Auzotik Galdakao. 2 eremua
#galdakaONpartehartu Herritarren parte-hartze, gogoeta eta lankidetza proiektua: Tximelarre Goikoa, Urtebieta, Zuatzaurre eta Urreta.
Aldaketak hemen "Talde eragilearen 4. bilera. 2 eremua"
Amaiera ordua
- -2023-11-07 20:30:00 +0100
- +2023-11-14 20:30:00 +0100
-2023-11-07 20:30:00 +0100- +2023-11-14 20:30:00 +0100
- -2023-11-07 20:30:00 +0100
- +2023-11-14 20:30:00 +0100
-2023-11-07 20:30:00 +0100
- +2023-11-14 20:30:00 +0100
Hasiera ordua
- -2023-11-07 18:30:00 +0100
- +2023-11-14 18:30:00 +0100
-2023-11-07 18:30:00 +0100- +2023-11-14 18:30:00 +0100
- -2023-11-07 18:30:00 +0100
- +2023-11-14 18:30:00 +0100
-2023-11-07 18:30:00 +0100
- +2023-11-14 18:30:00 +0100
Deskribapena (Castellano)
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En esta sesión se trabajará sobre la fase de diagnóstico de las necesidades de los barrios incluidos en la zona. Estos serán los temas:
- Se contrastará el cuestionario diseñado y se tratará el tema de su difusión.
- Se fijaran las fechas y los espacios para los talleres de enero (el objetivo de estos talleres es recoger información que complemente el diagnóstico)
- Se explicará qué son las derivas y se animará al barrio a participar.
- Se explicará qué son los grupos de discusión y se pedirá la participación de vecinos y vecinas del barrio.
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En esta sesión se trabajará sobre la fase de diagnóstico de las necesidades de los barrios incluidos en la zona. Estos serán los temas:
- Se contrastará el cuestionario diseñado y se tratará el tema de su difusión.
- Se fijaran las fechas y los espacios para los talleres de enero (el objetivo de estos talleres es recoger información que complemente el diagnóstico)
- Se explicará qué son las derivas y se animará al barrio a participar.
- Se explicará qué son los grupos de discusión y se pedirá la participación de vecinos y vecinas del barrio.
-<p> En esta sesión se trabajará sobre la fase de diagnóstico de las necesidades de los barrios incluidos en la zona. Estos serán los temas:</p><ul><li>Se contrastará el cuestionario diseñado y se tratará el tema de su difusión.</li><li>Se fijaran las fechas y los espacios para los talleres de enero (el objetivo de estos talleres es recoger información que complemente el diagnóstico)</li><li>Se explicará qué son las derivas y se animará al barrio a participar.</li><li>Se explicará qué son los grupos de discusión y se pedirá la participación de vecinos y vecinas del barrio.</li></ul><p><img 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"></p><p> </p><p> </p><p> </p>- +<p>En esta sesión se trabajará sobre la fase de diagnóstico de las necesidades de los barrios incluidos en la zona. Estos serán los temas:</p><ul><li>Se contrastará el cuestionario diseñado y se tratará el tema de su difusión.</li><li>Se fijaran las fechas y los espacios para los talleres de enero (el objetivo de estos talleres es recoger información que complemente el diagnóstico)</li><li>Se explicará qué son las derivas y se animará al barrio a participar.</li><li>Se explicará qué son los grupos de discusión y se pedirá la participación de vecinos y vecinas del barrio.</li></ul><p><img 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"></p><p><br></p><p><br></p>
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En esta sesión se trabajará sobre la fase de diagnóstico de las necesidades de los barrios incluidos en la zona. Estos serán los temas:
- Se contrastará el cuestionario diseñado y se tratará el tema de su difusión.
- Se fijaran las fechas y los espacios para los talleres de enero (el objetivo de estos talleres es recoger información que complemente el diagnóstico)
- Se explicará qué son las derivas y se animará al barrio a participar.
- Se explicará qué son los grupos de discusión y se pedirá la participación de vecinos y vecinas del barrio.
- Se fijaran las fechas y los espacios para los talleres de enero (el objetivo de estos talleres es recoger información que complemente el diagnóstico)
- Se explicará qué son las derivas y se animará al barrio a participar.
- Se explicará qué son los grupos de discusión y se pedirá la participación de vecinos y vecinas del barrio.
- Se fijaran las fechas y los espacios para los talleres de enero (el objetivo de estos talleres es recoger información que complemente el diagnóstico)
- Se explicará qué son las derivas y se animará al barrio a participar.
- Se explicará qué son los grupos de discusión y se pedirá la participación de vecinos y vecinas del barrio.
En esta sesión se trabajará sobre la fase de diagnóstico de las necesidades de los barrios incluidos en la zona. Estos serán los temas:
- Se contrastará el cuestionario diseñado y se tratará el tema de su difusión.
- Se fijaran las fechas y los espacios para los talleres de enero (el objetivo de estos talleres es recoger información que complemente el diagnóstico)
- Se explicará qué son las derivas y se animará al barrio a participar.
- Se explicará qué son los grupos de discusión y se pedirá la participación de vecinos y vecinas del barrio.
-<p> En esta sesión se trabajará sobre la fase de diagnóstico de las necesidades de los barrios incluidos en la zona. Estos serán los temas:</p><ul><li>Se contrastará el cuestionario diseñado y se tratará el tema de su difusión.</li><li>Se fijaran las fechas y los espacios para los talleres de enero (el objetivo de estos talleres es recoger información que complemente el diagnóstico)</li><li>Se explicará qué son las derivas y se animará al barrio a participar.</li><li>Se explicará qué son los grupos de discusión y se pedirá la participación de vecinos y vecinas del barrio.