAfS2LTtHNVrXP2WjbAD7D/V1GDVJthJAygcapJd2yC9Cp4feNvu4EaeuCr373dPy3W+ZOugHHBsfXvI6OFh1ochl48qXz8e/JGWJWAqm2GLtQS7q+bqalveYEboaXXOaO66Ejw7FF/3X3+1Y6QnSmydeSpn3OetsG0NknXy+TpsM3A88hqTZCSJkwjXMEMywt8ZZZfBUK8Tu+Jk12VpiF4bUk63WE7vfkMnc/VuCfpYoZpMZvXrtsX8fs0ZHljQuAVFuMXaglXt/1Oh6n9vrMQBRN96/+7s/oYPI9W+kIceIM/navJd3oc5zJbcPXpA7MFv11e2x7pdE2W8aL6AkpI6Zx3tlcaqmJt8wmOzT30wmSl1GArXaE7qtQ4HeEmA2+d/HmmmWa7lghjidqr29VINUWYxcqibdDnBCz0bra63iKOr6WxO9ZdoTXnlv7WtLNdoTJbXO69+JYZnJ5rzVIlRFCyggaqZZ4yy5Ahwf85f7f63WEyY4OX5OCtNehOxknuSxN4L9/uwKpshi7UEu8mqA5unYZLqlwMyigdXTu2FuWHaF2iYTbDje7S74G1tu2pDjW6HeQvXTiEL4WfViqjBBSRtBIkyeYhKI72zN5Vih0YJ8caR2hO/GmudyKv05FR5f8LK0jc1+PYmYIAZa7s0mxzH2e/97tCqTKYuxCLfmmqeHOvkyexYmvHUGy88myI4SY0QF8vQnwP91rYPWenKt/b7RtAJ/jXkMH717rtQapLkLC5CuPvvWclpSqJtCWl92045tY7o7PuU4w+Vryb4h1teUbfa2J92jvS1vejUDCMsYu1JLvRqLTSl5+kBTL8bq/HJ2R38H46+EyhuTfyde19+PONlhH67iw3J/xpW0bxPK013qlu9xEe61Ctt/Y0Yj6d+yRsCRV4b5H3noYyecXv784b2ZM12tgIzkTouUTSHjG2IVKYqIl0WDa1qjX1qrn4mdj7bf+Vcvuc/+OnRKeJGRM0un/j//lbVO/SoVXWDRaP/nS8ggkRGPsQj/50nL4Z3uD7ZbfzirtzOCE3ff+HXdJiJIQue/htx6rYycotvwLx2l5BBKmMXahn4BpOWwtoiMc89pY9V2aHMP+S4iSEEHCUSu3Ho4ir/oJmJZDIGEaYxf6CZj2XhzzNChtrB5++uOZ9hs7eAOBELnvkbf7anRMMM12HndFod0LJFRj7EItEdPe2mqgE5xItKvaiXKQMCUhgWSjVWjNHENu9ZMw7b1AQjXGLvSTMO2tcqmH0rbq5Ud/tRD173hMQpWEApKNWqH1s81jheUTSKjG2IVaMqa9k7PBVRc+Hm+/sWNEQpWEApKNWqH1k7PCEgokVGPsQi0Z097I2eAaUSYSqiQUkGy0yqypPIO0ZAIJ1Ri70E/GtHeuninK2aCIMpFQJaGAZKNVZk3lGaQlE0ioxtiFfjKmvXH1CfRAa0+1FOUioUpCAclGq8wa28SDav2ETHsjkFCNsQv9hEx7o8G0merfRWYLolwkVEkoINlolVln0bj9hEx7I5BQjbEL/YRMi/fqM8gdS377qbsoGwlVEgpINlpl1tyZsclFNTHTYgUSqjF2oZ+UafEalLZTe1E2EqokFJBstMqsu2jk39g7qCZnWpxAQjXGLvSTMi3WW8PIGzN+u6HsCIMEyUarTMrLKcogkFCNsQv9xEyLUx4wrLQZakQZSaiSUECy0SqTWpvHBsfVBE2LEUioxtiFfnKmxWkwbYMnyKSIMpJQJaGAZKNVJl0Vjf6r3z2tJmmav0BCNcYu9JMzLcbJ15EvFvx2Qm+LcpJQJaGAZKNVJo2dQN71EzQtRiChGmMX+gma5i/vILMpUVYSqiQUkGy0yqRrXNn/p6tqoqb5CiRUY+xCP0nT/DWYtjDutQ3qibKSUCWhgGSjVSZdK5LAnh+8oyZrmp9AQjXGLvSTNM3XuSHkCX4luglRXhKqJBSQbLTKpB3yLNIeCCRUY+xCP1HT/Dx3vy1ypU1QRZSZhCoJBSQbrTKp6vzFz+bVhE3zEUioxtiFfrKm+WlQ2gJNEWUmoUpCAclGq0yaavt7z3+oJm2avUBCNcYu9JM1zcfV5wxOJeKfbiDKTUKVhAKSjVaZNF3kYV5SUYxAQjXGLvQTNs3eiUPIDbyX6BZF2UmoklBAstEqk67rOHKxn7Rp9gIJ1Ri70E/aNFvf222LWYl9uoEoPwlVEgpINlpl0g2dm5xtqsmbZieQUI2xC/3ETbPzzZ22iJWYp5sQZSihSkIByUarTLopV468PaomcJqNQEI1xi70kzfNToOJ7c+9WKebFGUooUpCAclGq0y6OZE0nnzpvJrEafcCCdUYu9BP3jQbV0+OmfPjnG5elKOEKgkFJButMunmRV7+1o/PqImcdieQUI2xC/0ETrt39dFKTT++6dZEWUqoklBAstEqk27JUeRmnkmavUBCNcYu9JM47c7x/cgDLS+u6TZEeUqoklBAstEqk27Zz5Gf/UROuxNIqMbYhX4ip9v3wkPIAUCLa7pFUaYSqiQUkGy0yqTbcgo52k/mdPsCCdUYu9BP5nR78vZpmYtylVAloYBko1Um3bbTSCx+QqfbE0ioxtiFfkKnW5dPms9FlK2EKgkFJButMmlXzjWXW2pip1sTSKjG2IV+Uqdb8527bDGaWOWT5jMW5SuhSkIByUarTNq1C+wMuxdIqMbYhX5ip5v3dic45sUszUCUsYQqCQUkG60yaSayM+xSIKEaYxf6yZ1uTnaCuYtyllAloYBko1UmzcwFJB4/wdPNCSRUY+xCP8HTjb19TJCdYI6irCVUSSgg2WiVSTN1DgnIT/J0Y4GEaoxd6Cd5ur63zw7lMcGcRXlLqJJQQLLRKpNmLs8m3YZAQjXGLvQTPU33owdskSkxSXMQZS6hSkIByUarTJqLk0hIe37wjpr0aadAQjXGLvSTPdUd7bPFpcQizUmUu4QqCQUkG60yaW6OITF959n31cRP1wokVGPsQj/h007nhtC2edu0gkXZS6iSUECy0SqT5ity+f4/XVWTP70tkFCNsQv9pE/XuvoUCd5Auwei/CVUSSgg2WiVSQux/dHlWbUDoKsCCdUYu9BP/HTV2w/V5aOUeiTqQUKVhAKSjVaZtDAXkbj8DoCuCiRUY+xCvwOgUfTBHls0JqYmvBijBYq6kFAloYBko1UmLdQbSGB/8/SQ2hnUWSChGmMX+p1A3Z3ut8WixBYtWNSHhCoJBSQbrTJp4dpnGp44O6F2CHUVSKjG2IV+R1BnW4towzweWBJRJxKqJBSQbLTKpD1zCXmeD/ldFUioxtiFfmdQR88/aIvCxMykF0O0h6JuJFRJKCDZaJVJe+oEEtxP919QO4c6CSRUY+xCv1Oom40RtFugxQ/toagfCVUSCkg2WmXSUtianG2qHURdBBKqMXah3zHUxdN32t03scGzQksq6klClYQCko1WmbQ0ziLx7X1hWO0oqi6QUI2xC/0Oog7ODNhdNzHBm2aXWNSVhCoJBSQbrTJp6WzNLyyrnUWVBRKqMXah30lU2ds3zOYsMABRZxKqJBSQbLTKpKXU3qu0TnekARKqMXah31lU1eVptE+gxQMtoag3CVUSCkg2WmXSUmvPLK3DdYdAQjXGLvQ7jKo5vt/upqnraa/uaclF/UmoklBAstEqk5ZePFeuXfWvS4GEaoxd6HccVfH2I5MWpJ5pYKIeJVRJKCDZaJVJg9F+XXrxs3m1IwldIKEaYxf6HUjo3n56PJ8WEbioTwlVEgpINlpl0uC0T8Gv2k28gYRqjF3odyShersDBDwbtAKiXiVUSSgg2WiVSYPVdojvXbypdiyhCSRUY+xCv0MJzXfusrsBTJ2xA6yQqF8JVRIKSDZaZdLgtR3i2ORi0LdrAxKqMXah37GEojwhApg6GvfqjFZA1LOEKgkFJButMmllnEbSbS63or/+0btqZ1NmgYRqjF3odzBl9/I+u9mmPlaMONFJqytaAVHfEqokFJBstMqklROzjzaS8W9eu6x2OmUUSKjG2IV+R1NG8ZDc23eDaUg90IqLupdQJaGAZKNVJq20C0jO+Nq07LNEIKEaYxf6nU6ZvPCQ3URgyprXAdZMxICEKgkFJButMmktxJPM7SwRJ9d8Y++g2hn1UiChGmMX+p1Pr8X1f62G3TRTpItSvrSGIh4kVEkoINlolUnro8RAPI059f6NaM8P3lE7pqIFEqoxdqHfEfXCtZ3fcDR4N9sSZUcYIkg2WmXS+ogYkHCwmGVxp4ivT5986bzaSRUhkM2KsQv9Tqkorz5j/z0w5TRsftwtm7UDryfLldZTxIGEBAkFJButMml9RAxIOHRgEv0us87qGR8GzBa/8+z7aqeVh0A2JcYuTHZOeYrjfbfQ361iyuIZ2YwOsH6yXGk9RRxISJBQQLLRKpPWR8SAhMOGmPUfMA5Jv2BnjD///cXcrlUE8q9j7MJkZ5WVZ++NomvP2Y93mH3tMz92yb9eF3yGK1NaXxEHEhIkFJBstMqk9RExIOGwZdBJmM9Y23sYjg2OZzJzBPKvYuzCZAe2VdHhffJYFE33249ymP0YMD4s/2bL4LNdmdL6ijiQkCChgGSjVSatj4gBCYfMMP3Kg+azDxntBf1JMIvEWaovHrtiRYcJtcdKAfnIGLsw2bHB93bfFhev4zFGXkfnMNuEF3CF+275yEzAdrgypfUVcSAhQUIByUarTFofEQMSDoWBTsj4IDoksw394qj5uwN5S4wsXkPiMzA7tZ0clLcUAjtCCtkRBgg7QtqLjrCKsCOkkB1hgLAjpOwIs4EdIYXsCAOEHSFlR5gN7AgpZEcYIOwIKTvCbGBHSCE7wgBhR0jZEWYDO0IK2REGCDtCyo4wG9gRUsiOMEDYEVJ2hNnQfmPHcHv+/c+1MqY18o0dDQkJEgrsCCk7wmwwCbAvuvrzm1oZ05qIgdAbOwYkJEgoIAkuLq2MqpVKayE7wmyI+nfc2T75v5gi1cuZ1sD/8b8umzgo9EYOJAPue/jUQ3/1X99dUSuVVt7vP/9h4yuPnkp9ogLZGvY44coCB5Y1lccHAwYzgmsTjXGtYml1xTcBnA1mi5kN7Gm/9a9aWnnTirs6G9wnoUBC48t/338HvyKtn6jz//PRt+MHy5JssCfNnPtqQytzWlEvPTbHk2QqwH/4+1O7kBiPDY5NqxVNK+O5SzcnUNd/8cibD0j1k4wxSXGk/fa/5sywDg7+2yV2ghXjvkdO2a/LfvH7i/NqpdNgffVPV2dQt6aOG/gWQKqc5ES7f8dD9pjhwL9Z4WUVFXPxszF0gLZ+39jxlFQ5qRo4gcImTVodH3m778t7+3dKFZOCMB3ivSZZ9iNp0mpo6nMIx4OligkJm/Hvf2HX1OO7npt8fNfo5BP3RJTSAHx8V2PqiV37Jx7/AjsjUklefvnlXa+88spzxlFjRCkNwoZpu/vNT/ZNhJSdG0984eHk4HL+H/9hfnn8Ig/hUBqIKzOfjy28+cLM5I/+fcu1Y3yxM7L3y/zmnwTLSy+99HBycDk4ODg/PT3NvonSQLx169bYBx98MPO73/2ulWjLz/X19bFvIqQMYKBoBo39dvC479+1G4MHeJEIpRVx6eoHE1M//gs7Obzx+D0j03u/cJc0fUJKDQaKZsDYj4Hj/v372xcuXGDfRGlFvHHjxsTBgwft5PDll18eMW2cfRMhvWLiiV2PuYng0sjZCa3RUkrDt7Vwc2zqZ/ev2Pb+xD19kgIIKSUvvfTSY24iOD4+zr6J0oq6uLg4dujQoRW0dyP7JkKKxgwKD2FwOPfb7yxojZRSWj3t6aSrk8IhSQWElIqXX375EAaHJ0+eZN9EaU3E6aQyKWTfREhR4AgBBoW4RlBrmJTS6to4e2TaTgof3zUsKYGQUoAjBBgU4hpBLXYppdX10qVL02j/L7/8MvsmQvJm8gf33I/B4M3/9pdLWoOklFbfuQPfX0AewGnjkhoI6Skvvvji/RgMvvbaa+ybKK2pp06dWkAewGnjkhoIIXlgBoH2VNHm8BuTWmOklFbflckr48gDuNGMpAZCeoo7VfTq1avsmyitqbOzs+NylJB9EyF5ggEgBoIYEGqNkVJaD92jKSQ1ENJTMADEQBADQi1eKaX10D2aQlIDISQPMACEWiOklNZHlwskNRDSUzAAhFqsUkrro8sFkhoIIXnACSGlFHJCSMoEJ4SUUsgJISEFwAkhpRRyQkjKBCeElFLICSEhBcAJIaUUckJIygQnhJRSyAkhIQXACSGlFHJCSMoEJ4SUUsgJISEFwAkhpRRyQkjKBCeElFLICSEhBcAJIaUUVmVCGEXR3cbdZp8eNj/3mZ+HjP3Q/J0L8q9TkdUyxezPsNsvY59ZtM/4oHG38S7518HCCSGlFHJCSEgBcEJIKYVlnBCaic0us20PYLJjfr5uHDG/r8vK6Plo6ZN3o8abL0QLJ34dzb7wbev001+z+5elDtncVGQ1O6jJyldffTU6fvy49eTJk9G5c+ei4eHhaGxsLJqampL/mI4py2kjJpNPGR8yi3bL5pYCt59m29R4pZTWQ5cLJDUQQvLADWy0RkgprY8uF0hqyBUz+cBE7yFjnzF1kofJXfPcP8UTuzwmdd3okN1KRVZbM6HrtQcOHLCTyaGhoejChQt2IpmGqaNR4yHz62PGQiaObjvN/1XjlVJaD10ukNRACMkDN7DRGiGltD66XCCpYduYCcNO83n3G58xDmFC4bMyMRItnv1jNP+PT0Y3n31gzSQrJB2y66nIamsmZCF5+PDh6NSpU3bimHb00dT1iBETfBzRvUN2fdu4/20+T41XSmk9dLlAUgMhJA/cwEZrhJTS+uhygaSGdcGA37znAeNzxo4jfDiyh1M2Z57/5poJVNV0SLGkIqutmWRVzSNHjkRnzpyJrl+/Lnt7GxMjOD11v/kV1zjeKcWyLu5zzfvUeKWU1kOXCyQ1EELywA1stEZIKa2PLhdIarCYwftd5rWHjR1H+pavnItu/fMvgz7C160OKa5UZLU1E6g6icni4OBgdPXq1WhlZUVKYxUTW8PmB26Ic7cUl8W918UnpbSeulwgqYEQkgduYKM1QkppbRy/dfRn9sieT/OjE9H8H/ZGU09+qWNCVHcdkk5TkdXWTJLoqrghzqVLl6JmsymltMrMzIy9UY6Jzc+9WKWU1kiXKySdEkLywA1stEZIKa2k48Y5Y0vG3lF7ucmJ3zZ0SDpNRVbrmAxRXdxBFdcsXr58ec1EETFrvGXkJJHSmujygqRTQkgeuIGN1ggppcGLgTMG0Lcnf43ZaHHwQOWv7ytCh6TTVGS1jokP3Zo49RQ3tuEkkdL66Nq/pFNCSB64gY3WCCmlwYmbdyzLWDme/N38xdc7JjO0ex2STlOR1TomOLR7cQfUDz/8MGo0GlLKdpKICxVvmp94XIbWTiilgejauqRTQkgeuIGN1ggppaUWp37OG9urw+DVu3vitM/kpIXmp0PSaSqyWsdkhuYjrkv0n6tomsmCccKotSVKaUl17VrSKSEkD9zARmuElNJSicFsfBgE1/3hWX48+tc7HZJOU5HVOiYutBgPHjxojyJ6p5ouGaekbVFKS6prx5JOCSF54AY2WiOklPbUjglg4/Qr0fRP7uuYmNDe6JB0moqs1jFRob0RN60ZGhryJ4hN4w1pe5TSkujaraRTQkgeuIGN1ggppYWKm2LcvhDKgCOA009/rWMiQsuhQ9JpKrJax8SElsMDBw7YI4jJZySiLRp5iimlPda1U0mnhJA8cAMbrRFSSnMXN4GJ7wDKCWBYOiSdpiKrdUxEaDnFKabDw8PxBBFt1Dhr5E1qKC1Y1y4lnRJC8sANbLRGSCnN3DHjgh1lGlrT16K53z7aMdGgYeiQdJqKrNYx8aBhePz48WhqakpqMT69lEcPKS1A1w4lnRJC8sANbLRGSCnNxElj/CiI5rl/4nWAFdEh6TQVWa1jokHD0z+91LRtHOHHIy60tk8p7VLX9iSdEkLywA1stEZIKd220+1Wy54KipvB3PrnX3ZMJmj4OiSdpiKrdUwuaPieOHEifgaiafcAp5ZqOYFSug1dW5N0SgjJAzew0RohpXRLYiBonwmIB8LzeYDV1yHpNBVZrWMyQavlsWPHopmZGaltO0GcM/K6Q0q70LUvSaeEkDxwAxutEVJKN3RWxn5Ra+5GNPvi33ZMGmh1dUg6TUVW65hA0Op69OjRaGJiQmreTg7xYHxODindoq5NSTolhOSBG9hojZBSqhrfGRQ3hZl5/psdEwVaDx2STlOR1TomDbQeYnLoHTnkaaWUblLXjiSdEkLywA1stEZIKY3FHQXtjWF4Oih1OiSdpiKrdUwUaP30rjnE4yzwBZOWcyilRtd2JJ0SQvLADWy0RkhpzcUjIpbsyM2wcOLXHRMCWm8dkk5TkdU6Jge03g4MDPjPOuSjLCj1dO1F0ikhJA/cwEZrhJTW1PjcruZHJ6KpJ7/UMRGgFDoknaYiq3VMCCh1njt3TqKE1xtSmtS1EUmnhJA8cAMbrRFSWiM/N8anhM6+8O2OwT+lvg5Jp6nIah2TAEp9Dx8+HD8E3+QkHDWckhxFaS11bUPSKSEkD9zARmuElFZcfAM/b0dehsXBA9HUD7/YMeinNE2HpNNUZLWOwT+l6zk4OJg8pbRpxGnsWi6jtLK69iDplBCSB25gozVCSisqjgbaURbvEkq70SHpNBVZrWPAT+lmPHjwYDQ2NmZjyOQuMGnUchulldO1A0mnhJA8cAMbrRFSWjFxNz/74PilC2/z2kDatQ5Jp6nIah0DfUq36vDwsESTnRziwfdarqO0MrrYl3RKCMkDN7DRGiGlFRCnhS7I+Cm6dfRnHYN6SrerQ9JpKrJax+Ce0u2Kx1c0m00bVybHLRl5OimtpC7mJZ0SQvLADWy0RkhpwI4b7SMjWnM3opvPPtAxmKe0Wx2STlOR1ToG9ZR2K04n9W5Cw0dX0ErpYl3SKSEkD9zARmuElAboRLvVstcHroye52mhNFcdkk5TkdU6BvOUZumlS5dsnJk8CHidIa2ELr4lnRJC8sANbLRGSGlATrRardvXB/JuobQAHZJOU5HVOgbwlOah90xDXDut5UxKg9DFtaRTQkgeuIGN1ggpDUA8o8tOBBfP/rFjwE5pnjoknaYiq3UM3CnNUzy2wmHSJG9AQ4PUxbOkU0JIHriBjdYIKS2x0zLOiRZO/LpjoE5pEToknaYiq3UM2CktwpMnTyafZ7jg5VJKS62LY0mnhJA8cAMbrRFSWkJxXYw9IsiJIO21DkmnqchqHQN1SosUdyZ1mDTKI4Y0CF38SjolhOSBG9hojZDSEhlfI8hTQ2lZdEg6TUVW6xigU9oLBwYGJCJ5jSEtvy5uJZ0SQvLADWy0RkhpCcTjI1oYuPBmMbRsOiSdpiKrdQzMKe2l7uYzJscC3pWUllIXr5JOCSF54AY2WiOktIfiIcv2ohdOBGlZdUg6TUVW6xiQU1oGE4+r4HMMael0cSrplBCSB25gozVCSntkA4OT1vS1aPon93UMwiktiw5Jp6nIah0DcUrL4quvvhqNjY3ZODU5eMmIL+W0/ExpoboYlXRKCMkDN7DRGiGlBTtjByPLzWj2xb/tGHxTWjYdkk5TkdU6BuGUls3Dhw9HzWbTxqvJybwjKe25LjYlnRJC8sANbLRGSGlB