Déclaration de la Coalition Générosité

Le 18 juin 2024.

 

Agir au nom de la générosité

Alors que les élections législatives pourraient entraîner des bouleversements radicaux, nous, acteurs de la générosité et de la solidarité, résolument engagés dans la société, rappelons notre attachement viscéral aux valeurs d’une République qui rassemble et protège. 

Artisans du lien social, au travers des nombreuses actions de solidarité et de proximité que nous menons sur nos territoires, nous nous opposons à l’idée d’une société divisée. Nous refusons une France fermée aux différences et hermétique aux enjeux majeurs que notre société doit affronter, notamment le changement climatique, la préservation des droits fondamentaux, l’accès à l’éducation ou encore la capacité à considérer chacun sur un même pied d’égalité, quels que soient ses origines, ses convictions et sa vie. 

Profondément attachés à la liberté associative telle qu’elle est inscrite dans nos textes fondateurs et acquise de longue lutte, nous souhaitons que les 5 millions de foyers fiscaux donateurs, les 20 millions de bénévoles, les 110 000 entreprises mécènes ainsi que l’ensemble des associations, fondations et fonds de dotation puissent continuer à s’engager sans entrave au service de l’intérêt général. 

En mobilisant des citoyens de tous horizons autour de projets collectifs, la générosité participe à la cohésion sociale et contribue véritablement à la vie démocratique. 

Ensemble, nous luttons contre la précarité et les inégalités, nous nous engageons pour la recherche scientifique et médicale, pour la protection de la santé, pour l’éducation, pour la culture ou encore pour la préservation de notre environnement naturel. Cette générosité « en actes » constitue, partout dans les territoires, une protection indispensable pour les plus fragiles.

Ce travail, nous ne pourrons continuer à le faire que dans une société démocratique fondée sur les valeurs républicaines de liberté, d’égalité, de fraternité et plaçant en son cœur le dialogue avec la société civile. 

Pour qu’ensemble nous puissions continuer à agir, nous, acteurs de la générosité, appelons chaque citoyen à aller voter et à intégrer ces réflexions dans son choix électoral.
 

 

Les membres de la Coalition Générosité

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NETHjzeZDyZnq7/+NMvuPvFfUZn1l3U/uExH/3vZywNB9y5+xl1VVHVFZcvrfLuOxu8e+M6q8tL3+fLkKQ32oSWrTzmUR6xk6eUABatk9t5wk6eMF9E9H4IASQWLacF1lOPjTTgRhrSOxP2G0TicvRZix5NJBJBhJ2V+qaaxDCqbk4lGETFeuqfC1u3FB7lEY/yiFHbkp/TBtyWwn6ZUuVgVFrqiEUjb7AePW6mIe9UQ/oYTJUkSZIkSZJ0nsFUSZIkSZIkSZIkSbqArZ09bn/0Cf95+wP2D49O12/v7fPg0SbjyeSlx9w/POKje59zcHTMytKQSIkUwc/evcnf//VvWFtZNpgqSS9hUlqe5Amftkfcb08oFEpApmtTndIyK98e0ntVYhFKrQjWo+G9tMz79SrL8fXHdhJBLxI9Ek2k0+2kZzURVFT0qViKissUZiWfC5/OyDTzYFzmbMaY+XOmfEtmv8wYlZYnjOmKWruZdzMNSQRrqce6U1GSJEmSJEnSMwymSpIkSZIkSZIkSdIFbO3uc/vOJ/zTb/+Nx9s75x8s5TldZC+2f3jEwdERv7/3+bn1f/mnv2RtdZk/++UvuPndD1mS3lhzCm3JtBTmFOal0JLZzOPT5UkeU4Ac3+09+mU0JJoIGhLVonEy0S0VUJXufiMN2UgDNtKApfBjO3p5T+cVAT26EPOzGeY5mb00Y790y+RMm2qma1Q9e/2MypxDCmcvlIpgLXqs56bb3xn9SPSp6C/afSVJkiRJkiS9ffwLtyRJkiRJkiRJkiQ9x9buHg8eP+Hh4yfcvvMJ9768z2gyoXyPbXvdUOfH2zs44sO7n7K6vMz9R5u8e+M6t25ctz1VkujeMSelZVRaTsqc4zI/vd8pEx7nMcdlTo4frhl1EBVr0bAWDcOo6UXXfNqQSCzChAU2qiHrqUf9NFAovQJBsJYafsISDcHszO8Z85IZ0TI6c90c0d2fvWJGpWUzj0gtbOXJmbHhWhpwPQ24Fn2DqZIkSZIkSdJbymCqJEmSJEmSJEmSJD3Hk509bt/5hP/63Yfc++I+9x9tMplOX/l+9w+7YOrB0TEPHm/yd3/1G1ZXlg2mShJQKExKy0GZsZen7OYJO2XCTplyUGaclDknfB2y+yHiqcOouJL63IwB66nHMGqGUdOPLrYXBLF43lLUVGGYT69OWrSdNilxNfrkM1fBuLTs5yn7i+tnmwnzUjhmfm6MMXM2y5ij+Zx+VGfGhverVWqCy9GjcSpLkiRJkiRJbyWDqZIkSZIkSZIkSZL0HFs7e9y+8zH/+Nt/5cn2LrmU77Ut9XkOjo64c/eYj+5+xleb26wuL/Pr938OG9de+b4l6ceoAC2ZthSmZA7KjN08YTtP2MzjbiljTsr8/x3ruwqCiqCKIC2+f2otGq5Hn1tpiSupz0qqWY6GwZlAn/RDCWAlalbimx8NOylzdmLCcp7QJ0GGecqMc0tLodBdb6UUDsuMPabnwt2JoB8Va6lhowwpi/09vSbSt1wfkiRJkiRJkt48BlMlSZIkSZIkSZIkvfWe7Ozx1eYTHm5uMZ19HWr68JN73PviASejMW3O3/t+11ZXuLVxjVs3rrM8HHzrc9679Q6/+vl7rNiWKuktNi0tu2XKXp6yV6YclhmHec5hmbFfZpwwp+X7f58+qxeJ9WhYix6r0XRNqNHF765En+upz3r0WIqaHhWVwTz9CNUEw6hZS4VE0IuK1dJwLQ2YlcyMzKxkRqXlqMw5Zs64tKfbFwoHZcb99gSAFRr6keiTGCwagYdRG8qWJEmSJEmS3nD/BwAA///s3duPW8dhx/HvzDm8LrlXaW+WLFmVbCfOBWkKFC2Ktk8t2n+37qvzkPSpsR00liKlgBJLkbTaq7QXLi/nzPSBtKwYKdpYq0Ta/X6AWXLPEjNnAQ5BkPzxZzBVkiRJkiRJkiRJ0oW3s3fA53d+zc9/eYeTwfDF8e29fR4+2WY0nryWdRfn+3x06wZ/9YPvsrqy9Idv0+9zZWOVvsFUSRfYmMReGvEgnfCoHjDOiRE1o5wY5ZohNdVrbrRuElkJLa4UXdZih0iYjgAdSrqhZC4UNENBOWuOlN40RYh0ZsHpdjELpeY2Q2pOczUbNc/SmJ08ZJISQ+rfm+MwTfgdA47yhH5o0A8lPUoWYpOl2JrObTBVkiRJkiRJOtcMpkqSJEmSJEmSJEm68Lb39/nFnV/z7z/5Dw6eH744nnImpUx6DW2pAIvzPT66dYN/+ru/5r2r7/zB24QAMUYDTpIutHGeBlN/Ux/z39UhL0dQ8+y31xtLhVaILMcW12KPG0WPSKAIkWLWmgrw1TUfsfWmKmaNqZ0AX++e6f45TpNZG/GYLSLjlHgeJr+3uTJwmMcc1RMeA/OhwXJoshKbjHJNQWCu8CNpkiRJkiRJ0nnnq4CSJEmSJEmSJEmSLqSd/Wc82dlla3uXT2/f4/7DR5wMhown1ZnMP9fpsDjfY3G+T6/bod1u0Wm1KIqvG8RuXN3k/RvXWOj3aDZ8+1aSBrO2xtNcMSFTk6hy5nme8CSdcpQm1K8xghpg1nw6HcWLVtTAYmiyETvMxwaNEF8cj8ZQ9ZYJL117+d7bDJEuBcTmdP+F6bGV0GJEYpynLcVjZmPWXHxCRUyBHKFKmRNq9tOIXmzQDw16oXSfSJIkSZIkSeeM72xKkiRJkiRJkiRJupC29/b5xe17/PyLX3H/wWMePtliPJmc2fxz3Q5XN9a4cfUd1i6vsLw4z/LCPK1m88Vtlhfmubq5Rq/bObN1JeltNsg1e2nIXh4xyBWjnBiROM4T9tOYk3w2Xx7wvwkEeqHBamyzGtq0Q0EjBEoi3VCyFJv0Q2MaSv1GqE9625VEWrMQaYyBVi5YDC2O4oTDPOEwTTjMY45zxXGuqGbB8QE1NZlRShznmt00ph8bbOYOm7Frg6okSZIkSZJ0DvmqnyRJkiRJkiRJkqQLaXvvgM/v3OPjT37GwfMj6lST6nRm8/e6Ha5urPOD79zi5rWrXFm7zDvrq3Q77Re3iTEQY6SI8czWlaS3VWbamLqbRzysj3mWJgyoGOSaYa6ZkJjk19eW+pV+KFmPbd6LPXqxQYtIMxQ0QqRBpCRQhOnjtsFUnSdlCEQKWiHSySWLNKnInOaKnTRiJwzZqSORERWJQQ5UZAa5YkjgiIoiBwoC7VSQisxcKNmgQ+FukSRJkiRJks4Vg