</li></ul><p><img 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0DjnLfn07A+vTojTTWok7M3Abn7Ab+zcHH7z7O/WUDqD6N6frVPXT/bVpY3Nq7rJ5yzRZT7jg4KnP1NQaBeq88F42/7NqfzbT/yylxgj8cfmPetG+tWTzfsu10mxKo7LIuPyzj+dZq0amwN3jY5zwf8AEOO11E6RdW89hJI8j23mrhWbJLxgjjIOT7jpXXtdRywmRsbdu4sTgDHfNct4rnsda0JWkAeO4cMqN1SQHJ/3cYOT2xXLS+KL4XUGnGbOm38pW1nlIBZFGWZ+5GcAcDdweldf1WFZe0irdyFNrRnY6t41iim8u2EjEJ5jHaWCjsSPU9h1NY2k6W91OyX0NrPKmLidZMowlc5VQccsBj07VoacljpVtuSR48gyOznPmHP3ifenaRY3Q0/ZewrMJma6kPXDt0GfYYHtis1aCtBFJX3Hi5826NqZZ4F3bfJvE8xHIGeGzz1/vfhV7UdQls7cQ2iy2st4NqvD88SL3bH8PHTgc45qnqVg+n2vnRyS2LWMbFXMnnRvnltynk/nVbwprgvtKl1HcsDMduIn3RhR6D3JNHO2r2uhcmtyz4aePTri60+IQCCCGOa3MZGPRuB05U1p3NxLYSSSjbJDncY8YYfSsEyQanKs8CQtsU28rgkFATx0+p+mTVzSLyQym0udpljJUPn76jofrilVipvnY4tpWLer6u1/o5+wp5i5DkngJjkg++Rip9C8S2lzZqkUVxH5Z2lCo+U+/PvWfe276NM89ku7d80sW7AfHf2P86oX94+k6ld6jEBEhtvMlV23IxTgDgZBPHP/AOqphRhKPKNtnWNqKYwY3x64yDRJfwmI/u3yThQn8RqlFq0UVoZ2nVIQu8yI+5NvrWY/i62KNeOrSRx/cktTvP0K+pzTjhr9CXIl1SOZ5sXKIIsfKoJ5z2z+FYvie/8AselSOodphlIBEPnLdvwGOfpWR4g+Kq63qx06KORzZ7TeuqHdFu+6mCOv949unXOOEvvGmu6n8UZxaWMi2Xh+Ax7EkBM8jqCjMuQMAH7vJHXuAPUoYSUtZaWVyeZI73T7k6o7faDb6jLZER28RHkXKtgKWBHIGc8gDvWbN9u8T28rm9lk0KyXy5FucMdUkPBSNsbhFnALHO7/AHeTy2q6NrXiS4tr5LmGeKxjkMstooiuhI6sCMFgNoDdM5P88n+xL/45XIs57y4Tw1oylbgW58meUgY8lBjvjDNjp8o6k16NKiknJtLv5f8ABMZybdkdh4u+PGm+FNPEdkslvYwEIxiIKTuoA2IBn5AfvMB2wASaZ4c+N/hfQLaW4uNWN5qF22+W4+yyQLLIeFiXdhVA4Cgnjuck5oeFvg9pVl4/RjLcXAsoAyWszqRYcAIgwBkheR6Zzya3tf0+bSb97UTW8mnlfOxcxFltwd2S+ODg4wD1xWclhv4cV69Brm3Idd+Mur6xfJYaXosLTSKGd7m6Ux26/wB6Tyy2M9lzk+wrMv8AVfGepoliz6Tpy7trTWrmR5V/4Ep2j1P5VrW2iaR8PtBnubZp0s7eA3VxMrCVLlj0z/tHjGOOlO8J3B0nT/7Q1G32yXKiWSSBtyxyPwqsvUBRgccDGT61KcIK8IL9bhq92cT8VtBt/A2mLqDavq1zqsyrA8aTlm1EhldYUQnbGAVySMBV3Z71zvhb4RxSWlvr3iWGPUdUvp44mTDCDTYwwKqE4/dA9dwyxIJ4wF6bxReafr3xItNVm8u507R3OmF423Ca6l2gtt6FUzg/Vj/DzoyQtdQ36apKDbTYsr9U4AYjMb57KykLkd8DtXZGvUUFFOze/wDkS4a3Zx2rLp3g7xbdvpOlwtbtieU7f3XnoceccchOSMAfMenqev0vw/d6vZf2xrNvIbiDF3aaa42eRgE+aw4HmEdM8LwOuTVb4W6PJrlx/a2pMv2LTneGKIDakTRnHnuP72BlR0QN69N/Ubh/Hui6tcw7ZRLbvbW8IkMcwAX7x/EscHjpU4ipe0O27HBHPXelWutaxJDpsklhP4qiW4gNxEQLW4gAKzKD6hiceo9DXN+J7aPxBd3FpBE/leIlax1O0I5tbiI7RqG70G1QG/iIixyK6Xxpdx6jZRWVtdTf2tqI8nTY7piHtc/K8wcc8Dd35xipNX8PWPhTwfJYmSS3juUXSrqViA85wPmLjnGcfN/Dz0pfByy3v/V/67Fbs8T8Va1rVojy6LYrf+JbSdrDX/NjLC/dcmO6XBHyt85B7CTb/DwV1nxM1HUvhq9jr/hy1t5ZxD/YV9aTny1byiXjkQ+gzIPcSD0or16M5SgnCMbee/5HLKm7n6VbSKSp2ixTGjr8qdNo9AYHxT1emFKTBFRdoCcTU/zM1AvSlBwa3jK4E+aWmJ1p9WTsUdf8OWHinTZLTUbO2vrWUFXiuIhIjA9eCK+VP2g/+CRHgr4sxzy6JeNoU8yBTBc2iX1scZwVJ2zo3PUS9B0r65ortwWZYnCS5sPNr+uxnUowqL30fjF8Yv8AgnV8Tv2Yrm7vbSw1fStNWQvJq2kT/btLaNRx5sW8TovJyXbjnBxzXGeF/wBp7xR8I7mGLXNInTT4XOy8sg13AXI5CRy+YVHIysdyuOcelfueyhxgjIPBBrw346f8E6PhT8djcXN34ci0TV7jLNqWin7DO7nne4TCSN7upPHWvtsHxrTq2p5nTuu6/r9fkeZUy6pDWhL7z8+fC/7UHg/406Bc6dNqnh9f7WIQi9iM1hcdAfNjYuYnC9pMK2MZznHK6v8AssRfD3GsfCnxxq3gWOZmYQaddyX2hyZPa3MoCpnoYJUZASuCMAekftNf8EX/ABb8PDJrfhS+uPEtpa42HSy9tq1ovdxEd6zcfeCMrHqF5IHzRpvxi8U/BfW5dMvHYyxTvNKZbUadq1mcBcyQ8JMhC8qyfN65wa+uwGHw+KXtMqqprrF/qmvzRwVMROnLlrqz7nv/AIN/4KCeOPgncRD4seCbiPRNwguPEuj+de6UhxyZx5Zmth/10BQZ4kIzX1L4N/aE8MfEvwdH4g0DWdJ1/SXQRy/ZruObKt2yrEFvqeRXwp/wuTT/ABbo+o+IYNJtoxa2m7Ubnw7OStzH6SW0ZWVWBHykLuUgg5GDW7+wd4K0X4ufGF9W8OPBF8PJLJLi5MEJgfUtRkmcCCZWG8bRFvZOMk5IwTXk5tk2HVN4iceRx3ts/wAdH6HdhsTJy5E73P0D+GDSeIsa3KrmwUGGwilG4bSRmXJ5wSPl9Rz3FdlZ4sLuWOFd+1s7CeFJ5yPQVB4ftlt9KSONfLCr5ckRGR06is5rx9D8RQvId8c/+jzSY5z/AAE+3JH41+X15+1m3H7j3o6LU6qKSGZcclm+8CKruvlWLxyjIGQRnrzxilDpMOgfHPyn5hUdpciSF/O6KS7K4wVHauWnG+o2yvpNm9vJm6IaQ/dB6J9Peryx7XIHHORioI4PtsJJDDOSgPVPSnR3JcxnBG4FSCOjClNa3CLHyeYpH3iO+081W1GbfdRbNryNkYzhgOtSyy7UZv8AZJyp5zVSWDzFdm8uSVhtQP8AKy/Q06LSeoPcs+cIFJcsnAXEoyp/GqdhH5usGd0226qIoFHKE55b8eAKdDc/aZBFl4kAA2yjKsfrV2C0Aj2omzAwpT7oP0rXn5V6kpajr2J4pVmj/hGGA7irFxi6tipx8w2kE/hUFqksqPHI6Fs7QCuCfes2TVTDeSZb9yu5RuGQzL1wazjHm26DNHQneCxSCbHmx5Qn+8OxqtqbNa38Ey/cOYn5/KrFsRcIko53LnPrUF03nLLGw9GX/P4VOjbQ9ixPLuhDY9jUE6YiVgPuHJB7inQOR8p6MKn2K68jI6EVjy8uhSEhl8tsY44I56iiQc5XqpzkHqKjMZQL/wBMztxjqDUiH25BxxVdboCvd3Hlrx8xLDbzyTU9gSMq/XO4Z7A+lQ3EYRgZOSOFyOc1FcPLZmKXLHaQrDHGDxW2ko2ING6jDxlce4rNu7T7QdmxTuwcq3KmtATBwOTx7VXuggXzNm7ywTuThhU0nZlS2Io5/wCykEO5pWIyoY/OKmntJY4tw+/jkE9KpaMgvJHuZ8SSSndtcbXhRfu8VrRNmP58/NyA3UVvU0ZCKkJ3lZQMSbdjj1p7YnXoCV+Zc1XvWNozHoy4cf7S55qzLasziSOTAABK4zurJldCSZd8R25B6j0NZzSfaHKgMAhBcp/LFadv8pIPGDkZ7VUuLeOzmlZFwxYSNt79BSg3ewFa5dg6rHht7AOyHBC+49a17fY8KkYK9Oazp4dunNIMGRP3gOMHrml0q7KTOCcpIBIhI6etOpdq6EQarbPEo2EhoJcp7g9qu6Xfi9sVOeQSpz2Oas3Np5yE5GGArnnnbRtRnhDZ34mTA9Rg/qP1q4fvI8vV2sdc09dN1+JBmGzC8RSxDp5uxXjB7ZjyMgUz9jWS5+EX7Xvw0VBNJc2uuWdvGsWZmIkmWOaTbyfnjMhz1+bNbVKnJgJ1I7tOy+XUwpQvVs/I/dm5sk0/SDLYKECuJHjB4Yd8CvL/wBoRtZv/Dk1z4Zg0iXxHbIJrVb9D5UyhvmQuuGXIyMjoSMgivQvDus/8JB4eh1K2iuYYrkFlSeFomHqGU8iud+IenR6sun3UBnhljka3ZY/uhjyN3txj/gQ9q/CKdnWTl/XqfWy2sfMmofGCz8VaTLY6xEsd1OhEtm3OSDzjGfunr3GM+9eS+NPElrrMraBqY1vwxrVpMH0rXJZPtVuxYfKHkG/bvGAyuQJB6N09p/aX/Zd0b4qaabmawXS9VdmgXUre3V5LecMAvmKeoI4ByD2zyK+Ofij+xNrmj/EH+xfE2r/ANnaleRH7Dr0ziTR75EXKxyIzB4nwMFRL8uNygqK/QsnWDqLSXK+29rdu68jy6znG91c534z+GdT+B/jqy8bWOo2l/pOuPBa+IGQF20O8B2wXysBkqpBCSP/AH9jdQR618Lfjpe6M9xoXjM2Oo6Hqc2bm9tgUjNwWBW+Vhgrk7N4wrRMocfLk15V4Y0j4gfAuYp4w8PQ+JfDckT6XfT6RP8A2nDPbSYzviV5cMAB97AdTjAbkZvhy01nwVrt7oti09z4WjgR7DVEuWaKKykY/ZzITjmOQsqswyoBVxgEn7R0liKXs6lnbZrr/wAFfkeb8Erx27H3Jt/s+S30fxpZDXLS4VxpeqJE3nuNuTC+znzCo5A+WQDcACCB8Zfts/tC/C39iD44X66o3jy2T4h+GRNYPpWnZutN1KznzaTJLNJGD5bM+VO8FZHRhtYCvpv9lb4yX+paNZ/DzxDp6y61oOLqGeK4VkltABslj65U4AKZyhIx8pXHO/8ABTD/AIJr2f8AwUH+GGixeH/E8PhzxD4Rvpbu0+0232iGZpIwskEuCHjDFYySM/d+6cgj5vA1KWDxvssbdQno2tu6lbpqkdkk50+anujyO4/af1vxJ8FPCnijxVr/AIM1rw/4psxcadBpHxD1fw9NqnGx/tVtbW80ibGyJIo51VWVkyelcf4Y+I3xQ1DRrkfB/wCHVv4egu5TbvdeBvD1roBud2cTyaxqMkt3IxB+/tVgCCQDW7+yh+zR4/8A+Cf3w9HhHQtI8M6j4kv5ZpR4ov3NwkLvl2s7GFlK9ULpudQSGaQA4A9fuvhH4z17R7S/8ffFLxqReAFNB0aQWUsjsR+7bZI7uuflIVRuP8WK9WpVw9GX7q0ot6Xu/wDyRafNtHMoVJK0r/15ngXjP9hTV9a0t9V+Nvxj8PeEprYLJFbtqEviu9kz3le+Rw0hOc+XEoPOBjmjT/gl8HLLwBG2s6n8YPjnaxBpItPtp7zSPD9mFz86xwJa268Y35diegHFfVC/s6eFPhLPp9zFPYeEtQRFlYw6ZFqOowo2VLtdSghGJzl9mByBkCuS8Uav4W+HvioW2jaDJ431qcCa213Ur3+0JYi3GNyIY4gMZwNigYPfnj/tKrVvDmbXRK0Uv68mzf2KSJP2dYLHw74KjuvAXh34W/CjRtQjDRTxLPrWrSIV+UssL4ztwdrSnb3Hr7x8ItBg1qbzJrXXfGlwMZ1PVSbKJMDpHAdoC9/uEnOckc183eI/iL4zgQR+JfEuo6X4aRz9ouvD8YWfGePLlZn224YgHAzwT9013XhH9ovwnpd/baZL4h1ewi1F9schvFin1OXA4VwULueMkDvxXh4/C1J3nvf1f47v7zpp1IpWWh9DajLKmvPbG28LfZDHiEySztOJgSDuIIXaOPeuH8Q+CbfT9RvQNEgCX6vJ9n0zUHaMvz5j8kNzwdoJxnIp1r8QdUvL6K1i8LxXunypmBbiAzwAjp5rlgOfQioPFw8bXup2VraaJotjLDJ9uhktLpIUiCMGCeVvzg4xjI614mHpezdk/wAf+CdHtLqy6nh3xN+B/jDV7+013wpqTaZJOXazg1W2glebapzEsoUuGO0gBiSwPPIr5q+J93488NaNpniV723khvLhZ5dQsZRH9ilLYKTrkArkhd2PlIwff9A9W1NvF+qyae0E+mz3YGo2sdw2PKvozl0A/unhiM8/OR7c58S9Ns76Cym/su3g+1M0Wp6LKqMs7EfO69iQOpxhgecGvfwWYThNc8U/u29f61OOpRvszwT4M/traLqeoaZ4f165tfC+rzO8zXGDLa3kQ5YRFt+xjwCu75R8w4xXvnw6/avj+CdzPoWuWWox6dqGoG707VZphLFdxtglBIpYb8AlVYjeOnOa+WfGX7MHhnwP4zu9I0+y1TWfCPiuNn03SLuXzYba+TcTFA7Luh3Ar5bb/lKup+VlA43Q/Ees/Cbwxf6VftfeIfBTSGz1vw9qB8yfQEViNyOCQQoBJ2gdFdMV7EsqwmJjenez6P8AR9H0s9PM5/bVaS1P1b8DfES0kuZhYGO5s9WiXULF1P7uYEBXXPY5AOMdz6VW8Q6Ha61OmpeGLuLTdbUNLHE7NHFdrkl4ZAO2c9soeQOoP56/Cn4reKPAtqvhW3mudSvtHa38Q6JuuAJtTtJNzFonyFaQb9rDkSDtnNfQfw7/AGodO+MV6n9pPo2mXE0x/szUbK9Kyygk7YriFlWSCQHIDfMuRjdyC3zWNyCph5udN3X6dLrz/wAzopY2NRWluex6D490p7t2ntJ9Ki1W6/srXtKm4NtcyqQk2Bxh/wC+vyuGDdRXbav4Du7jwbNaRSs99GgEExOdrrzG49+nP1614fqHi7R/inZ63ZagZY/EegxvZ6nazLhtStMZWaPH3gp+f5clGyR1G7U+GP7Reo+FdItdL8WQahdaWWENjr1uxfcnZZdgPzj1OA4GRzwfNqYKpKPNT3T1X+Xf/I6YzS0Z39trUXxFheC9WO317T03TQEGJiy45HfGfyz9Mw614oj0/wAP3DCCaa2uWeCa1dfMEUoUk5XPtzg4I5HqXeMfCVr4uay1qxvok1DaPs14JMRXi87QWB4JzwffByK47xF4W1rQBd+J2l1fQtQUhZYbWc3liY8AFmjU5wcsSRyvWsaVOlOVm7Lt5lczSKXxLRPie2mXuheI/Fem6z4XPni0slRlvY2GDC/mAoysB8p3dRzg9PPrrxHq+meJU1s3ms2dpOGWbStWWCWwuh0I3Km9H9V8xtjDpgkD1TWvBmpeI7aK9sI7e21+wUSR3No4QzZGSrodpdSR8yncD1BDCud0fxJpfxSkvbJ0jt/EyyBdW0OeVVMjLgLLHuwc4I2vjBHykZ6d+HcYWW8VvtdX/Tz6MylzN6nc/CzxXoWt6H/bnhrSBfR3mI5bVLhYDZOOWTB4HJ7cHII4NFeC2Xjtv2UPG0ul22ka1Z6Xrts983mY+x2twkgRoo5ScAsrBvKPK7SRlTwVNbL6jm3SXNHo7/5MlVLaM6f4fvd+ItY1bwhrd5Jri+GrwQtc3WVW+3YZGkijKqWUEAk53Y7dK7bx14Et5/Cd1p1nHZ2jTFTvEUiKzhhtLiGSJ2A7LvAHHpRRWOYVJKtFJ6aP56FUkrFPTvGuvfDm6sYrvUxqr5ED7YBAjLj0y7duMuT7mt74dW51vxDDc3DeZd38C38crDP2SOQ/6lB+HzP1b0A4ooolCPsHK2prBu6PTvENyLPT5JZFeby0ZseYU4HYEdK8V17xJDeaFLNp+k6XpJyUc28RDyoQSVZgQSDjnP1oorzcBFezcjSW5veAdMsdI0eGW00+zs7a8iXZa28flxQD0UdOe/AzVTUtSlttc1PSFdt3hgw6vaXWf3oSTdmDPZcBhn0IGOOSiunCzk6rk/61RFRKx1et+HksPEGg+U2LySdrn7UVy4jEL7of908fQjOK5/wbLG/xG0BLyFbvSvENu+oLp+SsVrtLER/7QJXLcDcTzxxRRXoUpS9m/mT9pHuvi3w/F4j8Of27dPN5cduJIrGGQwwIoX7p2kFjjjJ4x2FeafDTx5qGrT3V0Y9MiSIbokjtcGNdgbbu3Z79f07UUV49LWLv0NCx4Xlg+MWt317fwNGmnzhBbiTMcjYyCwwMgY6HjPJ7Y5z4meOP7P8AH0nhyC2MH/Ev+2tdxy7XILMuwDbx9372e/QdaKK6qOtVxey/4ApbM8l+KHji/wDhBeQf2F9liu/EUNxJf3lzALmd/s8auoRnyF4JUcELknGeah+KvxbH7Fv7Kt540Ok2nirWPssM0pnbyEleZl2jBEm1EMgJUctt5IJyCivrOSMqNGMlpJ6+dtrnn1N2+x4hFFL8YfAHivxd8WDb/EO30GODWdP8N+U2neH4hJCtwqS2qM32llbA33LSqccIuTnb0q11f4wfspx/EvxDqGnP4atbR5dP8FabpaaZp9skbMipJLAyySgYzj5V5+7wDRRXoVYqnQU4Kz5kvRNLZbL5ahT1nr1PTfD9xJ4B8JxWOuWHhjX7WOOKeKyt9GisLGFSgdYxFmQsFz/G7Zb5uuMaI+KGpfHDxa2j2T/8I3Bb2kc00sOJZZUcgbEOEEfXlsE8DGKKK8x0oODqNao2bZ0vw++CuhWN3fXfkSTJZ3LRxRTStIC4X5pHJJ3Mc8Z4XtXB/Gn4zT+EzFZWOn2h+2apHpdutz+8gt3bGJWQBS+3su5frRRXJhv3ld8+thv4Twjw7qniJf2kPEPg/Rbjwzp/ia3US3Pim80ia+nmR0R9kcJuUWL720nc2QOnTHqHwm+Lmv8Axi8WDw/c3g0+FLNrl3tYwu8LgMv94bjzndwOPeiiu7EJSoOpLV8qZhQe/qfSWh+FLL4c+DBfQwRT36QNKLhkAZNqEgLnO0Vz/wDZo+K3gu4v9YklmkupV2KrbUtyr5UoOmcoCTjn6UUV8opPldS+tzv6G/8As/8Ai67+ImkvJelN+my3EGdufMkhPliX2Y8n2zivR9JjS/tpllXd56FZMn74wP8AGiipxjaqTt0ZPQ4W38XX2keFhBHLubTrk6cHcZMoyArH6cZHfHavMvhpLFpvi3xPp9zAt/NbX3nm6k4kkEijg/THX0OMUUV2pJUalv61RK1lqZ/xf+LMfgPWNKt30e01Cz1JpRLA7bVKhQNp+U5zu9O1dN4Ys9F1jQhp9voGm2Gl3MWPskUaiNAeTgAAfkBzzRRUSilTjJb/APBHLc8h+JdzqP7PHxBW00PU7kW93DHKI5MSIAzMoDLJvyRt+8NuQeema7v9njVZ/i/os8+rlJLa2vTD5Crt3uq7i+4EHHPC9B6miivYxOuE9s/i016nLBvnSPovQ/C2maTp4Nnp9nbFEyCsK5zjueprM+G2oS+LY5tbkIiZC1pFCBkRIrcnPqxAJ47L6UUV8im5Qk5anoHEfFDxXqvjvwzr8H2sadNo8Q1GCe2Qhh5algv3s5OPvZ/CvNvGvx61VXstHu4re6lnv7ewnuwCjzqVDEsOecN0zjPPTiiivoMqpwnSaktv8jmrNp6HsXw+8NReD7h4rQQhLuNbxsxc7sYOTnnO0V6B8MbRfF0Eus3eW/fukNv/AARBDsz7njPtmiivAm3Zy66HQtkdN4s0S31rSbiznVjb3UbROquUO1hg4YEEHB6ggiuA07wLY+BPCsGg6BH/AGRp+nWwgtI4st5CAYABJyfqSSc5JJoory03zNGtM8Vkt3+IfivStKvnRhZ+JzcW0xjBeA/2i5IH1Nuv4MRXuHjLwOPFQ0bRbm7dbRrj9+sSBVnEe1wCOf7vr784oor6nMHy+ya6K5w09ZO51ml+CbbTtPMFiEtbWFcCLaXyepOSe/evHPiDoj/EfxrdaXPdS2lhZwsGWD5ZJMkA/P1HboOMe+aKK8TCu9Vye6R1S2sV9C/Zb8NeSbmKzso72HMCXf2RDcKq4Aw/XOOh7HmvQ/hl8FfDnw68LRWOladFBb25LKCS7FmJZmLElizMSSxJJJOTRRWuJr1Ho2TCKuamu+FYLHRrm7iPkiIH5Ixgtxnqcj9K+P8AVdM1z9rrxLqQvfEd1o2k+Gr2WwFlBEG+1mLG6R2BQbiPu/KQnXkmiivWymThQnVj8StZnLifise5fsufs8+F7fxfLZ6fpVjptro9jC8iwQANdiQsQpbqBlct1LkgseOfoXxUkPhJY3toIwjDZsxgA8YNFFeNjqkqmJ5Zu+h20UktDg/jRItl4F+1sgmlS8tMFvVriNc/rXjPwMhiuvH/AIkLx7obuOytmhZsqo8mR/5saKK7Mvb+oz9THE/EhfG+pT+Btck06zlY28zrC6yHfu3dG5zyOnvXiX7YWtalrPw9nsrm8Rv7JhbVLK4W3QXFu0CFwofGcHBGfQkHIyCUV35ZpVpyW5nV1gzh/wBh74val8T7jQ5pgtt/wlEn2WQA7/sywg7gmf4X2k7TwC2eec+6fGTSrbTfF97a2cbWZ1C6h0eSSNufLaJIt3Tk/wDEzmbnqVXpiiivoc50rxitrfqceEf7q/8AXQ+otCtrddKEMMAhisisMag5wBgCty4thLNMJCX24YenSiivzTFt+1sexS+C54x4t/Zp8K+MIp9L1XSdNvoX8yRZGtgssW9yxCuCGHJ6givDPEf7A3hvQNba1/tTV0ad99pPaytBLaIeNpbc2/HrxRRX0GX4yvCXLGTsclaEW7s5T4y/s86x+ztd2Uem+O9ZuDqCExGSMusGMcFZXkDZz2214D8cPit4lstSn0vVfEWtvJprKy3WizR6XJOQDhZQY5VePnlGBU0UV9LhZe1ipVEm/RHHtLlRi+F/25fEviHxG1hbLNpujWduZLq1hufmvtzheWCKF5POFORx3r66+DPx9u/EXweg1K3sLbTh9qFn5URH3N21uQoHPPbjNFFTnOGpJQaj2NcLJu9zsfh/JcaBqGtaVa3DKNBni1XT5GAYW6SoWe3C/wBwlX7/APLTgDaKt+Pfipc2nwr8WeIbOJ7OX+wbi/tY0l/49WaBiQGxz83OcCiivMcIutTk1q3H9Drf8NnVfs9eKo/Ef7Z3jZobKOyi8K+HtB8J28StuXyfsjXpdRgbMm5VNoyP3QOecD3vxX4mm8H2V3ex/vvPgYFHPQqGIIP9KKK+fzRL617PpaP5I1p/Cz5n+Cvw9sv2l9S/4TfxUsd8ZI3kh094laGIbjGFYn74xnPAz06cVP8A8FXPGUnwk/YQ8TSWMQL6ktvpeQwTyY5ZUVyBg87Nyj0yD2xRRXXhffzmnSl8KlZL5kP+A2fnH8HvD+neMobuyhtmsNO1bQYtRWASlzBdwuuJt3G/cVUkHuDzzXUfHLXTffD3QdZeGNl+IGmCC5tWGUt5AUaOVT1JG4gjjcAvTFFFfpFVJYxLzX/pP/AR4VXY6P49yX/gWxs3OoS3zaOYhMsihY7wkiPJUcKRkFTzjB65zXyl8RvipN4y1eAmwsre30DVFiSFUBEryqdzk4GCB0GOvPNFFe3hJy+qxl1OeUVzn0l+yNo1roGkaxHbxBbiOVHmuP4rnerMNw/2QSPpis/xv8VNa/Yy+MM13plz/bOk+IZUvL3TLobY3Mj7Gw3OGGSQwHTAIIAoorwcDN1MbKE9VJanc0vZRPZfGOhRaXeeDbaULd2vjDUZdNSKRBjSra4i3PDD6R9cA9Ccg8YrxH9qW8k0hbTRJj9si8DagunzzvlZtbtLmeNFgmYfwr8jN13lOcZOSiscBXqTqxcn0/8AbrfkKqrQZxPijQIbc6tZr8sPh+QX+mhRj7GGKlUX/c2gA+mARxXLeLdMi+MGvapqV7Bawr4X0z7M8CRfLesYpG8w4I2kcbeDgjNFFfRYGpKKc09dPxOCUU9zw7wz4v1v4O2sd54c1e8sX+2JalHCyoS4+8VIxwBgjv7V9Q/8E49al+O3izXfEWr5GvBkgW+Q4lVv3WXBGOThQB2Vdo4JyUV9FjpN4GVT7Xf5nLR/ipdD68T4y6vpHiXUfAN/KdS/tHU5LWTUs+VKIBtLIFAPVWKg5+XP5eSfETT5PhXZ+Htbs52mn1i6EsCSZK2FtNFKxtlyTlQZCST1Kg4FFFfNQjGNSKiviWvnoelNvl+Zy/7TS23gjw5aT6Vb+RF4Juf7QdJG8yTU0lfyHheQjcoKZ55/h4+UVm/GLwyPBDXOk2EvlHR3h8Z6ZOqBTYEw3LS2igf8s3MbfQSH5TgUUV5UJy54esvws/1ZvWimmyHRPD9v46+Jl1o1+vmaLoAsriO07TmckgO3Uqpj3Y/iY546Hlf2J/Hs6ft7eBy0SSo3iK3gQOctGGk8kHd3IB9OcUUV2Yr+FXX91/kcWF+KLP2/8D3Nx4f1LULYXd3c2dzH9oSCdw62zdwhxkA56EkDHGKf4oupNVtPs4KwDUoQ25V+aJlPDD1PA/Kiivxekk5KXU+rKHhqGDxlo1lqN3AjtqVoFniIyjNgfNj1xx+XpXNfEX4I6B4o0e4tb+zS6tJQp8uRnJQqflKtuyCOx/pRRWkKs6db3HYUtY2Z43rvwa0m08Ea54j0GKHRrrRfOtbuze2jvLDU0i5+aGQfITjqjcHsa8H+K3wG0Twp4m8PeJtKiGmWOsX40m60i1aSG3dpd3735XAAzgsgUByAeDkkor7zK8VWTdpPe34HBiIRejPU/gN+zD4ZHiHxFM39orqWia3d2VhfQ3TJNaxxJDGgUnPACnAORhiMEE59C8S3GpeD1hsGvo7u/u737D9vFssTqgQvkoOCcA49CSeny0UVnWrTrV7VXfRbhBctrHN2ltZaf8Cp/GFxZpeXGuwfY7O3kwV0mJ2MfyEg7mP3mYgFyB0AAGP8OdF0uzEmqWOm29ob2xnmstzNNNZPG4hZ2kckySPnO7C7QNoGCSSiuX2s3Tm2+tvkanI+Mvh7p/j3xZfa2kY07XNDtDHNqMShrnUY2+fy5GP8A2DaOdpOQe1afgfxHF8QbzU/DkWjaHp+leE9PhkeM2nnNqPmAnY7EjanByOSxOSexKKdFt0230JkveRxP/CU2OsvpyPphS012O5vBBHOFFqkMakQqdn3TkfgMd65my8NaD8H9GufFVnottdSyQG4W1uGMkVq2DzBu3eT94/cwPbtRRXpQgpTjF7N6nLM+hvhTf6l448K281reR6Za+WkssJg853yoOFfcNv1wfwp+u+I7fwRbXMw022vJLLyzG0py37xtpyxyc++eaKK+Wn7uJlSjsdsNYxbKuu6qnjTw5fXV1brFdafbyXdrJbu0XkvGuQeDz17nHtXl/hD4xv8Vvhl4dLadDp+p+L7hrOS+jfdJaIhckKCoyCEPGcZbJzjFFFerhtI6dP8mZVfiK3xht7q68F3kWlTxaZcWEkRtbh4jO0Do6MJANy5YkdT645rxvT7+3j8SXniKawtp7ZtOXSLmwOcXhjtom8+RySS/wC9YDjgDGT1oor6nLUvZP8Arsc1b4TjrO7u/hv8PZZGuW1PUfhjqy6daXc2VN1ZSI0rW5XJ2rh1UYJwY0OOMVyPxOsT8G/Bep+L9IKtFb3ayvp108s0U8c0zxsjZk2Z4B3hAePXmiivXm3zX72/JP8AU4oJONz6L+HH7RGueF/if4Q0aPy7nQtbtYjDbXI8yewLqhYrNgM3MhxkdBiuz/aC+Nr/AAE8ceD/AA/BpdtqGh+Lrx4bm0Z9gjfIJdSQ2BznAxzzmiivkcxowjVjyrdHdTk7HuXhyWL4WRaRYWyTXej+ILlIGsrmdpUt2kQuXQvuPY5Xoc54Ndbr3ii5+Hek+JrSJmvILbS/ttuLht3l7lkHlknO4Ar37HHvRRXy6XPaU9b/AOZ22tsQ+CfiDfX+h28M8NgLgzCKSaCDyty4U4C5OOGx17dKxPG2s6XoWv2esXnh/S9U1MLGtndSxhZrLzN33XxuIGMkZw3tRRW9GhB12rCqt6HE6hLD+0Zo9xJ4i03SL/RLDUJYLbTbm3aXE0ZZDcO+9dzEZAG0BQxHOSSUUV6VRKEnGGiRxTbuf//Z"></p><p> </p><p> </p><p> </p>
- +<p>En esta sesión se trabajará sobre la fase de diagnóstico de las necesidades de los barrios incluidos en la zona. Estos serán los temas:</p><ul><li>Se contrastará el cuestionario diseñado y se tratará el tema de su difusión.</li><li>Se fijaran las fechas y los espacios para los talleres de enero (el objetivo de estos talleres es recoger información que complemente el diagnóstico)</li><li>Se explicará qué son las derivas y se animará al barrio a participar.</li><li>Se explicará qué son los grupos de discusión y se pedirá la participación de vecinos y vecinas del barrio.</li></ul><p><img 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"></p><p><br></p><p><br></p>
Deskribapena (Euskera)
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Saio honetan, eremuko auzoen beharren diagnosi-fasea landuko da. Honako gai hauek jorratuko dira:
- Diseinatutako galdetegia kontrastatu eta haren zabalkundea aztertuko da.
- Urtarrileko tailerretarako datak eta espazioak finkatuko dira (tailer horien helburua diagnostikoa osatuko duen informazioa biltzea da).
- Deribak zer diren azalduko da eta auzokideak parte hartzera animatuko da.
- Eztabaida-taldeak zer diren azalduko da, eta auzoko bizilagunen parte-hartzea eskatuko da.
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Saio honetan, eremuko auzoen beharren diagnosi-fasea landuko da. Honako gai hauek jorratuko dira:
- Diseinatutako galdetegia kontrastatu eta haren zabalkundea aztertuko da.
- Urtarrileko tailerretarako datak eta espazioak finkatuko dira (tailer horien helburua diagnostikoa osatuko duen informazioa biltzea da).
- Deribak zer diren azalduko da eta auzokideak parte hartzera animatuko da.
- Eztabaida-taldeak zer diren azalduko da, eta auzoko bizilagunen parte-hartzea eskatuko da.
-<p> Saio honetan, eremuko auzoen beharren diagnosi-fasea landuko da. Honako gai hauek jorratuko dira:</p><ul><li>Diseinatutako galdetegia kontrastatu eta haren zabalkundea aztertuko da.</li><li>Urtarrileko tailerretarako datak eta espazioak finkatuko dira (tailer horien helburua diagnostikoa osatuko duen informazioa biltzea da).</li><li>Deribak zer diren azalduko da eta auzokideak parte hartzera animatuko da.</li><li>Eztabaida-taldeak zer diren azalduko da, eta auzoko bizilagunen parte-hartzea eskatuko da.</li></ul><p> <img src="data:image/jpeg;base64,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"></p><p> </p><p> </p>- +<p>Saio honetan, eremuko auzoen beharren diagnosi-fasea landuko da. Honako gai hauek jorratuko dira:</p><ul><li>Diseinatutako galdetegia kontrastatu eta haren zabalkundea aztertuko da.</li><li>Urtarrileko tailerretarako datak eta espazioak finkatuko dira (tailer horien helburua diagnostikoa osatuko duen informazioa biltzea da).</li><li>Deribak zer diren azalduko da eta auzokideak parte hartzera animatuko da.</li><li>Eztabaida-taldeak zer diren azalduko da, eta auzoko bizilagunen parte-hartzea eskatuko da.</li></ul><p><img src="data:image/jpeg;base64,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"></p><p><br></p>
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Saio honetan, eremuko auzoen beharren diagnosi-fasea landuko da. Honako gai hauek jorratuko dira:
- Diseinatutako galdetegia kontrastatu eta haren zabalkundea aztertuko da.
- Urtarrileko tailerretarako datak eta espazioak finkatuko dira (tailer horien helburua diagnostikoa osatuko duen informazioa biltzea da).
- Deribak zer diren azalduko da eta auzokideak parte hartzera animatuko da.
- Eztabaida-taldeak zer diren azalduko da, eta auzoko bizilagunen parte-hartzea eskatuko da.
- Urtarrileko tailerretarako datak eta espazioak finkatuko dira (tailer horien helburua diagnostikoa osatuko duen informazioa biltzea da).
- Deribak zer diren azalduko da eta auzokideak parte hartzera animatuko da.
- Eztabaida-taldeak zer diren azalduko da, eta auzoko bizilagunen parte-hartzea eskatuko da.
- Urtarrileko tailerretarako datak eta espazioak finkatuko dira (tailer horien helburua diagnostikoa osatuko duen informazioa biltzea da).
- Deribak zer diren azalduko da eta auzokideak parte hartzera animatuko da.
- Eztabaida-taldeak zer diren azalduko da, eta auzoko bizilagunen parte-hartzea eskatuko da.
Saio honetan, eremuko auzoen beharren diagnosi-fasea landuko da. Honako gai hauek jorratuko dira:
- Diseinatutako galdetegia kontrastatu eta haren zabalkundea aztertuko da.
- Urtarrileko tailerretarako datak eta espazioak finkatuko dira (tailer horien helburua diagnostikoa osatuko duen informazioa biltzea da).
- Deribak zer diren azalduko da eta auzokideak parte hartzera animatuko da.
- Eztabaida-taldeak zer diren azalduko da, eta auzoko bizilagunen parte-hartzea eskatuko da.