4hQl3jmUBqdD0mkqslrH4JvSsopHVThMeuaNZ2jPdDEp6ZQQkgduYKM1QkpzltcJ0qB1SDpNRVbrGHRTWnaHh4dt7JpcjesLP5fcTWlhuliUdEoIyQM3sNEaIaU5OmcHGY3ZaPrpr3UMtCkNQYek01RktY7BNqUhiOsLZ2bsGf0YKzS8XE5prro4lHRKCMkDN7DRGiGlORg/RuLWP/+yY4BNaUg6JJ2mIqt1DLQpDUnvNNIbibxOaW66+JN0SgjJAzew0RohpRm7gIHEysRINPXklzoG15SGpkPSaSqyWscAm9IQvXr1qo1nk9NxN9LRRI6nNHNd3Ek6JYTkgRvYaI2Q0oyMbxoz99tHOwbVlIaqQ9JpKrJax8Ca0lA9cuRItLJiLwHH+IE3naG56WJO0ikhJA/cwEZrhJRmoD0quHzlXMdgmtLQdUg6TUVW6xhUUxq6ly9ftrFtcj2PFtJcdLEm6ZQQkgduYKM1Qkq7ML5WcP4PezsG0pRWQYek01RktY7BNKVV8Pjx4xLhvLaQZq+LM0mnhJA8cAMbrRFSuk3tHURb09d4rSCttA5Jp6nIah0DaUqrIu5EOjExYePc9AG8EynNTBdjkk4JIXngBjZaI6R0i8bPFeQD5mkddEg6TUVW6xhEU1o1BwYGbKybvgDwuYW0a11sSTolhOSBG9hojZDSLThtBwHLTT5XkNZGh6TTVGS1jsEzpVX0wIED0fz8vI150zfMeX0FpVvSxZWkU0JIHriBjdYIKd2kvHEMraUOSaepyGodA2dKq+yFCxds3Js+Ajec0foOSjfUxZOkU0JIHriBjdYIKd1A3FGOp4jS2uqQdJqKrNYxYKa06p44ccLGvukrAG42pvUllKbqYknSKSEkD9zARmuElK7j6t0DDDPPf7NjoExpHXRIOk1FVusYLFNaBw8ePBg1Gg3bBkzfwWcW0i3p4kjSKSEkD9zARmuElKY4i47d3kX0h1/sGCRTWhcdkk5TkdU6BsqU1snr16/bdmD6kAWvT6E0VRc/kk4JIXngBjZaI6RU0X7Nuzh4oGNwTGnddEg6TUVW6xggU1o3z5w5Y9uC6Uv4IHu6KV3sSDolhOSBG9hojZBSzyV05LeO/qxjYExpHXVIOk1FVusYHFNaRxPXFbaMeFyR1t9QanVxI+mUEJIHbmCjNUJKxbF2q9VCBz7320c7BsWU1lWHpNNUZLWOgTGldfXw4cPRyoq9JxnGHxNen0NprIsZSaeEkDxwAxutEVJqREfdxvMFbz77QMeAmNI665B0moqs1jEoprTOvvrqq8mbzUwZtT6I1lwXL5JOCSF54AY2WiOktXcKHXVr7kY09eSXOgbDlNZdh6TTVGS1jgExpfSVaGrKdjUYh/Ah9rRDFyeSTgkheeAGNlojpLX29mSQdxKlVNUh6TQVWa1jIEwpXTUxKZz3+iJac12MSDolhOTB5OO7hjGwWR6/+LnWEGkt5WSQ0k3okHSaiqzWMQimlN52YmL18bamD+KkkMZKfDQknRJC8sAMavowsFk4/cpNrSHS2snJIKWb1CHpNBVZrWMATCld69WrV21bMX0RJ4X0+vT09OcSGwOSTgkheTC+9/+40w5u9v27dmtpkc8EqrecDFK6BR2STlOR1ToGv5TSTjkppM4//vGPy4iJl156abekU0JIXkw8cc9DGNxM/ez+FU4Ka+s0OmBOBindvA5JpanIaurgl1LaKSeF9MSJEw2Jh2cklRJC8mbi8S/ssYOcH/371srklXGtcdLKyiODlG5Dh6TRVGS1jkEvpTTdxKRwxuuzaIVdXl4edUcGjfskjRJCimJ67xfucDeZmX3p7xo8WlgL7VX8eM4gJ4OUbk2HpNBUZLWOAS+ldH0Tdx+d9vouWkGHhobmpO5xdPBuSaGEkF4w/v0v7Lrx+D0jGPBM/fgvWo2zR5iIq+mY0T50fvon96kDXkppug5JnanIah2DXbp1jxw5Eh0/fjw6ePCg+jqtlnx4ffUdHx+feO2115akzjERfEBSJyGkLNjrCx/fNeoGQLjOcP4f/2Gej6kIXhz9baOTvfnsAx0DXbp5Z1/822jpk3etjTdf2PBI6/w/PmnXbX50Qn2dhqND0mUqslrHYDdEMSG7fv16NDY21uHly5ejgYGB6MCBA+p7s3B+ft6W5aVLl9TXafXEpHBlZcXWu+m2JqQPowF669atsQ8++GAmMQGEjd/+9rdP9fX13SEpkxBSdm58/3+7d/Lxe54xg6F+f3BEwxHXC4K53z6qvk43b2v6mi3LJOtNshfP/lHWitTXaTg6JD2mIqutGeSGKiZijnPnzq0RE8Ukg4OD6md0IyeE9RRHhDEphDw6HLRDxj7jHjMB3CkpkhBCSNG02+1DGFDhSJU2yKVb000I7RHC06/Y30HapJATwurokKaViqymDY6CMzkh1F6HOFroOHbsmLrOduWEsL4iloDpw0akaRFCCCFkq5iO9Cl0qIuDB9QBLt26yQkh/k5OCrUjsJuZEOI0VHcUV2NlYiSaef6bHe+bfvprskZkf1+68Lb8tQq2NW3dW0d/Jn+tZWX0fDT15Jes/uc5muf+ST1VFstwaux6LF85l3qabbKsfPA/tfcUqUOaVyqymjrIDc3NTAiHh4dljSg6evRox+s47XRiwt7PSqXZbNpTT/33wY0mhJg0zMzM2HU0sG04BdF/H45mutMSfXANm78+7Y1nzpyxdYIvNqV5EUIIIWSzmD50DzpSDPC1wS3dnv6EECYnV/g9uf56E0JMjNxEEPWk3ewHk0zcCAj41yEmJ3kA24ZlyXXS1nUTP/c6fnf75sC2+5/Rbsza1zCxS77mXseR6OTnJsX/BPgM/zU3kUy71jLtM4vUIU0sFVlNHeCGZtqE8PDhw9GpU6fiCRs4ceLEmnWge5QAJn3a0UNMFt1nYCLmT97WmxC6z8aEULuO0U1U/dMOh4aG7HLt/8E8r4mkW/fChQu2vgyPSRMjhBBCyEaYjvMu9J7t5cUNb3pCt6Y2IYRpk8L1JoTuCByOAPqvJZ194dt2PZA8Cpmc5C2c+PWa9/gm153/w151HXy2A/9TW+fWP/9S1oi2fLda/F8Htif5Go5iA0x+y3qtq0OaWSqymjq4Dc3khFADEzZMDrX3uokXWO86sORNRDCJS76WNiF0R47wvuRyX3f0EDfAcctwNNLx4YcfrlmfltPE4yjul2ZGCCGEkDRMn7nTdJqj6Dx5R9HsTZsQwuSEyk0K15sQOjZzSq8jOfHbzCTPuZl1kxPPtAnhepM6iJjD6Z0bob0Xy3DkMQmOJmIS6q/bCx3S1FKR1dSBbWimHSGEJ0+elFcie7TOf91dW4hJmf+ar1sXP5PL0yaE/g1tNiI5IYSYhGqTXRyN4hHC8um+NGi1Woummu6UpkYIIYQQDTMZ7MPABo9E0Aa1tDvXmxDC5KQQ1xeuNyF0p1CmfZYT1w86cL2hW162CaE77ROTOG3Ct9Fk0hfruDIC2nWUReqQppaKrKYObENzvQkhdDf+AP6kLXltYXK5pjtC6B+xS5sQYj2w0RHCzYpJYHJfcXRTW4/2TpyiDEwfNyBNjRBCCCE+OJ0GHSYmLdqAlnbvRhNCiKNkGv56ayaPKRN4TIrcdYb+kUS85ijDhNBtp3YdoH/DGf+9aeK0VEdyMtwLHdLcUpHV1EFtaG40IYTu9E2A391y9+gAgCN/2vV6WOaODuK0QH+dtAlh8rNxtDD5Wje6U0x5Kmk5xZFegdcTEkIIIT6mg8Spog30lDd/8XV1QEu7dzMTQogJj7sZjCNtPf80SR9MtDa6y2gZJoSIu+Q+4/fk3VNxuqsj+d7kpC+NjfavCB3S5FKR1dQBbWhuZkIIk+slbx6TdmpmEkzstnOX0c18tiN5DeN6dyUF2v+i5RB17r4IMNwtTY4QQgghwEwG96OH3OjmIpTS7emQJpeKrKYOaCml3Ym72QLT5w1LkyOEEEKI6RjtOYob3a2SUrp9HdLsUpHV1MEspbR7E0eG90mzI4QQQuqNmRBOo2fkqaKU5qdDml0qspo6kKWUdi9OHcWzLYW7pOkRQggh9cR0hvvQI27m0QWU0u3rkKaXiqymDmQppdnonifZbrcPSdMjhBBC6ofpC++wHeJykw+gpzRnHdL8UpHV1EEspTQ73QPrDbul+RFCCCH1oi3PHHQPQaeU5qdDml8qspo6gKWUZufx48dtW+MNZgghhNQS0wHei46QzxyktBgd0gRTkdXUASylNFuvXr1q25vpEx+SJkgIIYTUA9P59aMTxMPNtcErpTRbHdIEU5HV1MErpTRbDx8+bNub6ROnpQkSQggh1cf0fbvRAa6MnlcHrpTS7HVIM0xFVlMHr5TS7HWPoTCTwoelGRJCCCHVxnR6h9D5zf9hrzpwpZRmr0OaYSqymjpwpZRm79GjR22bM33jiDRDQgghpLqYPu9udHy8dpDSYnVIU0xFVlMHrpTSfHTXEhoelKZICCGEVJM27yxKaU90SFNMRVZTB62U0nxM3HF0SJoiIYQQUj1MX7f63MHGrDpgpZTmp0OaYyqymjpopZTm59jYmG17ZlJ4vzRHQgghpFqYfu4xdHaNN19QB6yU0vx0SHNMRVZTB6yU0vw8efKkbXu4zl6aIyGEEFItTCc3jM7u5i++rg5YKaX56ZDmmIqspg5YKaX5urKyIi0w2ilNkhBCCKkGpnPbhR6Oj5qgtDc6pEmmIqupg1VKab5euHDBtr82H1RPCCGkapjO7Rl0cryZDKW9MQGeAwpxCve+hA8a7TNCgTZYpZTm64kTJ2z7M33m69J9EkIIIdXAdG6j6OSmf3KfOlillHbnzWcfsF+