6mSJEmSJEmSJEmSLozd/Wc82dlja2eXT7+4y/2HjzkenJ5ZU+rifJ+NyyusX17hvSub3Lr+LjffvcLm6iWWF+fpdtq0W83/eyJJuiBqMsNcc5prTnPF4zTgaTplN404zBNOc81gFko9S4FpO2oASgKtUNAOBZ1QsBE7rMY2K7HFXChphIJmiAbrdO4FAsXsWvnS3b1FQR0yOWRCAc0UaeeCbig5yRWns/D4MNUv0tpDanbykIXUpFc36ISCBnEW8A4UxFkQ1n0lSZIkSZIkvY0MpkqSJEmSJEmSJEm6MJ7u7fP5nbt8+su73H/4iAePt5hMqjObf2Vxnu9/cJMff+9D3t1c59LSIitLC8z35pjrdCjL4szWkqTzoMqJ/TRiOw3ZTkMO8phnacTzPGGYa8YkEmffkjoN4E1DeJ1QshJbX48wvezMQqnlLMAqXVRFgG4oSREaOTIfGlzKbU6o2EsjtutTtvNwGiDPQICUM8/ThIecMMo1C6FBPzToxwZzoaRDQYeCZvC5kSRJkiRJkvQ2MpgqSZIkSZIkSZIk6cJ4urvPZ7fv8fEnP+Pg8Ii6rqnT2bXwLS8u8P0P/oJ//vu/4crGKkWIxBgJMRBCIAajTZL0sorMfh7z23TM/fqYUa4Z58SImjpnEvk1BVOhABoh0g0Fq7HNtWKOq7FHK8RpgyoFRQgv2lWliyoS6IaSRoj0cklFpiJRkfldfTILoY45ypkQAmSoAzzLY0apZjcNWYktVmOby7lFHVsQGjRCxB55SZIkSZIk6e1kMFWSJEmSJEmSJEnSuba7/4yt3T2e7u7zn/91h988fMzhyQmj8fhbz9lpt+h1u/Tnusx1O9PRafPRrRvcuv4uSwt9Oq3WGf4XknR+1GQmOVGReJYm7KQhW/UpD+uT17pug0gZAg3iLBA3vb4YmqzGNhuxy5Wi+1rPQXobRQLNEGgS+WZGO+XMYZiwH0ZUIU//HgKQmZA5TBP2GTGiJpHJYRo2n8REnTJVSJQhvtiXkiRJkiRJkt4OBlMlSZIkSZIkSZIknWtbu3t8dvsen31xl/sPH/Hloy0mVfVKc3Y7bTZWV3hnbZX1yyusX1ph7fIyVzfWuLa5TqfdPqOzl6TzZ5hr9tOIvTxiN414nAYc5slrX7cXS1ZCi+XYok1BGQIFgblQshrbzAU/RiP9sbqhZL3okMis5c40txqmAfT9NGI/j9lLI0Y58SyNIcIgVXTTiG4o6YcGy3G6L1eCX+ohSZIkSZIkvS18RV2SJEmSJEmSJEnSufZ0d5/Pbt/l3z75Kc+PjqmqmqquX2nOuXab9cuXeP+9d3n/+rvcvH6Vm9eusNCfoyxKyrI4o7OXpPNnmGu205DfpmOe1Kcc5QlH+dW+MOD/ox8abBZdrscec6EkAnHWoDoXSoOp0rfQDQXrRYe5UDLi6+dXEzK/rY+p68wBY0bUPM8wSokDIg0CDQK90OB60aNBYDm2vlnIKkmSJEmSJOkN5SvqkiRJkiRJkiRJks6d3YNnPN3d5+nuPj//5a+4/+ARz4+OOR2OvvWcSwt91laWWb30VTPqBtfeWefKxhrrl5dZ6PfotG36kqSv5NnP/I1jg1yxnYf8pj7mQX1y5usGIHwj3haA+dBgM3a4Vc6zEBpnvq50EXVDSXfWOvyyUa6pcuJ5HlOmAeOcmFDNQuiZnKejR0mDyFJskcgv9q8BVUmSJEmSJOnNZjBVkiRJkiRJkiRJ0rmztbPHZ7fv8fnte9x/+IgvH29RVa/WknppaZEffOcWf/nRh2yuXmJxvs/SwjyL/R7z/Z4tqZL0kkTmOFUc5wnHuaIik2ZjL414Wg8Z5Fd7XP5DmrP2024o6YSCkkgRAiWBq8Ucy6FFw8ib9NrFEFiMTa7mOXIJJ7lilGuGuWaUa0ZMR03mII/5sj4hB1gITeZDg4XYYNprLEmSJEmSJOlNZDBVkiRJkiRJkiRJ0rmztbPHZ1/c5eNPfsrz4xOqqqKqXz2Y+sMPb/Ev//C3rF1apoiRGOOLyxgNOknSV+qcOcxjttKQp/UpYxIViQmZ4zzhWRpzmqszX7cRIguhyeXYYim0aIVIKxS0QsFibLIUmobdpD+BSGAxNMkF9EODZ3nMYRrzPE84TBOOmJCASU4c5DGkEw6rCVdilyvFHN1cUvrUSpIkSZIkSXpjGUyVJEmSJEmSJEmSdC7sHjxje++A7b19Pv3iLvcfPuLg8IjhaPyt51xa6LO6sszqyhI/+u4H3Lx+lUtLC/Tnumd45pJ0/iQyh3nCk3rA/eqIU2pGJMYkJiTqnKnJZ75uk8hiaLAZu2zGDt1Q0o3TBtWSQBEChcFU6bWLBBZik14u2Ywd9tKI7TBkOw0pCKSUGVIzpOYgjzlMFb9LA+oy0w0la7EN2EYvSZIkSZIkvakMpkqSJEmSJEmSJEk6F7Z29vj89j0+v/Nr7j98xIPHW2fWkvqjjz7g5rWrvHdlg1azeUZnLEnny4TEIFec5IrDNOFRfcpuGvE8TxhRMyYzIZHOOJDaCcU0gBpKVkKLzdjhUmyxEJp0YkE7lHSCATfpTykAJYFytvfGITGJ091fEuiEkl5ucJgnDHL14rFjP414Ek7p1AXLsUWH6f5uhkggvJhbkiRJkiRJ0p+XwVRJkiRJkiRJkiRJ58KTnT0+/eIuH//kZxwdnzCeVNR1eqU5Ly8v8cPvvM+//uPfsnZphWajpNFonNEZS9L5MsqJnTTiaTrlaRpykEbs5zFDaiqmDan5NbSkzoWS9dhhPXZYmQVSF0ODuVDSCJHSGJv0Z9cMkXkaFDHQDSXLuWKQa47yhK10ylY65SRXHOUJj9OAcU6sxjZrsc1qbFPSJJIJwf0sSZIkSZIkvQkMpkqSJEmSJEmSJEl6ax2dDDg6PuHw+IT7Dx7xeHuHg+eHDEfjbz3n0nyfyytLXF5e4sff+5Bb169weXmJ/lz3DM9cks6fUa7ZTUPu18d8WR8zzokxiTE1GV6MszYXGmzEDreKeS7FFo0QaTAdIQTia1hT0h+nFQqKWVPqEpkqJ2oyR7miqAODXPGUU45yxbgesBtGHOYJAL3QoBcyEKbhVMPmkiRJkiRJ0p/d/wAAAP//7N3bbxzXfcDx7zmzd96XN0s2LbmSpdixWzd9CgIEeUuRP7hFHtsCCdDmobHT2I7kRLIkSrzvLrn3nXP6QFppXSWoKMoype8HGJAgBnMOwcWA4PC7P8NUSZIkSZIkSZIkSZdWp3fM/UePuf/oCXfvfc3BUZeUXnBK6uoKn3xwi08+vMXNa1u8t3WVWs0pqZL0LFMSk5wY55K9NGI3jdhJQ3bT6ELXCUA4y9Ei4c/xaQhsxAYbsclmbLISaxe6rqSLURAoQkH9my+ctaVzeUYvT+jGCZ08YZxPY/Z+mlEhsBgqLIQqBYFaiNRypBYikUAMgcJIVZIkSZIkSXolDFMlSZIkSZIkSZIkXVqd3jF/erDNf/7+S7568OgsTH2xeXzr7WU++fAWv/jZT9hca1OrVg1TJekv6OcZ+2nM/lmU+iQN6efZha8TCFTOjlqILIUay/H02IxNVmOdWnA2qnTZFERWQo13izlqIXKQxuynMQeMz4L3MYFjennCUqiyGGoshir1EKlREEN0gqokSZIkSZL0ChimSpIkSZIkSZIkSbq0BsMRuwdH/PHhNk/2DjgeDEj5+cPUlcUF1trLrLdX+IePPuDmtS0219oszs+9hF1L0uujn2c8SUP+VJ6wexalDl5KmAoVAvUQaVKwEetcLeZ4O7ZYiFXmQsUwVbqEKiGwEuvUQsFabHCvPCEDx+WUEaeTmPt5ykEasxkbbMYSYmaOCuEsVDdLlSRJkiRJkr57hqmSJEmSJEmSJEmSLq3haMxht8ujJ7scdo/pD4bkc4Sp66sr/N0Ht/jkg/e5eX2L97auUqs6JVWSnqUkk8iUOdNLU3bSkHvlCXtpdKHrRAKRQBGgSqRBQZPIfKiwHhtsxRbvFQtUDVKlS6sgsBiqLIbT37tmOXGSp+ynEb08ZciMfp5xkmdApiBQJVLGDAQqOVAJ8en9wkhVkiRJkiRJ+m4YpkqSJEmSJEmSJEm6tIbjMQedHg+f7DEYjUhlOleYurG6wt9/eItf/OwnrLdXqNer1GqGqZL0bZnTGLWTJ3TyhO1ywH4aM87lha/VCgXLocZSrDEfKtSI1Ig0QmQjNpkPVUIwQ5NeJwuxytXcIhWZATPKnJmRCZwG6v084+vUZz5XWQjjs49/PpycLEmSJEmSJH03DFMlSZIkSZIkSZIkXSoHnS77Rx0ODrv87g9fsb2zx3A0YjqdPdd1lhcXWF1ZYm15iU8+vM3Na+/w1lqbhfm5l7RzSbr8EtDNEx6mPl+XfQ7ThG6eMCZd+FrNUGGzaLIV52jHGgXhbFpiYC5UmY9VTNCk18tCqHIlNpkLFca5ZEpiRmaYZ3TPovgn5ZS5UKEVKszlCuuhwWbRpB4Kat4VJEmSJEmSpO+EYaokSZIkSZIkSZKkS+Xx7j6//fwOn35xh7v3H/Lg8Q5lev4gamN1hY9v3+Tj2ze59d4W19+5SrXqlFRJ+msy0M1THpQDPp91GeQZidNJqhetFSpsxgbvFwu8VTT582zUQADi088kvS4WQoW5osIVMtOcmVIyyYmjNOZOPuZROp2Y2gwVGqGgmQomRaIeClZDHW8JkiRJkiRJ0nfDMFWSJEmSJEmSJEnSpbK9u89vPvucf/qXX3HSHzAaT0jp+YOo9fYKn3zwPj//6Y/ZWF2h2WhQq/oIVZK+bUriJM84SVN6ecrDss9RGjOmZHbBQep8qDIfKsyHCm8XLdZDg7lQwdmo0pshECi++SxkYoYiBKaxynpuMCZREJiQmOTEiJLDNKYVCgrgODeeTlNthuLVfjOSJEmSJEnSa8ynqpIkSZIkSZIkSZK+9w46XQ6Ouhx0uvz289NJqU/29pnNynNfs16rsrgwz+Zam5XFBUIIxGj4JEnfNs2JwzRmOw15XA44zGM6eUKZLzZKDcBiqHK1aHIlNlmPDdqhTt24THojBU6jVHJkLlTYiA1qIbISauym0dOjw4RYBka5pJunbMYGm7FpmCpJkiRJkiS9RIapkiRJkiRJkiRJkr73tnf2+ezLO3z6xV3u3n/Iwyc755qS+m0hBGIIhLNDkvR/TUkcpDH3yhPulj2mOTEhUV7wtFSAxVjl7djidrHEYqxSI1INvmmA9CaKBAKBGDIFgWosWKHO1VhSLXv084wpiU4uGeWSozTmOE4JFVgIVdrUX/W3IEmSJEmSJL22DFMlSZIkSZIkSZIkfe9t7+7xH59+zj//y684GQwZjcfknF7omt9EqTFGJ6VK0rdMSIzOYq+DNGYnjdhPI47S5ELXKQg0QnF6UPDWN5NSY41W8N9apDddgNM4lUAlQJOCMlRYTXXWY4NuntLPU2Y5cZynxBxYSFXmQ5VKiE/vLfVQ4FuQSJIkSZIkSRfHv+BLkiRJkiRJkiRJZ4ajMcf9Acf9PqPxhOl0xmQ2I6fzB5BFUVCvValVqzQbdebnWsy3mtSq1