-<p> Saio honetan, eremuko auzoen beharren diagnosi-fasea landuko da. Honako gai hauek jorratuko dira:</p><ul><li>Diseinatutako galdetegia kontrastatu eta haren zabalkundea aztertuko da.</li><li>Urtarrileko tailerretarako datak eta espazioak finkatuko dira (tailer horien helburua diagnostikoa osatuko duen informazioa biltzea da).</li><li>Deribak zer diren azalduko da eta auzokideak parte hartzera animatuko da.</li><li>Eztabaida-taldeak zer diren azalduko da, eta auzoko bizilagunen parte-hartzea eskatuko da.</li></ul><p> <img src="data:image/jpeg;base64,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"></p><p> </p><p> </p>
- +<p>Saio honetan, eremuko auzoen beharren diagnosi-fasea landuko da. Honako gai hauek jorratuko dira:</p><ul><li>Diseinatutako galdetegia kontrastatu eta haren zabalkundea aztertuko da.</li><li>Urtarrileko tailerretarako datak eta espazioak finkatuko dira (tailer horien helburua diagnostikoa osatuko duen informazioa biltzea da).</li><li>Deribak zer diren azalduko da eta auzokideak parte hartzera animatuko da.</li><li>Eztabaida-taldeak zer diren azalduko da, eta auzoko bizilagunen parte-hartzea eskatuko da.</li></ul><p><img src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAIBAQIBAQICAgICAgICAwUDAwMDAwYEBAMFBwYHBwcGBwcICQsJCAgKCAcHCg0KCgsMDAwMBwkODw0MDgsMDAz/2wBDAQICAgMDAwYDAwYMCAcIDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAz/wAARCALFA7YDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD97UODU8T8VXp6NXPTlZ2As0yaBLiJkkVXRwVZWGQwPUEUiy08MDXRfqSeDfGf/gnL8M/i5HPNDpP/AAjWpXDb3udJPkLKe++IfIc9yAGP96vjP4//APBInxf4A+0aj4b+za7aggf6FI/mMg52tazpMoGe8bgg4PA6fqNRXt5fxBjMI9Jcy7PX/gnNUwtOfSx+Cc/gfxT8IPELaqmm2qyafFLmCSI+faFs7/LEv2iNTt+8EkgznIx39I+Dn7XVhrWtiAQXGm37gRRQo0rrOQPnMYjuLiNmJz/CuQMEg4r9bviv+zt4M+N0IHiTQbS+nRdsd2m6C7h7jZNGVkXBOeGr43/aY/4Izx+JTLe+FtTm1xdhY2OryQC5D88pcPA6vn5flkUcjO/pj7zB8X4DFr2eNjyvv0+//P7zzp4OrT96meMeI9M+HX7XtqbTV/D+m33inSyFiVoTZazbKDxJBcYjuEX3XlTwffA8PaH8Zf2d7Et4C8Wr8TfDluCJPDfip4rPXbIqctCL0KfNbGeJgh4BD81y3xX+DHj79nV1sfEmmaz9ltJUisXnVoWtmA4KS/6RaycYAIVAQMEDtD4K/bDv9M8q01e5sNR8tz5f21Taz24DY2rNCZ4iMHjd5WMcnHT03gualfDNVKf8r1Xy7fg/UI4rldpaM+hvgz/wUg8KeMvF7+G/EsF94I8bFVMXh/xIi2QlUfxW0wLR3GcnlHJOOgxX0vo+ux6pB5uImgODy3A/HpXxzfal4O+O3hltP8Q6RBe6Ze/PLaauI7ywdsYEsMh3IGxwdrAjg471yD/ATxl+znaG9+EnjW4skPy2/h/xHM+p2EqHBEMFxGPtMa4HygtIpGMjIzXzuJyjDVXaP7uXnqvv6fj6nZTxU733R9/yWdu7ZRWljcbZIS27g+mcgj2/L0rF8P6bDf6nN4eluGiuLP8Af6dOyYlSNuiHP3sbSP8AaX3Br5W+GH/BS5PBHiCy0X4p6DceAp71fKtri4kSTSrojqIrxQseeo2SeXICACuSM/RWheNtF+Jt7YalpWpWsksccqQQ3DYBGVY8MqsvKg8H0I9T41fKsRh9ai0to1qvvOmFaMzult2uLlRmOC7/ANRcLjGTj5WHt6H8DU+m6k2qQhJY082EmKeORerg+vT3/GoLuNdaGLmbyJ5ABDcocsj9snOD2+tUItWnt9SBuohEzsLa/wBp+Qv/AMs5R/st0z2yAehrx5RTXmbxNqSUwX6RxKY0txyko3RSO3ACt7f16VasMz6mbZVaFbRA8pU5VpW5wD+OfxrP1/xCnhrRcjcZ2fZFC/zLcSNnAB/Mn0x7VseF9N/4R7R41ZjJNIS0vOVZj/drnlpC4WuyxbRpHayA484NtYr1b2/Wsq6u5tJ1GSMCQpsDKoG7aec/0rZtrJdOnaZ+XmO4/wCwah12yzPHc7vukI2Pc4H61ywa5rNXRrsEk4tLYyYz3LR9WP0plropuraSS82O9wOQf4B2Wn35W0hMzHdtO7YBnLdsD1q3YZvESWYD94NwUH7vtWbk4rQNzK015NK1eWymXMDxb4JEXC5HBX61qqFmh6Eipr2zFxF8vylOVOOhqtZzGGR4yQSoyB04o0qLmtqGxVKfZNQcbTiVQ4JGcEdqddzpCpfn7u7jtVjUJwu3nDbht3VTvf3aof4i4CLnhvU1rCCfvEtjvD2jhWlupl/fTHcc8FVHQfkBVvyd8nylkZ23EHlcVJZyC5+8OF/hPU/Wn3Uv2T58cDg+wrl5nz3ZoQXcwtIumJm+7t6E+4quLAqN8skbOcnd0x71bjtftEn2gnkjCgdAKSBEa5dH+Zl5GfQ1V7RuibalUW39ozguP3KnKoR98+p/wpdQcwodoIZvlUAcZq1cLsbIPQ7hUF1PvkWT+6wYD9Kjnu0yhLK2W3thkHccksO5PrStbnTzFL97L7ZCvcHufpxU2PtA3D+HpTxILg7P7w4Oe9aczDcmeMCAsuN2MgioYLQQEsQGlkO5mH8qI5Blc9xj8akSUN6cg1OqJ6lC8k+yXwV4z5Mo4fOcH0pbU+U4Q52Nx9Kl1BA6YPRvlJ9KzrS9a3uUWTlJDsJB6N1Far3o6BsX5FWEMDjanIJHaqzRXF1kRP8AZwP4mGcD/Grc9uLxOD8yHHpmpPPE0ZUcFeCKlaLYDE1JHiubRpUy0beVIwHDoR1/lWnY5MCluSo2Nx1xUsMgvrV4m+9Fjg+naovtDWdz5fUSgFT79DWralHltsLUlWPzWxzwfTtQT5TEYIxjBxkUrAWxBzgHg5qO4m2Lvb5Mclx8wx7is1FMLjZz5LeYoyQuSVHWp9Kke5gHnYZ+pxwR+FVtLf7XB5pHyuxYMjdB2yKsq32pGfh0B69GxWjtswJ5ESaMgjIPHNczqivpmsWU3JjZhbMdvY5x+uK2ftqi9WLd/rPmXJ5wOtP1fTxdac6r1BEq/UHNFN+zdnsxDfshu0GDtxxkiltlAnUdCpwTVi2uBPbqfbNVwQmoAcc81HdDNBIEUYAH+NZmu2hMBxna6lG4z9DV0uI3Hv0p8qedGR/eGKxp3i7j6EVvI8unruPzbRnjqaz9OvvO1e+tjxJbMjjjqrAH+ea0rf5FwevQ/Ws68tlsvEEF2BzOotnx6ckfrxW0bNtCLciGNSAcc56dQaSK5LHY3DD2607f9rmIx/qztPPWlkg24wcEHGT6VL7MCKaEbgxHzA9aV5MfU+1K5+XnqO9QHg9TUX0KtdleUta/cbbubaSVyuPepLm42xxQp+7MzDcUG+MIOufTNNnHzdcZHUVX01i8r3BHl7uAU6AD1FaQlpcTNtXEcQIUc8K0R4P4U02UUijhJQONrcN7mqlqfts4kIGE4VkOD9SKmeQ3pZRh1XKg9G9zVXFqUJojql+yA/6JGw+SQf6wj39On5Vo2rqiHaGA6bcZ4qPdhzEnzLGMYJwcmsS6mvvE96bawfybaH93cT5wSe6L7+p7dOvTW3MvIRp6vryQN5NqPNuGOzah6nv9AO57VXl0Yw/ZpHPmXDPmSTJ2jg8AelWtH8LQ+Gl3QjLMAGP07D0FXbs+dZFl9jWEpW+ApeZl6jbtZWGYI2jZ8JmMZUA9SRVzS7eOK1VYwANvVDw3vipbIiWEe3BqpYBrVQN2CjlDn07ULVWH1LyxoW5HIODj0qO5sY7jCyqHCcrkcg+xp4k3ru752tTh8zAuPvDaeelRruMpnEF+IZFYR7dy7x1PsaZY6W1zdzXEh3Ij5hRuwA6/zxVjV0ZI4WK+ahfY/tkHFR2aSW0+T/q2yMZztq47aEsXUrb7UjKrld68EdjWXol7cRoN25vMUNjbyrDhh/L8jWvqUR8jKdRyKzdPvQ5VwOJfnAJ79xWkNIkt9DRU5XzE6nmp4m8yLLc+vamWqbWY9s5xUspAOMdax0vYCjfadFNcJc7f3gGw57is+K/XSpps+ckUDEudpkTnnH61d1K6On709sKG6E+xrORPseZD9oj+Ys7R/vFY+45/lXTCyj72qFvsJFcDT7eSfynnW3Xz5JrFgzSuchVKHqc4457U+x1JbDQrjUpQt5JCgmnksTsnMx4WJoz1OcAA+3FV7dDK4u2j84xfPLNYvtlD/wAKsh+8Bnoc/SorRU8Y60vmbb7+xXD+dATbXSXDdivBIUfQHd93iu+ny8uvzMpXuWrJBoeiS39+wurofv7ueD91L5h4CFO/GFA9hxVrTkKw+fdbZplG4unySIx/hx/+r6VUld/FHiLZIUvbPRm8xmx5dw1xjgEcA7QT6c49K1ltvtEqO2H2fO5xhmPYfhWNadte/wDVikrk+lKRbJ5vzYGTkYZSeaFf7Y7Bs7ATgHg1OsYueSOD29KJ/wByA3Hy9fpXm3TdzS1iO40qKaDaBs4+TH8JqGIyWf3juBGRgdKmursrGwXlgMj2qtasbgMD8w45zzRFaalEdnZR21yWwMtuJIJBOTmm6iYoy0pHEa/exyPYUslx9pJiXa3JB3cYA9/Ws7WLcwyQKshFu8u+eB+cKB/CfqBx35reCu9SW7D/ALaZLc3E43bV3Ku3DKPT61RMs2mX4+1SLPbbWlt2I5VucgnudvT2zV3V9at7JIiMSTTnMUfqvc/Qf/W71kXelyyWnmXP+siJnsoj0DjnLfn07A+vTojTTWok7M3Abn7Ab+zcHH7z7O/WUDqD6N6frVPXT/bVpY3Nq7rJ5yzRZT7jg4KnP1NQaBeq88F42/7NqfzbT/yylxgj8cfmPetG+tWTzfsu10mxKo7LIuPyzj+dZq0amwN3jY5zwf8AEOO11E6RdW89hJI8j23mrhWbJLxgjjIOT7jpXXtdRywmRsbdu4sTgDHfNct4rnsda0JWkAeO4cMqN1SQHJ/3cYOT2xXLS+KL4XUGnGbOm38pW1nlIBZFGWZ+5GcAcDdweldf1WFZe0irdyFNrRnY6t41iim8u2EjEJ5jHaWCjsSPU9h1NY2k6W91OyX0NrPKmLidZMowlc5VQccsBj07VoacljpVtuSR48gyOznPmHP3ifenaRY3Q0/ZewrMJma6kPXDt0GfYYHtis1aCtBFJX3Hi5826NqZZ4F3bfJvE8xHIGeGzz1/vfhV7UdQls7cQ2iy2st4NqvD88SL3bH8PHTgc45qnqVg+n2vnRyS2LWMbFXMnnRvnltynk/nVbwprgvtKl1HcsDMduIn3RhR6D3JNHO2r2uhcmtyz4aePTri60+IQCCCGOa3MZGPRuB05U1p3NxLYSSSjbJDncY8YYfSsEyQanKs8CQtsU28rgkFATx0+p+mTVzSLyQym0udpljJUPn76jofrilVipvnY4tpWLer6u1/o5+wp5i5DkngJjkg++Rip9C8S2lzZqkUVxH5Z2lCo+U+/PvWfe276NM89ku7d80sW7AfHf2P86oX94+k6ld6jEBEhtvMlV23IxTgDgZBPHP/AOqphRhKPKNtnWNqKYwY3x64yDRJfwmI/u3yThQn8RqlFq0UVoZ2nVIQu8yI+5NvrWY/i62KNeOrSRx/cktTvP0K+pzTjhr9CXIl1SOZ5sXKIIsfKoJ5z2z+FYvie/8AselSOodphlIBEPnLdvwGOfpWR4g+Kq63qx06KORzZ7TeuqHdFu+6mCOv949unXOOEvvGmu6n8UZxaWMi2Xh+Ax7EkBM8jqCjMuQMAH7vJHXuAPUoYSUtZaWVyeZI73T7k6o7faDb6jLZER28RHkXKtgKWBHIGc8gDvWbN9u8T28rm9lk0KyXy5FucMdUkPBSNsbhFnALHO7/AHeTy2q6NrXiS4tr5LmGeKxjkMstooiuhI6sCMFgNoDdM5P88n+xL/45XIs57y4Tw1oylbgW58meUgY8lBjvjDNjp8o6k16NKiknJtLv5f8ABMZybdkdh4u+PGm+FNPEdkslvYwEIxiIKTuoA2IBn5AfvMB2wASaZ4c+N/hfQLaW4uNWN5qF22+W4+yyQLLIeFiXdhVA4Cgnjuck5oeFvg9pVl4/RjLcXAsoAyWszqRYcAIgwBkheR6Zzya3tf0+bSb97UTW8mnlfOxcxFltwd2S+ODg4wD1xWclhv4cV69Brm3Idd+Mur6xfJYaXosLTSKGd7m6Ux26/wB6Tyy2M9lzk+wrMv8AVfGepoliz6Tpy7trTWrmR5V/4Ep2j1P5VrW2iaR8PtBnubZp0s7eA3VxMrCVLlj0z/tHjGOOlO8J3B0nT/7Q1G32yXKiWSSBtyxyPwqsvUBRgccDGT61KcIK8IL9bhq92cT8VtBt/A2mLqDavq1zqsyrA8aTlm1EhldYUQnbGAVySMBV3Z71zvhb4RxSWlvr3iWGPUdUvp44mTDCDTYwwKqE4/dA9dwyxIJ4wF6bxReafr3xItNVm8u507R3OmF423Ca6l2gtt6FUzg/Vj/DzoyQtdQ36apKDbTYsr9U4AYjMb57KykLkd8DtXZGvUUFFOze/wDkS4a3Zx2rLp3g7xbdvpOlwtbtieU7f3XnoceccchOSMAfMenqev0vw/d6vZf2xrNvIbiDF3aaa42eRgE+aw4HmEdM8LwOuTVb4W6PJrlx/a2pMv2LTneGKIDakTRnHnuP72BlR0QN69N/Ubh/Hui6tcw7ZRLbvbW8IkMcwAX7x/EscHjpU4ipe0O27HBHPXelWutaxJDpsklhP4qiW4gNxEQLW4gAKzKD6hiceo9DXN+J7aPxBd3FpBE/leIlax1O0I5tbiI7RqG70G1QG/iIixyK6Xxpdx6jZRWVtdTf2tqI8nTY7piHtc/K8wcc8Dd35xipNX8PWPhTwfJYmSS3juUXSrqViA85wPmLjnGcfN/Dz0pfByy3v/V/67Fbs8T8Va1rVojy6LYrf+JbSdrDX/NjLC/dcmO6XBHyt85B7CTb/DwV1nxM1HUvhq9jr/hy1t5ZxD/YV9aTny1byiXjkQ+gzIPcSD0or16M5SgnCMbee/5HLKm7n6VbSKSp2ixTGjr8qdNo9AYHxT1emFKTBFRdoCcTU/zM1AvSlBwa3jK4E+aWmJ1p9WTsUdf8OWHinTZLTUbO2vrWUFXiuIhIjA9eCK+VP2g/+CRHgr4sxzy6JeNoU8yBTBc2iX1scZwVJ2zo3PUS9B0r65ortwWZYnCS5sPNr+uxnUowqL30fjF8Yv8AgnV8Tv2Yrm7vbSw1fStNWQvJq2kT/btLaNRx5sW8TovJyXbjnBxzXGeF/wBp7xR8I7mGLXNInTT4XOy8sg13AXI5CRy+YVHIysdyuOcelfueyhxgjIPBBrw346f8E6PhT8djcXN34ci0TV7jLNqWin7DO7nne4TCSN7upPHWvtsHxrTq2p5nTuu6/r9fkeZUy6pDWhL7z8+fC/7UHg/406Bc6dNqnh9f7WIQi9iM1hcdAfNjYuYnC9pMK2MZznHK6v8AssRfD3GsfCnxxq3gWOZmYQaddyX2hyZPa3MoCpnoYJUZASuCMAekftNf8EX/ABb8PDJrfhS+uPEtpa42HSy9tq1ovdxEd6zcfeCMrHqF5IHzRpvxi8U/BfW5dMvHYyxTvNKZbUadq1mcBcyQ8JMhC8qyfN65wa+uwGHw+KXtMqqprrF/qmvzRwVMROnLlrqz7nv/AIN/4KCeOPgncRD4seCbiPRNwguPEuj+de6UhxyZx5Zmth/10BQZ4kIzX1L4N/aE8MfEvwdH4g0DWdJ1/SXQRy/ZruObKt2yrEFvqeRXwp/wuTT/ABbo+o+IYNJtoxa2m7Ubnw7OStzH6SW0ZWVWBHykLuUgg5GDW7+wd4K0X4ufGF9W8OPBF8PJLJLi5MEJgfUtRkmcCCZWG8bRFvZOMk5IwTXk5tk2HVN4iceRx3ts/wAdH6HdhsTJy5E73P0D+GDSeIsa3KrmwUGGwilG4bSRmXJ5wSPl9Rz3FdlZ4sLuWOFd+1s7CeFJ5yPQVB4ftlt9KSONfLCr5ckRGR06is5rx9D8RQvId8c/+jzSY5z/AAE+3JH41+X15+1m3H7j3o6LU6qKSGZcclm+8CKruvlWLxyjIGQRnrzxilDpMOgfHPyn5hUdpciSF/O6KS7K4wVHauWnG+o2yvpNm9vJm6IaQ/dB6J9Peryx7XIHHORioI4PtsJJDDOSgPVPSnR3JcxnBG4FSCOjClNa3CLHyeYpH3iO+081W1GbfdRbNryNkYzhgOtSyy7UZv8AZJyp5zVSWDzFdm8uSVhtQP8AKy/Q06LSeoPcs+cIFJcsnAXEoyp/GqdhH5usGd0226qIoFHKE55b8eAKdDc/aZBFl4kAA2yjKsfrV2C0Aj2omzAwpT7oP0rXn5V6kpajr2J4pVmj/hGGA7irFxi6tipx8w2kE/hUFqksqPHI6Fs7QCuCfes2TVTDeSZb9yu5RuGQzL1wazjHm26DNHQneCxSCbHmx5Qn+8OxqtqbNa38Ey/cOYn5/KrFsRcIko53LnPrUF03nLLGw9GX/P4VOjbQ9ixPLuhDY9jUE6YiVgPuHJB7inQOR8p6MKn2K68jI6EVjy8uhSEhl8tsY44I56iiQc5XqpzkHqKjMZQL/wBMztxjqDUiH25BxxVdboCvd3Hlrx8xLDbzyTU9gSMq/XO4Z7A+lQ3EYRgZOSOFyOc1FcPLZmKXLHaQrDHGDxW2ko2ING6jDxlce4rNu7T7QdmxTuwcq3KmtATBwOTx7VXuggXzNm7ywTuThhU0nZlS2Io5/wCykEO5pWIyoY/OKmntJY4tw+/jkE9KpaMgvJHuZ8SSSndtcbXhRfu8VrRNmP58/NyA3UVvU0ZCKkJ3lZQMSbdjj1p7YnXoCV+Zc1XvWNozHoy4cf7S55qzLasziSOTAABK4zurJldCSZd8R25B6j0NZzSfaHKgMAhBcp/LFadv8pIPGDkZ7VUuLeOzmlZFwxYSNt79BSg3ewFa5dg6rHht7AOyHBC+49a17fY8KkYK9Oazp4dunNIMGRP3gOMHrml0q7KTOCcpIBIhI6etOpdq6EQarbPEo2EhoJcp7g9qu6Xfi9sVOeQSpz2Oas3Np5yE5GGArnnnbRtRnhDZ34mTA9Rg/qP1q4fvI8vVCehrW5+zzsg5HX6U+6TeEK/fU7h6kVJo9kVg3S/NI/Jpl1FJG+5eqH06ist56DFD+f8AJnmNgfwNWY3EbEE+4rHguXivNzHOzCOB/d7GtRriKUfKysV9DnFKpBpj3HsnzMfX5lqvqdr9usZFXh8B1I7EHIqaOQq+38RQTsdSOmeaSdmBFpswuEV+MyKGOKnkGR/Q1lRubO9kjB2rG+VyOqn0/WtWMeY/J+X0NaTX2kIg8s5yfT1qCc7JPTj0q1NH++bB9CKix9oX1PPbpWbQ0yhfgSwsF3BgMg5qO3jMbbQTtf5hirVzEYhnrjrx2p8UQ2DkHb6DtQtEV1GwcEFeMjHB6GrixYizjcQOPWq88flpuUDg5PHUU+C5Eq8MPQ4pK+6EQXcnnMLWPJkc4Zh1A71dtrJdNjVAoCgfwjpT7e0SJ95wXfAZj/Kn3LLGAQeO9U530FYa12rLxn1xVKN8XNxDltuQ6j69ah1Z5LK9Dx5MRHzADNOsbkXjbj99G2NxinyNK6FcfBG1ndYBYpIMj2NWZ7Xz1fH8Y/UdKCAcqf4eRS2zkLgn6ZFK/UfUzLC6YX0ivuAl+ZQ2sdc09dN1+JBmGzC8RSxDp5uxXjB7ZjyMgUz9jWS5+EX7Xvw0VBNJc2uuWdvGsWZmIkmWOaTbyfnjMhz1+bNbVKnJgJ1I7tOy+XUwpQvVs/I/dm5sk0/SDLYKECuJHjB4Yd8CvL/wBoRtZv/Dk1z4Zg0iXxHbIJrVb9D5UyhvmQuuGXIyMjoSMgivQvDus/8JB4eh1K2iuYYrkFlSeFomHqGU8iud+IenR6sun3UBnhljka3ZY/uhjyN3txj/gQ9q/CKdnWTl/XqfWy2sfMmofGCz8VaTLY6xEsd1OhEtm3OSDzjGfunr3GM+9eS+NPElrrMraBqY1vwxrVpMH0rXJZPtVuxYfKHkG/bvGAyuQJB6N09p/aX/Zd0b4qaabmawXS9VdmgXUre3V5LecMAvmKeoI4ByD2zyK+Ofij+xNrmj/EH+xfE2r/ANnaleRH7Dr0ziTR75EXKxyIzB4nwMFRL8uNygqK/QsnWDqLSXK+29rdu68jy6znG91c534z+GdT+B/jqy8bWOo2l/pOuPBa+IGQF20O8B2wXysBkqpBCSP/AH9jdQR618Lfjpe6M9xoXjM2Oo6Hqc2bm9tgUjNwWBW+Vhgrk7N4wrRMocfLk15V4Y0j4gfAuYp4w8PQ+JfDckT6XfT6RP8A2nDPbSYzviV5cMAB97AdTjAbkZvhy01nwVrt7oti09z4WjgR7DVEuWaKKykY/ZzITjmOQsqswyoBVxgEn7R0liKXs6lnbZrr/wAFfkeb8Erx27H3Jt/s+S30fxpZDXLS4VxpeqJE3nuNuTC+znzCo5A+WQDcACCB8Zfts/tC/C39iD44X66o3jy2T4h+GRNYPpWnZutN1KznzaTJLNJGD5bM+VO8FZHRhtYCvpv9lb4yX+paNZ/DzxDp6y61oOLqGeK4VkltABslj65U4AKZyhIx8pXHO/8ABTD/AIJr2f8AwUH+GGixeH/E8PhzxD4Rvpbu0+0232iGZpIwskEuCHjDFYySM/d+6cgj5vA1KWDxvssbdQno2tu6lbpqkdkk50+anujyO4/af1vxJ8FPCnijxVr/AIM1rw/4psxcadBpHxD1fw9NqnGx/tVtbW80ibGyJIo51VWVkyelcf4Y+I3xQ1DRrkfB/wCHVv4egu5TbvdeBvD1roBud2cTyaxqMkt3IxB+/tVgCCQDW7+yh+zR4/8A+Cf3w9HhHQtI8M6j4kv5ZpR4ov3NwkLvl2s7GFlK9ULpudQSGaQA4A9fuvhH4z17R7S/8ffFLxqReAFNB0aQWUsjsR+7bZI7uuflIVRuP8WK9WpVw9GX7q0ot6Xu/wDyRafNtHMoVJK0r/15ngXjP9hTV9a0t9V+Nvxj8PeEprYLJFbtqEviu9kz3le+Rw0hOc+XEoPOBjmjT/gl8HLLwBG2s6n8YPjnaxBpItPtp7zSPD9mFz86xwJa268Y35diegHFfVC/s6eFPhLPp9zFPYeEtQRFlYw6ZFqOowo2VLtdSghGJzl9mByBkCuS8Uav4W+HvioW2jaDJ431qcCa213Ur3+0JYi3GNyIY4gMZwNigYPfnj/tKrVvDmbXRK0Uv68mzf2KSJP2dYLHw74KjuvAXh34W/CjRtQjDRTxLPrWrSIV+UssL4ztwdrSnb3Hr7x8ItBg1qbzJrXXfGlwMZ1PVSbKJMDpHAdoC9/uEnOckc183eI/iL4zgQR+JfEuo6X4aRz9ouvD8YWfGePLlZn224YgHAzwT9013XhH9ovwnpd/baZL4h1ewi1F9schvFin1OXA4VwULueMkDvxXh4/C1J3nvf1f47v7zpp1IpWWh9DajLKmvPbG28LfZDHiEySztOJgSDuIIXaOPeuH8Q+CbfT9RvQNEgCX6vJ9n0zUHaMvz5j8kNzwdoJxnIp1r8QdUvL6K1i8LxXunypmBbiAzwAjp5rlgOfQioPFw8bXup2VraaJotjLDJ9uhktLpIUiCMGCeVvzg4xjI614mHpezdk/wAf+CdHtLqy6nh3xN+B/jDV7+013wpqTaZJOXazg1W2glebapzEsoUuGO0gBiSwPPIr5q+J93488NaNpniV723khvLhZ5dQsZRH9ilLYKTrkArkhd2PlIwff9A9W1NvF+qyae0E+mz3YGo2sdw2PKvozl0A/unhiM8/OR7c58S9Ns76Cym/su3g+1M0Wp6LKqMs7EfO69iQOpxhgecGvfwWYThNc8U/u29f61OOpRvszwT4M/traLqeoaZ4f165tfC+rzO8zXGDLa3kQ5YRFt+xjwCu75R8w4xXvnw6/avj+CdzPoWuWWox6dqGoG707VZphLFdxtglBIpYb8AlVYjeOnOa+WfGX7MHhnwP4zu9I0+y1TWfCPiuNn03SLuXzYba+TcTFA7Luh3Ar5bb/lKup+VlA43Q/Ees/Cbwxf6VftfeIfBTSGz1vw9qB8yfQEViNyOCQQoBJ2gdFdMV7EsqwmJjenez6P8AR9H0s9PM5/bVaS1P1b8DfES0kuZhYGO5s9WiXULF1P7uYEBXXPY5AOMdz6VW8Q6Ha61OmpeGLuLTdbUNLHE7NHFdrkl4ZAO2c9soeQOoP56/Cn4reKPAtqvhW3mudSvtHa38Q6JuuAJtTtJNzFonyFaQb9rDkSDtnNfQfw7/AGodO+MV6n9pPo2mXE0x/szUbK9Kyygk7YriFlWSCQHIDfMuRjdyC3zWNyCph5udN3X6dLrz/wAzopY2NRWluex6D490p7t2ntJ9Ki1W6/srXtKm4NtcyqQk2Bxh/wC+vyuGDdRXbav4Du7jwbNaRSs99GgEExOdrrzG49+nP1614fqHi7R/inZ63ZagZY/EegxvZ6nazLhtStMZWaPH3gp+f5clGyR1G7U+GP7Reo+FdItdL8WQahdaWWENjr1uxfcnZZdgPzj1OA4GRzwfNqYKpKPNT3T1X+Xf/I6YzS0Z39trUXxFheC9WO317T03TQEGJiy45HfGfyz9Mw614oj0/wAP3DCCaa2uWeCa1dfMEUoUk5XPtzg4I5HqXeMfCVr4uay1qxvok1DaPs14JMRXi87QWB4JzwffByK47xF4W1rQBd+J2l1fQtQUhZYbWc3liY8AFmjU5wcsSRyvWsaVOlOVm7Lt5lczSKXxLRPie2mXuheI/Fem6z4XPni0slRlvY2GDC/mAoysB8p3dRzg9PPrrxHq+meJU1s3ms2dpOGWbStWWCWwuh0I3Km9H9V8xtjDpgkD1TWvBmpeI7aK9sI7e21+wUSR3No4QzZGSrodpdSR8yncD1BDCud0fxJpfxSkvbJ0jt/EyyBdW0OeVVMjLgLLHuwc4I2vjBHykZ6d+HcYWW8VvtdX/Tz6MylzN6nc/CzxXoWt6H/bnhrSBfR3mI5bVLhYDZOOWTB4HJ7cHII4NFeC2Xjtv2UPG0ul22ka1Z6Xrts983mY+x2twkgRoo5ScAsrBvKPK7SRlTwVNbL6jm3SXNHo7/5MlVLaM6f4fvd+ItY1bwhrd5Jri+GrwQtc3WVW+3YZGkijKqWUEAk53Y7dK7bx14Et5/Cd1p1nHZ2jTFTvEUiKzhhtLiGSJ2A7LvAHHpRRWOYVJKtFJ6aP56FUkrFPTvGuvfDm6sYrvUxqr5ED7YBAjLj0y7duMuT7mt74dW51vxDDc3DeZd38C38crDP2SOQ/6lB+HzP1b0A4ooolCPsHK2prBu6PTvENyLPT5JZFeby0ZseYU4HYEdK8V17xJDeaFLNp+k6XpJyUc28RDyoQSVZgQSDjnP1oorzcBFezcjSW5veAdMsdI0eGW00+zs7a8iXZa28flxQD0UdOe/AzVTUtSlttc1PSFdt3hgw6vaXWf3oSTdmDPZcBhn0IGOOSiunCzk6rk/61RFRKx1et+HksPEGg+U2LySdrn7UVy4jEL7of908fQjOK5/wbLG/xG0BLyFbvSvENu+oLp+SsVrtLER/7QJXLcDcTzxxRRXoUpS9m/mT9pHuvi3w/F4j8Of27dPN5cduJIrGGQwwIoX7p2kFjjjJ4x2FeafDTx5qGrT3V0Y9MiSIbokjtcGNdgbbu3Z79f07UUV49LWLv0NCx4Xlg+MWt317fwNGmnzhBbiTMcjYyCwwMgY6HjPJ7Y5z4meOP7P8AH0nhyC2MH/Ev+2tdxy7XILMuwDbx9372e/QdaKK6qOtVxey/4ApbM8l+KHji/wDhBeQf2F9liu/EUNxJf3lzALmd/s8auoRnyF4JUcELknGeah+KvxbH7Fv7Kt540Ok2nirWPssM0pnbyEleZl2jBEm1EMgJUctt5IJyCivrOSMqNGMlpJ6+dtrnn1N2+x4hFFL8YfAHivxd8WDb/EO30GODWdP8N+U2neH4hJCtwqS2qM32llbA33LSqccIuTnb0q11f4wfspx/EvxDqGnP4atbR5dP8FabpaaZp9skbMipJLAyySgYzj5V5+7wDRRXoVYqnQU4Kz5kvRNLZbL5ahT1nr1PTfD9xJ4B8JxWOuWHhjX7WOOKeKyt9GisLGFSgdYxFmQsFz/G7Zb5uuMaI+KGpfHDxa2j2T/8I3Bb2kc00sOJZZUcgbEOEEfXlsE8DGKKK8x0oODqNao2bZ0vw++CuhWN3fXfkSTJZ3LRxRTStIC4X5pHJJ3Mc8Z4XtXB/Gn4zT+EzFZWOn2h+2apHpdutz+8gt3bGJWQBS+3su5frRRXJhv3ld8+thv4Twjw7qniJf2kPEPg/Rbjwzp/ia3US3Pim80ia+nmR0R9kcJuUWL720nc2QOnTHqHwm+Lmv8Axi8WDw/c3g0+FLNrl3tYwu8LgMv94bjzndwOPeiiu7EJSoOpLV8qZhQe/qfSWh+FLL4c+DBfQwRT36QNKLhkAZNqEgLnO0Vz/wDZo+K3gu4v9YklmkupV2KrbUtyr