4LF14O2ovN+2g0qfdWIhat2atKzdGo5WJ67edHI9fazcb8o61zM/PR+fOnYuOHDmiDmYppd3baMTt707pQgkhhJCwMZ2aPeqAgao2kKWUbt253z5qT8GOWVmJWjNT0fL1y1Hz43PR4vCZzF367FK0cvOGmVm25J+adt1s2kniq6++qg5uKaVbc3jYXm6Po4QPSzdKCCGEhI3p13A6WnTrn3+pDmwppRs79eSX7JcqjvZSM1oevxotnh9SJ29FufTpBXvk0TEzMxMdO3ZMHehSSjc2cdoo7zZKCCGkGphOrd8OFJ//pjrQpZTqTv3wi/YxLQ6czpnX0b+sxKmojomJiejgwYPqoJdSqouj7cD0ndPSjRJCCCFhYzs2Poye0k2La21b09dWB4XNRrR0+bw6+VpPd3pne3nJfs62aLei1vxMtDz6abR44T31/6Rq1sd7AW6lj6Me2uCXUtopvkwRdklXSgghhISJ6czs9YPNj06oA19K6W1xWqi7LhCnhG52Eoajhrh+MAk+B6dpu+d+OqRppiKr2UHpgQMHooGBgWhsbEyWroJJ5tK1T9Rt0bTXHRo4MaR0c+K6XMDrCAkhhASP6c9Wrx/k4yYoXdfFs39EU7ETwebF99WJVVJMyJJH//D+9e7i65CmmYqspg5SnadOnUreCdFO+DZzLaM7YoijH7wJDaXpHj9+3LYVXkdICCEkeNz1g7MvfFsdpFJad3GdoDs91N4kRplIOXEk0N3ABY+WmPvdY+pnajqkaaYiq6mDVM2jR4/Gk0M7mb30obrtTtyExoFBr/aZlNJXbBsxfeioNE1CCCEkTExnNoJODafCaYNUSussnh3onhm47nWC54ei1sK8XQ+ngk4//TX189bTIU0zFVlNHaCuJ04vvX79un0vjlyue/Mbsz/u6ObJkyfVz6O07uK5nwKfR0gIISRMTCd2B3qy1twNdYBKaZ3FpM7Sbq07ecKpoXa1xqydQGqftRkd0jxTkdXUAepmxF1F3RFDPOxe2ycrJoXyAHxOCintNHHt7m5pnoQQQkhYoBNDT7b0ybvqAJXSOrsyYQ+e27uBqhMmIyZUdp0M2pBDmmcqspo6QF1PnP6Jh9R3sLKy7mmkyWcYOnCkUfsflNbJCxfi06sflOZJCCGEhAU6MfRkuNmFNkCltK42Tq9eH7QyPaFOkqCbDGZ1h16HNM9UZDV1gLoZDx8+bB9ODzDZ28wNcnA3VXcK6eDgoPq5lNZNtAVhnzRPQgghJCza7fZT6Mlw63ttgEppXbW0W/rkyNgc+ciugpvNaO/fjg5pnqnIauoAdSviLqLxNYUrK6nXSC5d+diug0dSYDKpfRaldZR3GiWEEBI8phPrQ2c2/4e96gCV0jo68/w37SCvdWtWnSDB1uy0XSfLtuOQ5pmKrKYOULfrhx9+KJ8arT7kXvbTPZ8Qj6HQ3kdpnU1MCPuleRJCCCFhgU4MnRkfOUHpbfFMToAJ4crEdVVcdwe2czfRNB3SPFOR1dQBarfi+YU4EphkaGhIXZfSuosj5sD0pSPSPAkhhJCw4ISQ0k7nfvtotHDi15tSe/92dUjzTEVWUweoWYlnF+KW+keOHFFfp5RyQkgIIaQCuAlhN7fKp5Rmo0OaZyqymjpApZQWJ57t6ZDmSQghhIQFvtVER5blaW+U0u3pkOaZiqymDlAppcXqkOZJCCGEhIWbEBJCyoM0z1RkNUJIubhLmighhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhPQA3mWUkPIhzTMVWY0QUi54l1FCCCHh4SaEf/2jd6P7Hj1FKe2hDmmeqchqUfSG+ZVS2lsFaZ6EEEJIWJgJ4QA6sm/9+Iw6QKWUFqdDmmcqspo+OKWUFuebO6UxckJICCEkUMyEsB8d2XeefV8doFJKV/3G3kF1eZY6pHmmIqvpA1RKaXG+c5dtijjbRponIYQQEhacEFK6sRc/m7eDPvCb1y6r62ShQ5pnKrKaPkDdruP75UM3YGZAfz+ldZQTQkIIIaFjOrE+dGY/3X9BHaBSWmdxbW1zuWUHfEtXPra226t/nzg7EX31u6fV921XhzTPVGQ1fYC6XW8N249sXnw/Whw+0+Hy6Kf29ejqM/r7Ka2j7+22zQJfrkrzJIQQQsLCdGLPoTP71eFP1AEqpXUVX5JYVlai5sfn1kyOmpc+jNpLTfsyjh5mdTqpQ5pnKrKaPkDdjh/ssR/XujW7Zj+Trty8YdeJPnpA/wxK6+jtCeHr0jwJIYSQsDCd2EPozI68PaoOUCmtozj6B9abIFkvvGfXAXMLy9HfPD2kft5mdUjzTEVW0weoWxU3xWiO2Y9bunxe3U9MiCM5MhqdukP/HErr6PkHbbMwfelT0jwJIYSQsDD9mP16872LN9UBKqV1EqeAjk0uoklErZmpaOnTC6mTJIiJkl3H2G4s2PeB7Z6C7ZDmmYqspg9QtyImg3Kq6NK1T9R9hPG+8eggpWv99KnVthFFD0rzJIQQQsLCdGJ3oifDIFgboFJaF3HaJ74YSXplfHUi1JqdVidKENfctZeX7Ho4Sph8/5MvnVf/V5oOaZ6pyGr6AHWznr139TParag58pG6b3Blcnx1vdE+/XMorbOTr6+2jyjaLc2TEEIICY92uz2K3izrG2RQWgUPnrxmR3vrTQrh8vhVu958F6eOOqRppiKr6QPUjcQpn40R+/bW/Iy6L86V6dVTZ3lnUUpTlLZkuEuaJyGEEBIeZkJoHz3R7fVPlFbV/X9anezhRjK4blCbPFnPD9lJlmOrN2tySNNMRVbTB6hp4vb4MnhtNxupdxO1mv2ITxPFKXHa51FKbRMxfei0NE1CCCEkTExn9gw6tZ///qI6SKWUrj6CAkf/AI4GqhOphHhMg3tExeRsc1PtyyFNMxVZTR+gJsU1f017AoAF10VisqdtrxOP1ohvIIM7KGqfSymNT7vGl6rSNAkhhJAwMf2Zvec87qyoDVIppbd1p5BisofJkzap8sUNW9xjKgCu2cXn+EflHdI0U5HV1g5OcQTw4sNRNG0P+FtwbeN6N4tJiusIo5XVCS+vF6R0E37y2Gp7iaJ90jQJIYSQMDGd2R3o0XAUIzk4pZSme2xw9WYrdmL42SV1kpUm7kqK6/PczWh82u32AI46KB7CT1ltLSsrq3dGxQRwg6OASXEX1Xiyihtk4M6j2uCXUrpW3lCGEEJIlTCDzCH0aryOkNKt+ZvXLtsRIcC1ees9pmKz4mide5xFh1l8/qUPo9bCvGy1AUcE+XxBSremIN0oIYQQEjZmQmivI9zqTTAopaviLr1H3r59vR6O/tlrDbdwtC5PcRTTPUTfgqMbp+/UB7qU0vXF9bUGHLGXbpQQQggJG9Ov2esIT71/Qx3sUkq35t4XhqOLnyWOwrVbq6d0bvH00u2II4CYjCavW7R3GMU1hjwllNLuvbxPGlb0mHSjhBBCSPi02+0Gejc+j5DS7MVdSl88dsXeUKYDXP93azZambhu706aPEXUPubC6P5evn7ZrgfxbMQ1kz7H8nQUTRyKog/26INZSml33hqWxhbdLV0oIYQQEj5mQvgcejc+foLSYv3G3sHoe89/aEeXwLTF13EqmjhqnE78bdupBaet/XmXPmCllOYj2pzBtMUh6T4JIYSQamD6N3tRxHsXb6qDVkppvjqkSaYiq+mDVUppvl61l9xjQviwNElCCCGkOpgOzt4VA0cstAErpTQ/HdIcU5HV9MEqpTRfcUr2KndIkySEEEKqg5kQPoVeDrfS1waslNL8dEhzTEVW0werlNL8PHe/bXqmr3xdmiMhhBBSLUw/Zy+OwI0vtAErpTQ/HdIcU5HV9AErpTQ/cbMmg5kQPiDNkRBCCKkepqOzPd6TL51XB62U0nx0SFNMRVbTB6yU0nwcvNs2O9NHjkhTJIQQQqqJ6e/szWXwDDVt0EopzUeHNMVUZDV90EopzcfRPtvszISQN5MhhBBSfUyH14+O7zvPvq8OXCml2euQZpiKrKYPWiml2XvqDtvkTN84Lc2QEEIIqTam39uDzo+PoKC0OB3SDFOR1fSBK6U0e+VRE4Z90gwJIYSQ6tNut4fQ+/3dL/5FHbxSSrPVIU0wFVlNH7hSSrP1zZ1Ru9UwXWK7YVrdTmmGhBBCSPUxHZ89SvjR5Vl18EopzVaHNMFUZDV98EopzdZrz0mD49FBQgghNcRdS/jT/RfUASylNDsd0vxSkdX0wSulNDtv31mU1w4SQgipJ6YftL3h3MKyOoCllGanQ5pfKrKaPoCllGbntP1OFDwozY8QQgipH+12295r+8VjV9RBLKU0Gx3S9FKR1fQBLKU0Gz+wV03g6OCAND1CCCGknpj+8A65mD7a84N31IEspbR7HdL0UpHV9EEspTQbGyO2mZn+715peoQQQkh9MR3iQ+gYB4en1IEsrZ6Y/DeXW3ZAtPeFYXUdmq0OaXapyGr6IJauevbeKJp8XQrK0ByNoo8eWH1tzt5AefVRAv77KIWfPmVDBGfISLMjhBBCiOkYeYOZAsXk2/GNvYPqOr7f+vEZeUcU/ea1y+o6m/Wvf/SufBLrvCgd0uRSkdX0gWxW4nS55Wn5Rwp47eLD+nt7rZvwYRvf2726DDcHwSQRv8uRn2i0b+375OHjFqyTfI3WR8SJwfR5o+YHHzNBCCGEOEzHeCc6yeZSa9MTFLp9k0fo3rt4U13H98r4gl0/i0eFcEJYvA5pcqnIavpgtltvP4A7im4NR9E7d3Wug2VuvfMPdr7eS7FtjrRtS5sQ5iEmpA43OaXl1sVHFO2WJkcIIYQQhzt1dLMTFNqdOFXT