Qvc+etvNJ5w1OvxeHefWVme+zrLC/O0l5doLy/ygxvX2VhtUymKC9ypJL0ehrlkL43YPTt20pCTPLvwdSohshLrbITTyGwzNlkJNSr4hgGSni0AS7HGO7SohshBGrGfxhykMYM8YzeNADjJU9Zjg7XYYC2czl+VJEmSJEmSdDEMUyVJkiRJkiRJkqQzx/0B9x5uc+/hNvtH3bNIdcBsdv4Qp1Gvs7w4z/LiAptrbbaubLJ1ZdMw9RXZWGvz8e2bfHz7Jrfe2+L6O1eoVn1sKknfNswzdtKQr8pjHpdDhpQMXkaYSqAdalwr5vmbYoFWKGiGCkUwIJP0bIHAUqhSjZHVUOdBqJKATp5wkmaQRvTzjMM0YVIkaiGySv1Vb1uSJEmSJEl6rfiEVZIkSZIkSZIkSTpz3O9z7+E2v/nsC+5vP2b/sMPeYYfxZHLuay7Mz3F1Y40rG2u8f+0dihhZay+ztDB/gTvX/9fmWpsf/fA2//jTH7PWXqbZqFOtGAlLEsCMzCwnZiSO0oTdNOJROeBxGl7oOgWBSghUiCyFGuuxwdWixbVi7kLXkfR6CkArVGiFClCnJNPLE/bTiHFIjEgM0phemNIKBUupxnqYUg/F0/uP01MlSZIkSZKkF2OYKkmSJEmSJEmSpDfCcX/AYafHUbfH9C9MQL3/6DH/deeP3Ln3NY929jjsdDns9hhPpuded77VZDKZMBiOKMuSECKzsmS9vfLM8xv1GitLi7SXFmk1G+de93Vw1O1x2O1x2Olx9/4DDjs9Mvm5r7O0ME97aZGV5UX+9gfv8/71d9m6sslcq/kSdn1+s7JkMpkynk4Zjsb0B0P6g+H/er02G/Wnr49mw8lfki7WcZpymMccpQlP0pDdNGKYywtfpxEKVmKd9jdRamyyEPwXFknnMxcqvBWblEVmOYzo5AmdNGGcSzp5ynY5IGZYjjWWYo0latScyixJkiRJkiS9EP+qL0mSJEmSJEmSpDfC/mGH3/3hKz77w1ec9AfPPOew02N7d4/tnT06vWP6wxFlmV5o3elsRve4T0qZ6XRK76TP/e3HzLdazzx/bWWZj27f4ONbN974MPXRzh6/+/L0Z3bn3gMePt4h5+cPU99aa/PR7Zt8dOsGt957l+vvXKFa+f49Kp1OZ3SOT+j0jtnZP+Thkx0ePt7l+H+8XjfX2nx06wYf3b5hmCrpwh3nKdtpwP2yz0Ea08tTRrycMHUjNLhWzJ1GqbHKQnB6taTzaZ2FqXOhwnKq8XXZZ5QTJ3lGN02IGYZpxtWiRQbmigo14qvetiRJkiRJknSpff+etkqSJEmSJEmSJEkvwf5Rh99+cYdf/uuv2T/qPvOc6WzGeDJhPJ4yK2eUZaJMFxCmnpzQHw456HS5t/2EerVKURTPPP/6O1eIMbJ1ZZMrG2svtPZl92hnj3//9Pf88t9+zclgyGA4IqXnD1M311b50Q9v8/Of/pjV5SVazQaV6vfvUelkOqXbO+bx7j537j3gsy/v8tmXd9k77Dw95+b1LSpFwbW332Jztf0KdyvpdZOBXp7yqBzwxaxLL59/WvhfE4AmBRuxwY1igXeLuZeyjqQ3x1yonE5NpclSqDHOJXtpxIxMN08Yphn7jEhkWqHCRmyc3owkSZIkSZIkndt/AwAA///s3clvHFmC3/Hvi4jcV+6LiuKijVJV94xr3FPGTHvcxiwHX3zxaQCfDBg2YAO+2v+Dr4YH8MkHGz4ZGMMHo+GehsfT7r1ruqtU2rjvyT2XyCUi3vOBbJbYRZVENimJ0u8DECiEIl68UJGRqXj85e/tW20VEREREREREREREREROad6s8VBvcH+YYM4ObvZ7ZePn/F4fonF1Q32DuuvbW7WOqyNiaKYNt2X7u+c49H8IqNDAyRJQl+lTF+59N60px42midfj+YWmVteZXl989yB1EqpSF+lRF+5zDfuHTWlTo6PvtV/j51uj63dfZ4urvDF3CLPFldYXN1g9+DLIHU+m2F774DDRouw0yHwfQLfx/PU+iUi5xfjaNiIuououx7LSYs91yPm/B8C8LUcJ62oZZNi1M8x4mXJmbM/pEFE5KIyxmPQyzLtl8gYn7aNabuY0MaELubA9U5CqxnjkcEnZfQ+SkRERERERERE5LwUTBUREREREREREREREZFrb3tvn8+ezPP5kznCztnhz9XNGvPLa3R6vdc8u/NphiGP55dw1rFR2+aju7f48O6ttzpQeVkcsLm9y+OFJR7PL/Pw6Tyb27u4C+SjRocG+PDODB/dPQ6l3hgjCN7uAFTY7rC+VeOzJ3M8nl9ia2fvK9+vibW0O52j8G69ST6XJZ/NKpgqIheSOMue67JmQ9aSkH3XY992idxv1xZ+ijsqJiwSMO7luOHnGfKy9Jk0OaNfWxGRy5XGZ9DL4GOomBSbps1GEnJoIlokJ8FUB5S9FL4xpND7KBERERERERERkfPSE34RERERERERERERERG59mq7+3z68DH/669/xGGjceY+nW6PsN2h+7YHU1ttHs8vsbpZY3ljE2MMN0aHGR8efNNTu3rOsbm9y6cPn/B/fvwLdg8Oj9pCL5BMHR0c4Pc+muXP/v7fY6BaoZDLEgRv9/Jo2OmwtrXNZ0/meLa4QjeKvvL9miQJ7U73pFXWGEMmnSKlpV8RuYAYx749akr9Ij4kxhI7R8wlBVOPQ6k4KJkU416ee36Ffi9NgIdvzOWcR0TkWMZ4DJKlz88w7GUxieHQRUQ2pEXMoe2RxcMAHpDzAnK6FYmIiIiIiIiIiJybVidFRERERERERERERETk2qg3WxzUGxzUmyQ2Odl+1DC5zMLKGvVm66XjFPM5quUS1XKJ1GsMK7a73eP5N+h0zw7IRnF8Ejr0jOHR3BJjx6HUaqlItVx6p9tTm2Gb2u4e8ytrdLo9ur0eFyhMJZfNMNhfZfLGKIVc7tLneRXiJKEVdtg/bLBff3HAemt3j6cLy/i+x+T4GNlMmmwm85pn+3o4IIoielFMFMWn/qTV7tBqtwnbnUs7X6VUpFo6ujd4nlIq8m7qYWm7mNAl7Nsem7bNru3SdNGF7rcv4jlD3vjkTUCegHE/z6CXoeKlyKspVUSuiIchfRx694ABk2HMyxH6McFRVJ4DF+E7j6wLKJGQJ8ADDAa9+ouIiIiIiIiIiLwaPekXERERERERERERERGRa6O2u8fnT+b5/Ok8neeaJJfXNllYXad3Krj2YgN9VT68M8OHd2YoFfJXNd2vqO3u8fnT4/m/IJj6vGbY5snCEuDYqO2czPldDqYmNqHXi2l3ukRxTJxcUmvfO6LV7rC0toG1jmbYxjkY7KtQLZfe9NSuhnOE7Q6HjSb1Zniy2TrL6kaN1c0aa1u1SzvdvZnJo/tCMY/naTld3k1dl7Btu2zaNjXbYdt2aFxmKPV4IB9D1aQZ8XKM+lmGvCwDXoYU3mWdSUTka/nGUPXSTFAga3waLqJhI+ouAgtFk6LPxUQuhY/BN0f3LhEREREREREREXk5raSJvJeOVwLdc0uLxoAerouIiIiIiIiIiIjIW25rZ4+fP3zMd//6RzTCL0Nq7U6XVtimF0WvNM5AX4Vvzt7mz779CUP9fVc13a94trRCYi3LG1vUdvdfun8rbPN4YZm1rW2W17cAGB8ZYnxk6Kqn+sYkiaUbRbQ7Xay1WHeZ/X3XX9jusLi2ydbOPs0wZLCvyv1bU296WlfGuaNm1J39Q2o7eyfbE2v51eNn/PLxMz57Mndp5/vOJx9TKhSYnZkipdV0eUd1XELNdphPGqwkIR2X0CV5+YHn4b4Mpt70C9wJSuRNQMb4pIyCqSLyengY+kyanOcz7GVZTposuIS6jYhw9LmItkuIsMd7K5gqIiIiIiIiIiLyqrSUJvIecuEyrr0OyZefxG4KNzGF6Tc4KxERERERERERERGRLyXWYhNLYhOaYZtmq02jFfL503kezy/xbHmVVtg+89hiPk+lXKRaKhL4/pn7fHRnhtmZSW5NfsBgX/UqL+U0AysbW2zUdijmciebO70eh40mB/UmnW73ZHsUxxzUGxzUGzjnuDk+wtjwIJ7nUS0VqZSL5LPXuz3VAYf1xvH1N1hcXWfv4JAofrX22+eViwUqpSLVcpHpiXH6K2W8SwxAOeeOv6DVblNvtqg3WkTJ+ed6lqcLy9R29+j2XtymG8UxUTOm0WyRz2V5urTCxNMR2s9937xLrLVs7exR29lje+/gZHtiLY/ml3i6uML88tqlnW98eJAbo8OMDvYzNNB39HNWKuJ5CtLJ9RY5Sw9Lz1l2bIeabbOZtNmyZ7+WXpSPIW08UniUTIphL8uIl2PMzyvsJSKvnYchZ3xy5ujfBKGL2bU9cibAA3pY6i4ia7sUTECeQOF5ERERERERERGRV6Rgqsh7wDafYtf+Elv7Pvbgb3HRITh7eifjYbwsJncD0/e7eEN/hD/8HUxh6o3MWURERERERERERETeb3Ec0+n26HR7LK1tML+yxvzyGk8Wllla2yD+mtDi0ECVB7dneHBn+oWhzYmxYWZufkA2k7mqSzhTuVhg9tYUxnjs7H8ZstvdP+DzZws8fDp/Kpj6vFa7w5OFZYwxbG7v8uD2NA/uzFz7YCrOsbpZ4+GzBR4+XeDxwhJrW9sXGmp0aIAP78zw4PY092YmuTk+ShCcHU6+2FQdyXFgemtnl8fzSzyaX3phSPq8tnb2eLywTPMVx2u0WjyaW8Q5xy8fPb2UObxtrHM0mi3qzZBmKzy1faO2w8Fh/VLPt7G9y89+9Yhmq338MzbNg9szpBVMlWuu6SJ2bfc4lNphy7YJ3eWE6p+XMT4DJsOAyTDkZRjz8lS8lCKpIvJWKJoU434OY47ao30MNduh4SJGvBzDXpaC0a/TiYiIiIiIiIiIvAo9SRN5h9m9nxLP/QV263/jeruQdMH2OPrs8a9yNHC9PWg8wq7+d+J0BVN+gD/2j/An/gkmO/p6L0BERERERERERERE3ltRnNDudGg0Q+ZX1vjhp5/xw198xu7BIc1WSBQnLzx2qL+P371/hz/99idUy6Uz98llMxTzebKZ9FVdwpnKxQL3b00xMTZCtxedbF9cXcc5WNussbWzd+axrbDNk8UV1ms7LK1vYp1jbHiQGyNDr2v6V8I5x9rmNj/+28/57t/8mGYrfOVg5m8aGxrk9z6a5U+//Qn91QrFfA7/Ba25F2GdI7EJURSzub3HLx4+4fs//Bm7B4eXMn6316PZatMMw5fvDDSaIY/mF1ndrJFJpy5lDm8b5yBOYuI4IU6SU9u73S6dr2mXvYjN7V2arZDH80scNpoU8znuTU9CSkvrcr01XcxGErKQNNi2XVrEhO7Fr6UXlcZj0Msw7Rf5wCtQNAEFL8Aomioib4GiCRj38pRNmj3bZcu2qdkOERYHCqWKiIiIiIiIiIicg56mibyDXNwgfvTvSZb/C669AUn41YbUs48EF0MS45I2RIe4zhZu7yfEc/8Rf+gf4M/8M7y+j6/8GkRERERERERERETk/dNotjhstjhsNGm2Qhqto4bEL54t8nh+iaeLK6faRIv5PJVSgXKpiP9cm+GD29PM3priztRNquXim7iUF0qnUvRXK/RXK7+xPWBlo8Z67agp9LDR5LDROnW9URyzf1hn/7CO53ns7h3QveRQ3pvggEYrZKO2w7PFlXMfn0mnyKTTZDNpxkeGmLwxxu3Jq2nDPYlVGUOn22V774CF1fUXhomvWi+K2DuI2Du43NbQ95kxBt/3SQU+vu/heQrTyfVlcVjA4ajbiA3bZi5usOeOXjuMMWB+++9xg8EDPAwFEzDkZbnpF5nx367XYBGRggkomIBhIGs89l2Puos4cD2qJs2wl6XnLJ45uqcZxepFREREREREREReSMFUkXeKw0V1op/+C2zte7juzisGUl88HkkHl3Sgt0cSrmJr38cb+YcE9/8dJjcGegQvIiIiIiIiIiIiIpdkY3uXL+YWePhsgVbYptuN6PR6rGxssVHbIUlON7sND/bx4PY0929Nn2o+nbwxxvTE+LVqkCwW8szemgQc48ODPHy2yBfPFth8LpgqZysV8gz19zHY38fE2DCVUhFjvJcfeAG/Di2CIQh8fM+gtZJ3y8hAP/dmbnJ3epIHt6f5YHTkUlt3RV4Xi6PuIho2ouEiVm2LA9cjxgGXF0qFo6BX1aSoeEehrlEvp9ZBEXnrZfEZ9rJ0/RKHrkfO+OzZLp+xT8WkqZo0FS9FwNW8rxQREREREREREbnutBIg8s5wuO4u0S/+DXb9f+LiJhwvKl7O8BYXHeKiOq6zgd39Mf7kn+NP/VNMuh/90oWIiIiIiIiIiIiI/LY2t3f52a8e8d2/+THtTofEWqy1hO0uYbv91WDqQD9/58E9/uQPf59SIX+yPZ/LUirkSaeuTzC1VMhzb2aS8ZEhPhgbAWNYr22zubP7pqf21isW8oyPDDEzcYOJsREqpSLeJYWtftOvg6m+5xEEAZ7nXVauS94SI4P9/M79u3znk48ZGeinr1om8BVIkevH4mjYiHUbsmFDdmyXfdcjMu7S+/8KxmfUzzHhFRj2slS8NAWjQLeIvN2y5iiYmsaj7iLqLmLP9ViOW0x4BazvKLiAQO/1REREREREREREzqRgqsi7Ig6Jn/0H7Npf4uLGFZ7I4Xr7uL2f4Dpb2J0fEDz4t3jlj8C7Pr/gIyIiIiIiIiIiIiJvjrUWax3WWVphm2bYptkK+WJugUfzizyZX6LT653sX8znKZeKfDA2cipw+ODWFLO3Jrk3M3kqmHodpVMpBqoVBqoVPGNY26yxtrWN750diBsfGWJ4sJ9cJvOaZ3o5nHPUmy3qzRaHjSarmzXqzdaFxirl84wPD3JvZpIPRo8bU72rC6aao/+glM8zNjzI3embZDOZk+uJ4/il42QzaUqFwnGAOjga1xg63d7JOL0oOvNY3/fJpFKk0yky6RSZdJpsJk1wgVZP59zR13Pb4jim0QpptELanfevsbeQzzE2NMCdqZuUCnlSwdH/H5Hrxjqou4iNJORpUqflYjpYItylNaX+WsEEjHo57gRlhk0Wzxj1C4rIWy9nAjLGZ9DLcGgjHiWHLCVNniR1rH90bxv3rve/MURERERERERERK6Sgqki7wLbw+7/nGT+P11xKPU0Fy6TdHdwnQ2CW/8cf/wfQ6r82s4vIiIiIiIiIiIiItdTnCT0ooheL2JhdYP55VXmltd4NL/E8voWibWn9h8Z6uf+rSnu35o61YI6PXGDqRvjpIJ3a8mrmM9zd3oSax0f3p4+c59qucTsrSmqlev5XN45x+pmjS/mFnn0bIEv5pZY39q50FjFwlFA9N7MJKODA1RKhStrTH3eQF+F35m9QzqV4tHcIl/MLfLFswUarxBMrZSK3J2+yd3pm/SVy/i+h+951Hb3j8aZW2Dv4OxgajqVor9apr9aYai/yvBAP8MDfRTzuXPN3wFJkpBYi3vuZ67eCnmysMzTheX3MpjqeUetuOlUQBD4eJ5RMFWuFQc4HAmOnrN0sIQuoYMldo7TUfSLMUDBpCiagIIJmPALDHlZiiYgbRRJFZHrwQA+Bh9Dzvj0mTSjXo6OS8gbn5aLWUyalE2KggkompTucSIiIiIiIiIiIs95t1bpRd5TLmoQL/5nXLjy+k+ehNjt/0vcO8CFa/iTf47J3QBz/k/lFhEREREREREREZH3Q5wkdLo9wnaHhZU1fvjpZ/zg579i/7BOvdkiSZJT+48O9vPxh7P8yR9+i3zuy/BdIZelXCyQSr1bS17FQo57MzcZHx481Rz7vFQQUC7mKRULr3l2l8M6x+pGjR99+hl/9f9+etQS2govNFaxkGd8eOikOTeTTr2WIOFAX4Vvzt5m6oNxhgf66EUxi6vrNF7hOqrlEvdvTfFHv/8xE6PDBKmAVBDwdHEFay0rG1vsHdTPPDaTDuivVpgcH2Xm5g3uTE1we2qCwb7queZvrSWKY+I4Jkm+DKbWdvcJfJ/tvX3WaxcLC19nnvEIfJ9UKkXg+wqlyrXiAIvDOkfsLDGWyFl6x6HU5FJiqWAwVEyKMT/HmJdj0MsyaDKk1ZMqItdUCo8+L42lQNEE9LCELuZpUqdq0oz5eQLj6T4nIiIiIiIiIiLynHdrlV7kfWQjXPMZdv1/vNlpHH6Gm/sLXLiCf+df4ZXuKpwqIiIiIiIiIiIiIicarZBGs0WjFdJqtwnbHcJ256hp8tlRQ2QUfdk0WcznKBULlAp5ZmemjhtTp8nnsm/wKl6PdCrFYF/13EHDa8U5DpvNk9bU8yoV8kdfxQIzEze4