5UoOmcoCTjn6UUV8opPldS+tzv6G/8As/8Ai67+ImkvJelN+my3EGdufMkhPliX2Y8n2zivR9JjS/tpllXd56FZMn74wP8AGiipxjaqTt0ZPQ4W38XX2keFhBHLubTrk6cHcZMoyArH6cZHfHavMvhpLFpvi3xPp9zAt/NbX3nm6k4kkEijg/THX0OMUUV2pJUalv61RK1lqZ/xf+LMfgPWNKt30e01Cz1JpRLA7bVKhQNp+U5zu9O1dN4Ys9F1jQhp9voGm2Gl3MWPskUaiNAeTgAAfkBzzRRUSilTjJb/APBHLc8h+JdzqP7PHxBW00PU7kW93DHKI5MSIAzMoDLJvyRt+8NuQeema7v9njVZ/i/os8+rlJLa2vTD5Crt3uq7i+4EHHPC9B6miivYxOuE9s/i016nLBvnSPovQ/C2maTp4Nnp9nbFEyCsK5zjueprM+G2oS+LY5tbkIiZC1pFCBkRIrcnPqxAJ47L6UUV8im5Qk5anoHEfFDxXqvjvwzr8H2sadNo8Q1GCe2Qhh5algv3s5OPvZ/CvNvGvx61VXstHu4re6lnv7ewnuwCjzqVDEsOecN0zjPPTiiivoMqpwnSaktv8jmrNp6HsXw+8NReD7h4rQQhLuNbxsxc7sYOTnnO0V6B8MbRfF0Eus3eW/fukNv/AARBDsz7njPtmiivAm3Zy66HQtkdN4s0S31rSbiznVjb3UbROquUO1hg4YEEHB6ggiuA07wLY+BPCsGg6BH/AGRp+nWwgtI4st5CAYABJyfqSSc5JJoory03zNGtM8Vkt3+IfivStKvnRhZ+JzcW0xjBeA/2i5IH1Nuv4MRXuHjLwOPFQ0bRbm7dbRrj9+sSBVnEe1wCOf7vr784oor6nMHy+ya6K5w09ZO51ml+CbbTtPMFiEtbWFcCLaXyepOSe/evHPiDoj/EfxrdaXPdS2lhZwsGWD5ZJMkA/P1HboOMe+aKK8TCu9Vye6R1S2sV9C/Zb8NeSbmKzso72HMCXf2RDcKq4Aw/XOOh7HmvQ/hl8FfDnw68LRWOladFBb25LKCS7FmJZmLElizMSSxJJJOTRRWuJr1Ho2TCKuamu+FYLHRrm7iPkiIH5Ixgtxnqcj9K+P8AVdM1z9rrxLqQvfEd1o2k+Gr2WwFlBEG+1mLG6R2BQbiPu/KQnXkmiivWymThQnVj8StZnLifise5fsufs8+F7fxfLZ6fpVjptro9jC8iwQANdiQsQpbqBlct1LkgseOfoXxUkPhJY3toIwjDZsxgA8YNFFeNjqkqmJ5Zu+h20UktDg/jRItl4F+1sgmlS8tMFvVriNc/rXjPwMhiuvH/AIkLx7obuOytmhZsqo8mR/5saKK7Mvb+oz9THE/EhfG+pT+Btck06zlY28zrC6yHfu3dG5zyOnvXiX7YWtalrPw9nsrm8Rv7JhbVLK4W3QXFu0CFwofGcHBGfQkHIyCUV35ZpVpyW5nV1gzh/wBh74val8T7jQ5pgtt/wlEn2WQA7/sywg7gmf4X2k7TwC2eec+6fGTSrbTfF97a2cbWZ1C6h0eSSNufLaJIt3Tk/wDEzmbnqVXpiiivoc50rxitrfqceEf7q/8AXQ+otCtrddKEMMAhisisMag5wBgCty4thLNMJCX24YenSiivzTFt+1sexS+C54x4t/Zp8K+MIp9L1XSdNvoX8yRZGtgssW9yxCuCGHJ6givDPEf7A3hvQNba1/tTV0ad99pPaytBLaIeNpbc2/HrxRRX0GX4yvCXLGTsclaEW7s5T4y/s86x+ztd2Uem+O9ZuDqCExGSMusGMcFZXkDZz2214D8cPit4lstSn0vVfEWtvJprKy3WizR6XJOQDhZQY5VePnlGBU0UV9LhZe1ipVEm/RHHtLlRi+F/25fEviHxG1hbLNpujWduZLq1hufmvtzheWCKF5POFORx3r66+DPx9u/EXweg1K3sLbTh9qFn5URH3N21uQoHPPbjNFFTnOGpJQaj2NcLJu9zsfh/JcaBqGtaVa3DKNBni1XT5GAYW6SoWe3C/wBwlX7/APLTgDaKt+Pfipc2nwr8WeIbOJ7OX+wbi/tY0l/49WaBiQGxz83OcCiivMcIutTk1q3H9Drf8NnVfs9eKo/Ef7Z3jZobKOyi8K+HtB8J28StuXyfsjXpdRgbMm5VNoyP3QOecD3vxX4mm8H2V3ex/vvPgYFHPQqGIIP9KKK+fzRL617PpaP5I1p/Cz5n+Cvw9sv2l9S/4TfxUsd8ZI3kh094laGIbjGFYn74xnPAz06cVP8A8FXPGUnwk/YQ8TSWMQL6ktvpeQwTyY5ZUVyBg87Nyj0yD2xRRXXhffzmnSl8KlZL5kP+A2fnH8HvD+neMobuyhtmsNO1bQYtRWASlzBdwuuJt3G/cVUkHuDzzXUfHLXTffD3QdZeGNl+IGmCC5tWGUt5AUaOVT1JG4gjjcAvTFFFfpFVJYxLzX/pP/AR4VXY6P49yX/gWxs3OoS3zaOYhMsihY7wkiPJUcKRkFTzjB65zXyl8RvipN4y1eAmwsre30DVFiSFUBEryqdzk4GCB0GOvPNFFe3hJy+qxl1OeUVzn0l+yNo1roGkaxHbxBbiOVHmuP4rnerMNw/2QSPpis/xv8VNa/Yy+MM13plz/bOk+IZUvL3TLobY3Mj7Gw3OGGSQwHTAIIAoorwcDN1MbKE9VJanc0vZRPZfGOhRaXeeDbaULd2vjDUZdNSKRBjSra4i3PDD6R9cA9Ccg8YrxH9qW8k0hbTRJj9si8DagunzzvlZtbtLmeNFgmYfwr8jN13lOcZOSiscBXqTqxcn0/8AbrfkKqrQZxPijQIbc6tZr8sPh+QX+mhRj7GGKlUX/c2gA+mARxXLeLdMi+MGvapqV7Bawr4X0z7M8CRfLesYpG8w4I2kcbeDgjNFFfRYGpKKc09dPxOCUU9zw7wz4v1v4O2sd54c1e8sX+2JalHCyoS4+8VIxwBgjv7V9Q/8E49al+O3izXfEWr5GvBkgW+Q4lVv3WXBGOThQB2Vdo4JyUV9FjpN4GVT7Xf5nLR/ipdD68T4y6vpHiXUfAN/KdS/tHU5LWTUs+VKIBtLIFAPVWKg5+XP5eSfETT5PhXZ+Htbs52mn1i6EsCSZK2FtNFKxtlyTlQZCST1Kg4FFFfNQjGNSKiviWvnoelNvl+Zy/7TS23gjw5aT6Vb+RF4Juf7QdJG8yTU0lfyHheQjcoKZ55/h4+UVm/GLwyPBDXOk2EvlHR3h8Z6ZOqBTYEw3LS2igf8s3MbfQSH5TgUUV5UJy54esvws/1ZvWimmyHRPD9v46+Jl1o1+vmaLoAsriO07TmckgO3Uqpj3Y/iY546Hlf2J/Hs6ft7eBy0SSo3iK3gQOctGGk8kHd3IB9OcUUV2Yr+FXX91/kcWF+KLP2/8D3Nx4f1LULYXd3c2dzH9oSCdw62zdwhxkA56EkDHGKf4oupNVtPs4KwDUoQ25V+aJlPDD1PA/Kiivxekk5KXU+rKHhqGDxlo1lqN3AjtqVoFniIyjNgfNj1xx+XpXNfEX4I6B4o0e4tb+zS6tJQp8uRnJQqflKtuyCOx/pRRWkKs6db3HYUtY2Z43rvwa0m08Ea54j0GKHRrrRfOtbuze2jvLDU0i5+aGQfITjqjcHsa8H+K3wG0Twp4m8PeJtKiGmWOsX40m60i1aSG3dpd3735XAAzgsgUByAeDkkor7zK8VWTdpPe34HBiIRejPU/gN+zD4ZHiHxFM39orqWia3d2VhfQ3TJNaxxJDGgUnPACnAORhiMEE59C8S3GpeD1hsGvo7u/u737D9vFssTqgQvkoOCcA49CSeny0UVnWrTrV7VXfRbhBctrHN2ltZaf8Cp/GFxZpeXGuwfY7O3kwV0mJ2MfyEg7mP3mYgFyB0AAGP8OdF0uzEmqWOm29ob2xnmstzNNNZPG4hZ2kckySPnO7C7QNoGCSSiuX2s3Tm2+tvkanI+Mvh7p/j3xZfa2kY07XNDtDHNqMShrnUY2+fy5GP8A2DaOdpOQe1afgfxHF8QbzU/DkWjaHp+leE9PhkeM2nnNqPmAnY7EjanByOSxOSexKKdFt0230JkveRxP/CU2OsvpyPphS012O5vBBHOFFqkMakQqdn3TkfgMd65my8NaD8H9GufFVnottdSyQG4W1uGMkVq2DzBu3eT94/cwPbtRRXpQgpTjF7N6nLM+hvhTf6l448K281reR6Za+WkssJg853yoOFfcNv1wfwp+u+I7fwRbXMw022vJLLyzG0py37xtpyxyc++eaKK+Wn7uJlSjsdsNYxbKuu6qnjTw5fXV1brFdafbyXdrJbu0XkvGuQeDz17nHtXl/hD4xv8Vvhl4dLadDp+p+L7hrOS+jfdJaIhckKCoyCEPGcZbJzjFFFerhtI6dP8mZVfiK3xht7q68F3kWlTxaZcWEkRtbh4jO0Do6MJANy5YkdT645rxvT7+3j8SXniKawtp7ZtOXSLmwOcXhjtom8+RySS/wC9YDjgDGT1oor6nLUvZP8Arsc1b4TjrO7u/hv8PZZGuW1PUfhjqy6daXc2VN1ZSI0rW5XJ2rh1UYJwY0OOMVyPxOsT8G/Bep+L9IKtFb3ayvp108s0U8c0zxsjZk2Z4B3hAePXmiivXm3zX72/JP8AU4oJONz6L+HH7RGueF/if4Q0aPy7nQtbtYjDbXI8yewLqhYrNgM3MhxkdBiuz/aC+Nr/AAE8ceD/AA/BpdtqGh+Lrx4bm0Z9gjfIJdSQ2BznAxzzmiivkcxowjVjyrdHdTk7HuXhyWL4WRaRYWyTXej+ILlIGsrmdpUt2kQuXQvuPY5Xoc54Ndbr3ii5+Hek+JrSJmvILbS/ttuLht3l7lkHlknO4Ar37HHvRRXy6XPaU9b/AOZ22tsQ+CfiDfX+h28M8NgLgzCKSaCDyty4U4C5OOGx17dKxPG2s6XoWv2esXnh/S9U1MLGtndSxhZrLzN33XxuIGMkZw3tRRW9GhB12rCqt6HE6hLD+0Zo9xJ4i03SL/RLDUJYLbTbm3aXE0ZZDcO+9dzEZAG0BQxHOSSUUV6VRKEnGGiRxTbuf//Z"></p><p><br><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