8fPfX1TXceKmPw5twv6dZ9+36zjx2Zj0+es5tzIhxLrfe/7D+LPxv9b77K9+97RdB+J3LPubp4fi9//dL/6l4z1OvIbtwXooE3yGtl5STK6xv+7zf3X4k3W3r1c6pLmlIqvpg9lunDgkH2zAEUJtna2II26YBH3yWBRd3rf6mX/epa/rxNEZvOf0nbeX4T04GonPwGv43OR7ICaCeA3rOfA7lkEcIXTrrjchxP/C+tpEOCnWwYQT2wTd0UfnRtsDk+sn3U65OfE+t014/2bfR1e9faroc9LcCCGEEOLjTh3daIJCs/HI2zhraZW0SUzyVNHk5C05oRybXLSfhQkRfk7ONuWVyE6Qkp8HN5oQYmKGx5E4cFTy4Mlr0YmzE/Z/OfC7P0FNfjZObXXgCCc+E+9Jro9Jnztaiu1O7ofbBryOSWXyfdhGB77EcBNC976yfbHhkKaWiqymD2i3KyYSDkxctHU2IyZy7pRNgKOMmHjh4d7J5a2GPilykzUcgXS/4/q/8f1r349lb+68/T5cH4hHBCTXwe9YBpPXC643IVzvNeybO40W24/PxX7hJ/4G2F+si8nietsDk5PebsoN70V5AGy/mxBicuP2J7k+1b19quiINDVCCCGEaJj+8k7TYTZ46mhxuslb2qmgFz+bt69jMqa9niYm9Q53pM653oQwOdHE78nXkrrrIDFZS8ZK8rPBep+R3EZ/wudMbg8mx245Jnxgq+XSKx3S1FKR1fRB7XaVIyOW7R5VwsTETYzWu2ELjlw5/CORbgIDtFM+MQl0kzIc0fRfT05stQkn3M6EUCYLFpRV8rX13Mz2dFtumPwBTAqT69OtKXVv+jfeVZQQQgjZCNNh3o+OE0d0tIEtzVZMhBz+zWLcETYc8fIndZqYMLnTNff/6ap9L/CPPq43IXTXKm5019nkZySPKK/32b6YBAP8T3eET9OB3917cYTQHVnETxzB9PezTDqkmaUiq+mD2u3qrgkE/umPmxVHswAmN9rrSd3EC0f+tOXaZM2J9wCs67+W14RwK/uWdDPb02254RRTtxxgorzdOqyrcrq06dselmZGCCGEkI0wfaf9ujqUoy+hmzy10h0FS06scA2f/x5cO+eOHgJMqtzplvDU+zfkla1NCB3HBsfXLPfF/3ckT0vdyoTQnRKK/XDbnSb+B/6n/xlYhvJLnsoKNvrfReuQJpaKrKYPbLfrOfsdzyo44qSts5E4DRJoEzVfdxqkf5RvvcmaE68B7f/kNSHcyr4l3cz2ZFFuThxVnRlYXcexXlnS+MirmQzyEROEEELIVjEdqP1aVbsGjWZv8mhZ8m9M8vx1oZsMYuKnvY4JkWMrE0J3KihOZV3vqCTiwpE8lXMrE0J84QCyPBqNybOjTNfCOqR5pSKr6YPbbpSjJJbt3FQmeUrjeqed4jXHhYfWvrbeZM3ZiwnhZvfNdzPbk0W5aeLIoTsVFUchtXXqrnwRYvqyIWlehBBCCNkqpiO1F3Bt5m6PtDtxHV7y5irAvwFLUjdhxFE2f8KH0yeTbGVCiEmgO9qG7fFfx3a6/w38a/+2MiHE/3ITW+xH2vqY5OEUWPe32wbt+sTkRNXf717qkKaViqymD3C71Z2+CDCZwNHC5EQGpyJiAuMmTv7RRHc6J/AnIbj+L/n52s1ryjohhMkJM8og+Rr+18xA5zZhnx3JG8m4n85uyg0P4Mey5E12ICY7bkKY9giOOmvqoL3SMF1YG4V0hzQvQgghveAr33lr91ceeWvffY+83WcGRf1fefTUgD9QouXVTVJg8sYhNB8xIUqSPPKmiSNg7rTLJG7y5CaY/sQIdelIm4RhHXfjFh8c0Ut7fMRmPtsX70k+rN8Hk0Z/8od91PYdy3CK6WauuSxSh6TGVGQ1fZCblZj4YaLhJhRJMOnBjVX8SY0TE5PkNYlJ8N71JifrTcic600Ikzd/yXpCCPE4iRnvlEyAcsI+pz0Sw38P1k8+CgNut9xwh1W33T7Yj7R6qrMoa3dnVl5vGZTtN3YMG/uNh6L+Hfva/TseMD93SnokhITA//vvB+6SiV88CPqr//ruyi9+f3G+f+jzqT//z6kbsN1uX6dBac/rw+RCu4aLUrqxDkmXqchq6mCJUroJ5VpM03dNeX0ZLbszgxPtyWM3rJcem2sP/tulZN3ayWL/Dt4plpCy8eW9/TuTk8DvP/9h49pEY1xt6DRkJ9HBbnRdGaVU1yGpMxVZbe0Al1K6OXHk22D6rBmvD6OhuzQ51r74yFz75P/SRl2byeFA1L/jTkmdhJBeYQY5+zHQ+U/fG2idu3RzQm3AtErac/pw+l5yoEsp3ViHpM9UZDV9sEspTVeu1TR91bzXd9GqufjZWPvM/26PHsrEkKeVElI0/+HvT+1yg5xjg2PTamOlVXUGHe5Gz6ijlK7VIWk0FVlNH/BSSnXl+kzTRy14fRatsvPvf+6OGJpJ4R5Jo4SQvHGTwf/4X95uT9xcHFMbKK269raQaY87oJR26pBUmoqspg96KaWd4iZIBtM34baiWp9Fq+zKwmj77X/dQiy0+3c8JKmUEJIX9nrBR09NY3DD6wRrLyeFlG5Bh6TTVGQ1feBLKV3r7SODnAzWWUwK3/pXdlIY9e+4W9IpISQPvvLoW89hYPOb10bm1AZJ6yYnhZRuUoek01RkNX3wSym9LSeDNOnEHycRF+03drwu6ZQQkgfuGYK8gQxNaCeFvNEMpevrkHSaiqymD4AppatyMkgVERtmQjgt6ZQQkgduYKM1Qlpr7Y1mOCmkNF2HpNNUZDV9EEwp5WSQpupiRNIpISQP3MBGa4S09nJSSOk6OiSdpiKrdQ6CKaXJR0twMkg7dHEi6ZQQkgduYKM1QkqN9jmFeHj9N/YOdgyIKa2zDkmnqchqnQNhSuvu3JBtGqav4X0MqKqLFUmnhJA8cAMbrRFSKk6gw24ut6K/eXqoY1BMaV11SDpNRVbrHAxTWlff3Gk6lTHbLEwfw2cf01RdzEg6JYTkgRvYaI2Q0oRjrVa7hc577wvDHQNjSuuoQ9JpKrJa56CY0jo6eHcUtRZtkzB9C29oR9fVxY2kU0JIHriBjdYIKVVcQif+q8OfdAyOKa2bDkmnqchqnQNjSuvmB3tsUzB9Scs4luhbKFV1sSPplBCSB25gozVCSlNcQIc+ODzVMUCmtE46JJ2mIqt1Do4prZOX99lmYPqQJeNook+hNFUXP5JOCSF54AY2WiOkdB2n0bHzZjO0zjoknaYiq3UOkCmtizMDtgmYvuOW15dQuq4uhiSdEkLywA1stEZI6QaOG9vo5L/z7Psdg2VKq65D0mkqslrnIJnSqvvOXVHUatjwN93FpPQdlG5aF0uSTgkheeAGNlojpHST2usK9//paseAmdIq65B0moqs1jlYprTKnn/Qhr3pI3i9IN22Lp4knRJC8sANbLRGSOkWnEPHj4fYf/W7pzsGzpRWUYek01Rktc4BM6VVdeKQDXnTNyx6fQWlW9LFlKRTQkgeuIGN1ggp3aK4fThPIaW10SHpNBVZrXPQTGnVtI+UiE8R5fMFade62JJ0SgjJAzew0Rohpdu0icHAqfdvdAygKa2SDkmnqchqnYNnSqvk1WdsmJs+YMXIU0RpJrr4knRKCMkDN7DRGiGlXTiFgUFzuRV968dnOgbSlFZBh6TTVGS1zgE0pVXw9J0m2Y/aEDe5f87rCyjtShdnkk4JIXngBjZaI6S0S/GcqWUMEg6evNYxmKY0dB2STlOR1ToH0pSG7sWHbWibXI8bx+DO01pfQOm2dbEm6ZQQkgduYKM1QkozcgYDhvmF5eivf/Rux6Ca0lB1SDpNRVbrHExTGqpv7oyiW8M2rE2OX/ByPqWZ6WJO0ikhJA/cwEZrhJRmaHy08MTZiY6BNaUh6pB0moqs1jmopjREeVSQFqiLO0mnhJA8cAMbrRFSmoP22sKl5RbvREqD1yHpNBVZrXNgTWlI4iHzy9M2lE0un/VyO6W56OJP0ikhJA/cwEZrhJTm6CIGFR9dnuVzC2mwOiSdpiKrdQ6wKQ3F0T4bwiZ38w6itFBdDEo6JYTkgRvYaI2Q0pyNn1v4m9cudwy2KS27DkmnqchqnYNsSsvuufsleO1kkM8VpIXrYlHSKSEkD9zARmuElBbkLAYbeEQFTyOlIemQdJqKrNY52Ka0rOL00OaYDVuTo3nTGNozXUxKOiWE5IEb2GiNkNKCtaeRjk0uRt/YO9gx+Ka0bDoknaYiq3UOuiktm7h76HS/DVeTk5eNPD2U9lQXm5JOCSF54AY2WiOktAdi8LGCwcjg8FTHAJzSMumQdJqKrNY5+Ka0TH76lA1Tk4MBTunXcjSlheriU9IpISQP3MBGa4SU9tD4+sIXj13pGIhTWgYdkk5TkdU6B+CUlkFcJ9iyJ2hgLMDrBGmpdHEq6ZQQkgduYKM1QkpL4Oo9zg0/3X+hY0BOaS91SDpNRVbrHIhT2kvf220mgg0bmibXznu5l9JS6OJV0ikhJA/cwEZrhJSWyDk7ajE8+dL5joE5pb3QIek0FVmtc0BOaS/8867k8wR5wxhaal3cSjolhOSBG9hojZDSEmonhrgj6fee/7BjgE5pkToknaYiq3UOzCktUtw5tDFiQ9Hk0kXjaCK3UlpKXfxKOiWE5IEb2GiNkNISu4BBDSeGtJc6JJ2mIqt1DtApLcK1E8ElI+8cSoPRxbGkU0JIHriBjdYIKQ1ATgxpz3RIOk1FVuscqFOapzg1lBNBGrguniWdEkLywA1stEZIaUDG1xjy5jO0KB2STlOR1ToH7JTm4dprBHlqKA1aF9eSTgkheeAGNlojpDRAZ+woyMDHVdC8dUg6TUVW6xy4U5ql9vER8V1DebMYWgldfEs6JYTkgRvYaI2Q0oCNH1dx4uxE9NXvnu4YzFParQ5Jp6nIap0DeEqz8JPHJMDsRHDOy4WUBq2Lc0mnhJA8cAMbrRFSWgHxgPsVDJTGJhejb/34TMegntLt6pB0moqs1jmQp3S7nrojiqb7bViZHAemjFoOpDRoXcxLOiWE5IEb2GiNkNIKiZspLGLwhBvQ8DpDmoUOSaepyGqdg3pKtyquD2yO2nAyOW3ZOC45jtJK6mJf0ikhJA/cwEZrhJRW1Pg6w2OD4zydlG5bh6TTVGS1zsE9pZv1wkMSRPH1gbxRDK2Frg1IOiWE5IEb2GiNkNKKG59OOr+wHH3n2fc7BvyUrqdD0mkqslrnIJ/S9cTzA+eGbOiYXAWmjVouo7SyuvYg6ZQQkgduYKM1QkprZPzYilPv34j2/OCdjsE/pb4OSaepyGqdA35KNS/vk4CxE8GGkc8PpLXVtQtJp4SQPHADG60RUlpDMfBawkCM1xrSjXRIOk1FVusc+FPqPHtv8iHyLSPOYNByFKW10rURSaeEkDxwAxutEVJac3F6VgsDtMnZJk8ppR06JJ2mIqt1TgJovcUpoTMDEhx2IshHRlDq6dqLpFNCSB64gY3WCCmlsfEppR9dnuXjK6jVIek0FVmtc0JA6yceFzHaJwFhJ4GLRp4SSmmKru1IOiWE5IEb2GiNkFLaIQZuCzKW4/WGNdch6TQVWa1zckDr49rrApeMn0tOoZSuo2tDkk4JIXngBjZaI6SUrisGdPZ6Q4BHWHByWC8dkk5TkdU6Jwm02n7yWBS1GrbqTa7AdYGTkjsopZvUtSdJp4SQPHADG60RUko37ZrJ4eDwVPSNvYMdEwhaLR2STlOR1TonDLRavrkzij59Siqbk0BKs9C1L0mnhJA8cAMbrRFSSrflmtNKec1hdXVIOk1FVuucQNDw7bwmEKeD8g6hlGaka2uSTgkheeAGNlojpJR2LSaH8Q1pxiYXo70vDHdMLGiYOiSdpiKrdU4maJjiERHywHhg2jhuDDMubZ5SmqGu3Uk6JYTkgRvYaI2QUpq58aMswJG3R3ndYcA6JJ2mIqt1TixoGOJUUNwU5vb1gACPiBg1au2cUpqRrh1KOiWE5IEb2GiNkFKaqziisDrCNFwZX4i+9/yHHZMOWl4dkk5TkdU6Jxq0vOIo4NpnBPJUUEp7oGuTkk4JIXngBjZaI6SUFuqMMT56ePGzeZ5eWnIdkk5TkdU6Jx20PP55VxRNHJKKWnMUkM8IpLSHujYq6ZQQkgduYKM1Qkppz7TXHhrjCeJ7F29G33n2/Y5JCe2dDkmnqchqnZMQ2jvfuSuKxvdLxcQTwHkjJ4CUlkjXZiWdEkLywA1stEZIKS2N6gSRRxB7q0PSaSqyWuekhBYnjgAm7gYKTHtaMPJmMJSWWNeGJZ0SQvLADWy0RkgpLa2jZjx70/xcWR3aRtHkbDN68dgV3qSmQB2STlOR1TonKTQfcROY8w9G0a1hKXg7+cMzAXkKKKWB6dq1pFNCSB64gY3WCCmlQXnDGN+kBpw4OxH93S/+pWMiQ7PRIek0FVmtc+JCs3Hw7ii69lx8F1Bg2gJuAoO7+mpthVIaiK6dSzolhOSBG9hojZBSGrQ4EjJrjI8iAkwSeTfTbHRIOk1FVuucyNCti7t/4tTP5Wkp1DVH/3j6J6UV07V9SaeEkDxwAxutEVJKK+eYGT/jVNPl1aH0KoPDU9HPf38x+sbewY5JD03XIek0FVmtc3JD08Vpnx89sDr5W3vkj5M/SmukywmSTgkheeAGNlojpJTWQjtJxE1qfDBR/On+C7wuMUWHpNNUZLXOSQ+9PfHDHT8TEz/LrWH0TTjKzckfpTXV5QpJp4SQPHADG60RUkrro8sFkhpMDxzdaZY/ZOxfHZ3fBhPFXx3+JPrWj8+smSDVTYcUWSqyWudkqE7iMQ8XHlp91p838TMxhru/7DPeLUW2w73PxSeltJ66XCCpgRCSB25gozVCSml9dLlAUkMqZtB+p/FB854+I+52uoaPLs9Gv3ntcvQ3Tw+tmTxVUYcUTSqy2toJUhVdf9LXMB4ymhWiu6RoUnGfadZX45VSWg9dLpDUQAjJAzew0RohpbQ+ulwgqWFbmIH+HcY95vOeM45gIuCDU1P3/+mqfYZi6NcsOmT3U5HV1k6eQhOndr63O4ou74uiydc7T+80mDrHXT3xtPcHjXfK7m8L938Rm5TS+upygaQGQkgeuIGN1ggppfXR5QJJDblgJglmVhGZWUW0z/zP142dswrD2OSiPS0Vz1XExLGsRxsdsnupyGprJ1hlEUf1zt2/OtHDkb25IdnYTkx99RufMr/uMXY14dsIt32ITUppfXW5QFIDISQP3MBGa4SU0vrocoGkhp5iJht3mW0ysxQ7ccRphumzFAFHHt0kEqesfufZ93N/BqNDNjsVWW3tRCxr/7xr9QjexYdvT+6m+9UjeUlM2Y4YXze/4ho+TPR2yWb3FLdfZtvUeKWU1kOXCyQ1EELywA1stEZIKa2PLhdIaggOTGSMu82+mBlRPJHEEa3bD6zLCdmEVGS1XJF9xQ2AMLGDOBK7WzYhODghpJRCTggJKQBOCCmlMPQJYdGYyZY7/XXDSZdbD++RRWQDOCGklEJOCAkpAE4IKaWQE0JSJjghpJRCTggJKQBOCCmlkBNCUiY4IaSUQk4ICSkATggppZATQlImOCGklEJOCAkpAE4IKaWQE0JSJjghpJRCTggJKQBOCCmlkBNCUiY4IaSUQk4ICSkAMwCcxiBw4ubimNYQKaX18C+f+B8tTghJWWi/sWPaTggXP2PfRGmdfftftzghJCRnzADwdQwC//w/p26oDZFSWnnxhRDygHFEUgMhPcVMCF+3E8LJY+ybKK2ri5+N2Tzwxg72TYTkyX0Pn3oIA8H/8tz7i2pjpJRW3t+8NjKHPPCVR996TlIDIT2l3b/jITsQfO8v2DdRWlcvPTYnE0L2TYTkjRkI9mMweGxwbFptkJTSyvo/P52bQPs3Tn95bz8fnE5KgxkE9tvB4Oh/Z99Ead2cGZyQyeB01L+DfRMhRfCVR98awqDw1T9dnVEbJqW0cuJUcTsZfORU48v/V/+dkg4IKQ1mMDhkB4Wf/ph9E6V1cfLYDZkMNsxkkH0TIUViBob2esJv/sOfl2duLfFCfkor7Pef/7BhJ4OPnhrhkUFSZsygcPV6wv/xvy63lybZN1FaZc99tSGTwREeGSSkR/yfj759txkg2juP/v/+n/eWePdRSqvj4tLK6L6+4QWZCEZ/8eibe6TpE1JqzMDwbnvqGAaKZ/73Jd59lNIKubIw2v7g6wto39b+HeybCCkDX/77/jvMgNFeWwj/80/PLvFOpJSG57WJxnjiaKA9Ivgf/v7ULmnqhASFGSjeYSaG9tpCOzkc/LdLvBMppQG68PG4Oxpo2/LqEUH2TYSUFZxO9pVH3tp33yOnRhODyti/+q/vrmjLKaXFiVO9teW4PvC+R97u4zWCpGrgdDLjPjOQHHWDyqTtgX+zoi2nlBYnTvVWl7+xo2HsM22YfVPl2LHj/w9ktkpoh83dZQAAAABJRU5ErkJggg=3D=3D" border=3D"0" alt=3D"" /></span></p>=0D=0A<p>=A0</p>=0D=0A<p>=A0</p>=0D=0A<p><span style=3D"font-family: arial, helvetica, sans-serif; font-size: small;">2. Seleccionar una estructura social de su inter=E9s, a trav=E9s de la cual pueda estudiar las interacciones que llevan a cabo en un sistema social espec=EDfico, por medio de una puntuaci=F3n creativa.</span></p>=0D=0A<p>=A0</p>=0D=0A<p><span style=3D"font-family: arial, helvetica, sans-serif; font-size: small;">3. Por medio de una lluvia de ideas plantea las consideraciones de las utop=EDas subyacentes de la pandemia COVID- 19 en la republica mexicana.</span></p>=0D=0A<p>=A0</p>=0D=0A<p><span style=3D"font-family: arial, helvetica, sans-serif; font-size: small;">4. Explica por medio de un diagrama de su inter=E9s cuales son los pasos que desarrolla la psicolog=EDa comunitaria al=A0Dise=F1ar un programa de intervenci=F3n social.</span></p>=0D=0A<p>=A0</p>=0D=0A<p><span style=3D"font-family: arial, helvetica, sans-serif; font-size: small;">Nota: Recuerden implementar Formato APA y entregar todo en un solo documento PDF. Fecha de entrega 22 de enero 2023</span></p>=0D=0A<!-- content: html tiny_mce -->=0D=0A<p>=A0</p>