MTrEUH/1VKPuVctns+SzWUYGB2i126xtbrO2WaO/WnnpsfembzJ73AI8MTZCEPikgoA4SRjo+/rryKTTDPVXmbl5g9lbU9yZmuDOhYOpyXEw9csw+EBfhdruHrWdPay9jAjb9TIxNkxfpUTg+3iewidy/TjnsMeNqbFzxDgiHDH2uE31t+cBFS/FB16Be0H5qCkVX02CInJtBcbQT4ain2LUy7GYNFm0TRZsi0GTITAefSZN2by+95oiIiIiIiIiIiJvOwVTRa45Fzexte/hOltveiq41iLJ8n8FLNz513ilewqnioiIiIiIiIiIiAgA61vbPJpf4tHcIp1uj14U0Yt6LKxssLG985UA3OjQALMzU8zemmT21jSTN0YJAj1zliNjw4PM3ppidmaS+7enmRgbeaMhwoFqhW/M3iYI/FdqTB0Z7Ofe9CTVcokg8PG9V2/mzKTTDA/0cXvyKJA6MtBPNpM595yNMfi+B5wOYJaLBe7NTGKM4e7M5LnHve7uTE0wMTZ6/Hcjcr3EzhK6hNDF1F3EgesRupjEOezLD/9aPoaM8ckanzw+I16O4eOm1IzWhEXkmvMwZI1PFh9nUuy7HnkbkMHD4ghdzK7tYODoXqgwvoiIiIiIiIiIiIKpItde3MBu/dWbnsUJ19snWf5vgAe3/yVe+b7CqSIiIiIiIiIiIiLCem2Hn/zyId/7wU/oxTHWWqy1NMM2zVaItacjMyODA3z80Sx//AffYqi/j3KpQODrebMcGR8e5O9+4z5//Affor9Splws4r/hYOo3791m8sYocZy8dP9sJk2pUKBczJMKAowxrxxMzWbSDA/0nzSlZjMZsun0uedsjMH3PDxjcM/lwsvFIvdmJhkfHqLd7Z573OuuVMhTLhbwdb+RayjCsue6bNk2NduhZjvUXXTclfrbSRmPAS/DkMkw5GUZ9XJUTRrvFe9dIiLXSdmk+MDPExiP2Fmsc6wmLfZtl0Evy6CXpd+c/4NBRERERERERERE3iX/HwAA///s3dlvW+l9xvHv+57DnVqozR57bMvjbcazoZOZTIIiTSct0Lv2ohe9aYP2ogjaq14WKNAFLVIU+RN62w6CoEWDYhAkCNo0bZDZOp7F9sx4tyQvkixbJsWdPO/bC5kqtVOyLErm8wEISuJ7zvsjeUhJh+c5PwVT5enjm/hGAZrF1beZABMbgDC7+3U9KVEF9/DTblexzGI49ftgLJz4jsKpIiIiIiIiIiIiIj2qWCqzUCpTLJe5dP0mX1y9wYUr14mi5cG9ViAvm0mTTafIptOPOmGO8+Kp50glddD308B7v7hNlMvkC0Wm792n2EF30bX0ZTM8e3CMsyefIx7r/kee6VSSdCrJwdHhJz5XGARk0ylGcgOM5AYfa11rBWKDIE4yEWd0KPdY6xaR3VfH8cDVmIxKTEQlKjQp+2hngqlYhk2C8SDLeJAlbULSJiRAwVQReboYFoOpobXkTII5V2XGlbnlKhigiSNlQobQ/ygiIiIiIiIiItLbuv8prcjj8k18dQZfvIGvTOFr9/C1OajnV4+1ISaeg/gwJnUIkxhZvE4dArsPdxj75qP7O9vtSlbx9QdEE29DkMKc+A4me6LbJYmIiIiIiIiIiIjILrs9c49L1yf48voEX1y9wa3pWbxfHo4xxmCNwVjD4QOjnB4/yqnjRzl7cpxjhw6qa+FTxDnP1N1Zvrx+k0vXJ/j86g3uzM51uywRkX0twhN5TxNHwTWY8zXuuApTrvTY67YYQmMIsPSbGCM2weEgzXjwFJ0IWkRkDa3wPSQwwH1XpeQaNHAUbYoG0WarEBEREREREREReeopmCr7l2/ii9dwDz/DzZ/Dz5/D5b/A16bBNTZe1sYxfaewqSOYvlOYvtPYvjOY9JHFAKWN7c59eFxRDV++1e0q1uXrD4gmf4BJHiQ49vuY5Fi3SxIRERERERERERGRXXR75h4ffPY5//nuhzwsLJBfKK0dTLUWay2HDozy+isv8M03X2M0l2OgL0sY2C5VLzvNecfU9Azvf3KBn39wjvxCkfzC4wenRER6Wdk3mXd15n2de67K3ahCyW/yeXmH0iYgZxPkTJxRm+SQTZM1++SzdBGRHZI2AQdsimboiLznoE2RIVz6v2Zl93kREREREREREZFeoWCq7Eu+PIV7+AnuzjtE0z/Fl6fANztfgavj8xeJ8hdh+scA2Nxri5extzD9zy8GVsMssId3IHsHUaXbVWzIlyeIJv4Jk3yG4PBvQ5jpdkkiIiIiIiIiIiIi8gQVyxWK5TKlUoXLNyb4/Op1zl+6hnNuaUwmnSL76BIEAdZaAms5c/woZ08e55UzJ0nE4128F/IkeO95mF9g4vY05y9d2/Ly/7/dpDk4OkxfJo1yACLS68o+YsZVmHAlZlyVgqtT2spn5xtImZAxm+SYzXDQpui3MbJGh5mISG9JmZADQYqUCXBAn4k96qYqIiIiIiIiIiLS27SXTPYdv3CZ5sQ/E028jS/d3FogdQNu/hxu/hxm4m3MgW8RHP4dbO4rmOwJTCwL6Izs2+XmPyaafBuTOYod/hqYoNsliYiIiIiIiIiIiMgT4IHb07NcujHJ5RsTXLxyndvT91Z1ST00NsLp48c4c/woYRhgjMVaw6nxIzz7zAGs1T55We3Q2ChnnjvKmePHOHvq+OK2YrStiEhvK/sm067KlWaBabd4UmO/yTKdSpmAAzbJyaCfw0Ea2NOndRYReSLSJnwU1E8BnsV/bTzee4wxS9ciIiIiIi