SUMMARY;LANGUAGE=es;ENCODING=QUOTED-PRINTABLE:AN=C1LISIS DE LOS PROCESOS FUNDAMENTALES DE LA PSICOLOG=CDA COMUNITARIA
PRIORITY:5
CLASS:PUBLIC
URL:http://virtual.ccu.mx/claroline/calendar/agenda.php?cidReq=LPS845&amp;l#item6
STATUS:CONFIRMED
END:VEVENT
BEGIN:VEVENT
ORGANIZER;CN=DIANA GUADALUPE ESPINO MORALES:MAILTO:despino@umbral.edu.mx
DTSTART:20230130T065900Z
DTEND:20230130T075900Z
TRANSP:OPAQUE
SEQUENCE:0
UID:a67582aa7993cce56878cdfe3afddfe8
DTSTAMP:20260406T211900Z
CATEGORIES;LANGUAGE=es;ENCODING=QUOTED-PRINTABLE:CCU Campus Virtual,LPS845,Agenda
DESCRIPTION;LANGUAGE=es;ENCODING=QUOTED-PRINTABLE:<p><span style=3D"font-family: arial, helvetica, sans-serif; font-size: small;">La=A0intervenci=F3n=A0psicol=F3gica se lleva acabo para obtener=A0metas=A0 limitadas o ambiciosas: resolver conflictos inconscientes (enfoque psicoanal=EDtico), ayudar a aceptarse a s=ED mismo (terapia no directiva), integrar sentimientos conflictivos (terapia gestalt), encontrar un significado a la vida, etc</span></p>=0D=0A<p><span style=3D"font-family: arial, helvetica, sans-serif; font-size: small;">Es por ello, que su trabajo consiste en Desarrolla un mapa conceptual por CADA UNO de los modelos de intervenci=F3n comunitaria (en total deber=E1n ser 4):</span></p>=0D=0A<p><span style=3D"font-family: arial, helvetica, sans-serif; font-size: small;">1. Escuela Norteamericana (U. de John Hopkinks, Kansas y Harvard).</span></p>=0D=0A<p><span style=3D"font-family: arial, helvetica, sans-serif; font-size: small;">2. Escuela Latinoamericana (Puerto Rico, Venezuela y M=E9xico).</span></p>=0D=0A<p><span style=3D"font-family: arial, helvetica, sans-serif; font-size: small;">3. Escuela Europea (Inglaterra, Francia y Alemania).</span></p>=0D=0A<p><span style=3D"font-family: arial, helvetica, sans-serif; font-size: small;">4. Escuela Asi=E1tica (India, China).</span></p>=0D=0A<p>=A0</p>=0D=0A<p><span style=3D"font-family: arial, helvetica, sans-serif; font-size: small;">Para la entrega de los mismos su trabajo contendr=E1:</span></p>=0D=0A<p><span style=3D"font-family: arial, helvetica, sans-serif; font-size: small;">1. Portada, introducci=F3n, conclusi=F3n y bibliograf=EDa.</span></p>=0D=0A<p><span style=3D"font-family: arial, helvetica, sans-serif; font-size: small;">2. Formato APA.</span></p>=0D=0A<p><span style=3D"font-family: arial, helvetica, sans-serif; font-size: small;">3. Se entregara en un archivo PDF.</span></p>=0D=0A<p><span style=3D"font-family: arial, helvetica, sans-serif; font-size: small;">=A04. Fecha de entrega 29 de enero 2023</span></p>=0D=0A<!-- content: html tiny_mce -->=0D=0A<p>=A0</p>
SUMMARY;LANGUAGE=es;ENCODING=QUOTED-PRINTABLE:REVISI=D3N DE MODELOS DE INTERVENCI=D3N COMUNITARIA Y VIAJES DE CAMPO DEMOSTRATIVOS
PRIORITY:5
CLASS:PUBLIC
URL:http://virtual.ccu.mx/claroline/calendar/agenda.php?cidReq=LPS845&amp;l#item7
STATUS:CONFIRMED
END:VEVENT
BEGIN:VEVENT
ORGANIZER;CN=DIANA GUADALUPE ESPINO MORALES:MAILTO:despino@umbral.edu.mx
DTSTART:20230213T065900Z
DTEND:20230213T075900Z
TRANSP:OPAQUE
SEQUENCE:0
UID:c5a3e8ab4bcc6d5a625587ee1de0c521
DTSTAMP:20260406T211900Z
CATEGORIES;LANGUAGE=es;ENCODING=QUOTED-PRINTABLE:CCU Campus Virtual,LPS845,Agenda
DESCRIPTION;LANGUAGE=es;ENCODING=QUOTED-PRINTABLE:<p>En el trascurso de la semana desarrollaras un Blogger, el cual denominaras seg=FAn tu agrado, posteriormente anexaras las siguientes tem=E1ticas mismas que ser=E1n planteadas de manera creativa y a su vez comprensibles para el lector:</p>=0D=0A<p>=A0</p>=0D=0A<p>1 Modelo de Salud Mental COMUNITARIA. Con =E9nfasis en la prevenci=F3n en sus diferentes modalidades (Primaria, Secundaria, Terciaria, orientada b=E1sicamente al trabajo en peque=F1os grupos o familia.</p>=0D=0A<p>2 Modelo Organizacional COMUNITARIO. Con =E9nfasis en la participaci=F3n y el equilibrio de poder dentro de las instituciones.</p>=0D=0A<p>3 Modelo de Acci=F3n Social. Orientado al estudio del conflicto a nivel macro entre las formas de organizaci=F3n de las sociedades y las necesidades de los sectores m=E1s desprotegidos de las mismas. Este modelo se caracteriza por analizar las condiciones econ=F3micas y pol=EDticas como precursoras de la inequidad. (Ej. Programa IMSS Oportunidades)</p>=0D=0A<p>4 Modelo Ecol=F3gico. Conceptualiza los procesos comunitarios como sujetos al cambio evolutivo natural, procurando movilizar los recursos del ambiente para anticipar y enfrentar dichos cambios.</p>=0D=0A<p>=A0</p>=0D=0A<p>=A0</p>=0D=0A<p>Notas:</p>=0D=0A<p>1 No olviden ser creativos e innovar en la asignaci=F3n.=A0=A0</p>=0D=0A<p>2 Para la entrega de la asignaci=F3n se enviara el link correspondiente a su Blogger.</p>=0D=0A<p>3 Fecha de entrega 12 de febrero 2023.</p>=0D=0A<!-- content: html tiny_mce -->=0D=0A<p>=A0</p>
SUMMARY;LANGUAGE=es;ENCODING=QUOTED-PRINTABLE:IDENTIFICACI=D3N Y REVISI=D3N DE T=C9CNICAS ESPEC=CDFICAS DE INTERVENCI=D3N COMUNITARIA.
PRIORITY:5
CLASS:PUBLIC
URL:http://virtual.ccu.mx/claroline/calendar/agenda.php?cidReq=LPS845&amp;l#item8
STATUS:CONFIRMED
END:VEVENT
BEGIN:VTODO
ORGANIZER;CN=DIANA GUADALUPE ESPINO MORALES:MAILTO:despino@umbral.edu.mx
SEQUENCE:0
UID:4dcd874055a70894aa52f05bc601e5a3
DTSTAMP:20260406T211900Z
CATEGORIES;LANGUAGE=es;ENCODING=QUOTED-PRINTABLE:CCU Campus Virtual,LPS845,Assignments,INDIVIDUAL
DESCRIPTION;LANGUAGE=es;ENCODING=QUOTED-PRINTABLE:En los Estados Unidos,=A0 en sus inicios la psicolog=EDa comunitaria insist=EDa m=E1s en la reducci=F3n de la tasa de psicopatolog=EDa de las comunidades, en la reducci=F3n del estr=E9s social (Dohrenwend, 1978) y en la salud mental comunitaria, tambi=E9n se considera que para lograr tales objetivos es necesario fortalecer a las personas. A tal punto que, a inicios de la d=E9cada de 1980, se acu=F1a una nueva palabra para ese proceso: empoiverment, considerada como uno de los aportes fundamentales de esta subdisciplina (Rappaport, 1984).=0D=0A=A0=0D=0APara comprender mas sobre la psicolog=EDa comunitaria elaboraran las siguientes asignaciones:=0D=0AI. Realiza la lectura anal=EDtica del documento Introducci=F3n a la psicolog=EDa comunitaria, posteriormente responde las preguntas de repaso que se encuentran en el mismo.=0D=0A1. =BFCu=E1les son los or=EDgenes del movimiento de salud mental comunitaria? =0D=0A2. =BFQu=E9 es la =93Psicolog=EDa Comunitaria?=0D=0A 3. =BFCu=E1les son las principales diferencias entre la SMC y la PC?=0D=0A 4. =BFA qu=E9 se dedica fundamentalmente la PC? =0D=0A5. Comenta la estructura de los SS.SS. =0D=0A6. =BFC=F3mo se entiende la =93comunidad=94 desde la PC? =0D=0A7. =BFEn qu=E9 consiste la tercera etapa que, Newbrough en 1992, propone en el desarrollo de la PC? =0D=0A8. =BFC=F3mo se debe proceder en la =93evaluaci=F3n de necesidades=94? =0D=0A9. =BFQu=E9 es el empoderamiento? Pon un ejemplo. =0D=0A10. Menciona los m=F3dulos de los que est=E1 compuesto el =93Programa de prevenci=F3n de drogas y promoci=F3n de h=E1bitos de vida saludable=94 que se ha descrito en el tema.=0D=0A=A0=0D=0A=A0=0D=0AII. Una vez desarrollada la actividad anterior, en este apartado ejecuta la lectura del documento psicolog=EDa comunitaria y a su vez crea 10 preguntas relevantes sobre las tem=E1ticas expuestas en el mismo, con su respectivas respuestas.=0D=0A=A0=0D=0ANota: No olviden implementar el formato APA. Fecha de entrega 15 enero 2023=0D=0A=A0=0D=0A=0D=0A=A0
SUMMARY;LANGUAGE=es;ENCODING=QUOTED-PRINTABLE:REVISI=D3N GENERAL DE TEOR=CDAS SUSTANTIVAS DEL DESARROLLO COMUNITARIO E INVESTIGACI=D3N DOCUMENTAL
PRIORITY:5
CLASS:PUBLIC
URL:http://virtual.ccu.mxwork/work_list.php?cidReq=LPS845&amp;assigId=5
STATUS:CONFIRMED
DURATION:PT3600M
LAST-MODIFIED:20260406T211900Z
DTSTART:20230109T150000Z
COMPLETED:20230115T235400Z
END:VTODO
BEGIN:VTODO
ORGANIZER;CN=DIANA GUADALUPE ESPINO MORALES:MAILTO:despino@umbral.edu.mx
SEQUENCE:0
UID:1a4e5afca0ce8884964bb370241b5c50
DTSTAMP:20260406T211900Z
CATEGORIES;LANGUAGE=es;ENCODING=QUOTED-PRINTABLE:CCU Campus Virtual,LPS845,Assignments,INDIVIDUAL,INDIVIDUAL
DESCRIPTION;LANGUAGE=es;ENCODING=QUOTED-PRINTABLE:=A0=0D=0AEl objetivo principal de la Psicolog=EDa Comunitaria es el=A0estudio de los factores psicosociales=A0que intervienen en el desarrollo y progreso de los individuos en un contexto social y en las relaciones entre: individuo-grupo, social-ambiente.=0D=0APor ello, en esta ocasi=F3n su acci=F3n=A0consiste en:=0D=0A1. En cada cuadro describe los Procesos sociales como normas, roles, valores, conflictos.=0D=0A=A0=0D=0A=0D=0A=A0=0D=0A=A0=0D=0A2. Seleccionar una estructura social de su inter=E9s, a trav=E9s de la cual pueda estudiar las interacciones que llevan a cabo en un sistema social espec=EDfico, por medio de una puntuaci=F3n creativa.=0D=0A=A0=0D=0A3. Por medio de una lluvia de ideas plantea las consideraciones de las utop=EDas subyacentes de la pandemia COVID- 19 en la republica mexicana.=0D=0A=A0=0D=0A4. Explica por medio de un diagrama de su inter=E9s cuales son los pasos que desarrolla la psicolog=EDa comunitaria al=A0Dise=F1ar un programa de intervenci=F3n social.=0D=0A=A0=0D=0ANota: Recuerden implementar Formato APA y entregar todo en un solo documento PDF. Fecha de entrega 22 de enero 2023=0D=0A=0D=0A=A0
SUMMARY;LANGUAGE=es;ENCODING=QUOTED-PRINTABLE:AN=C1LISIS DE LOS PROCESOS FUNDAMENTALES DE LA PSICOLOG=CDA COMUNITARIA
PRIORITY:5
CLASS:PUBLIC
URL:http://virtual.ccu.mxwork/work_list.php?cidReq=LPS845&amp;assigId=6
STATUS:CONFIRMED
DURATION:PT3600M
LAST-MODIFIED:20260406T211900Z
DTSTART:20230116T031700Z
COMPLETED:20230122T235900Z
END:VTODO
BEGIN:VTODO
ORGANIZER;CN=DIANA GUADALUPE ESPINO MORALES:MAILTO:despino@umbral.edu.mx
SEQUENCE:0
UID:e65ede274d5d44bfdceda041bcdd9f6f
DTSTAMP:20260406T211900Z
CATEGORIES;LANGUAGE=es;ENCODING=QUOTED-PRINTABLE:CCU Campus Virtual,LPS845,Assignments,INDIVIDUAL,INDIVIDUAL,INDIVIDUAL
DESCRIPTION;LANGUAGE=es;ENCODING=QUOTED-PRINTABLE:La=A0intervenci=F3n=A0psicol=F3gica se lleva acabo para obtener=A0metas=A0 limitadas o ambiciosas: resolver conflictos inconscientes (enfoque psicoanal=EDtico), ayudar a aceptarse a s=ED mismo (terapia no directiva), integrar sentimientos conflictivos (terapia gestalt), encontrar un significado a la vida, etc=0D=0AEs por ello, que su trabajo consiste en Desarrolla un mapa conceptual por CADA UNO de los modelos de intervenci=F3n comunitaria (en total deber=E1n ser 4):=0D=0A1. Escuela Norteamericana (U. de John Hopkinks, Kansas y Harvard).=0D=0A2. Escuela Latinoamericana (Puerto Rico, Venezuela y M=E9xico).=0D=0A3. Escuela Europea (Inglaterra, Francia y Alemania).=0D=0A4. Escuela Asi=E1tica (India, China).=0D=0A=A0=0D=0APara la entrega de los mismos su trabajo contendr=E1:=0D=0A1. Portada, introducci=F3n, conclusi=F3n y bibliograf=EDa.=0D=0A2. Formato APA.=0D=0A3. Se entregara en un archivo PDF.=0D=0A=A04. Fecha de entrega 29 de enero 2023=0D=0A=0D=0A=A0
SUMMARY;LANGUAGE=es;ENCODING=QUOTED-PRINTABLE:REVISI=D3N DE MODELOS DE INTERVENCI=D3N COMUNITARIA Y VIAJES DE CAMPO DEMOSTRATIVOS
PRIORITY:5
CLASS:PUBLIC
URL:http://virtual.ccu.mxwork/work_list.php?cidReq=LPS845&amp;assigId=7
STATUS:CONFIRMED
DURATION:PT3600M
LAST-MODIFIED:20260406T211900Z
DTSTART:20230123T033700Z
COMPLETED:20230129T235900Z
END:VTODO
BEGIN:VTODO
ORGANIZER;CN=DIANA GUADALUPE ESPINO MORALES:MAILTO:despino@umbral.edu.mx
SEQUENCE:0
UID:4f18d9514835c75dc1cdf04e098da36d
DTSTAMP:20260406T211900Z
CATEGORIES;LANGUAGE=es;ENCODING=QUOTED-PRINTABLE:CCU Campus Virtual,LPS845,Assignments,INDIVIDUAL,INDIVIDUAL,INDIVIDUAL,INDIVIDUAL
DESCRIPTION;LANGUAGE=es;ENCODING=QUOTED-PRINTABLE:En el trascurso de la semana desarrollaras un Blogger, el cual denominaras seg=FAn tu agrado, posteriormente anexaras las siguientes tem=E1ticas mismas que ser=E1n planteadas de manera creativa y a su vez comprensibles para el lector:=0D=0A=A0=0D=0A1 Modelo de Salud Mental COMUNITARIA. Con =E9nfasis en la prevenci=F3n en sus diferentes modalidades (Primaria, Secundaria, Terciaria, orientada b=E1sicamente al trabajo en peque=F1os grupos o familia.=0D=0A2 Modelo Organizacional COMUNITARIO. Con =E9nfasis en la participaci=F3n y el equilibrio de poder dentro de las instituciones.=0D=0A3 Modelo de Acci=F3n Social. Orientado al estudio del conflicto a nivel macro entre las formas de organizaci=F3n de las sociedades y las necesidades de los sectores m=E1s desprotegidos de las mismas. Este modelo se caracteriza por analizar las condiciones econ=F3micas y pol=EDticas como precursoras de la inequidad. (Ej. Programa IMSS Oportunidades)=0D=0A4 Modelo Ecol=F3gico. Conceptualiza los procesos comunitarios como sujetos al cambio evolutivo natural, procurando movilizar los recursos del ambiente para anticipar y enfrentar dichos cambios.=0D=0A=A0=0D=0A=A0=0D=0ANotas:=0D=0A1 No olviden ser creativos e innovar en la asignaci=F3n.=A0=A0=0D=0A2 Para la entrega de la asignaci=F3n se enviara el link correspondiente a su Blogger.=0D=0A3 Fecha de entrega 12 de febrero 2023.=0D=0A=0D=0A=A0
SUMMARY;LANGUAGE=es;ENCODING=QUOTED-PRINTABLE:IDENTIFICACI=D3N Y REVISI=D3N DE T=C9CNICAS ESPEC=CDFICAS DE INTERVENCI=D3N COMUNITARIA.
PRIORITY:5
CLASS:PUBLIC
URL:http://virtual.ccu.mxwork/work_list.php?cidReq=LPS845&amp;assigId=8
STATUS:CONFIRMED
DURATION:PT3600M
LAST-MODIFIED:20260406T211900Z
DTSTART:20230130T061000Z
COMPLETED:20230212T235900Z
END:VTODO
END:VCALENDAR
