http://blog.ac-versailles.fr/mescoursdeses/index.php/ fr Mon, 13 Apr 2026 11:16:23 +0200 Académie de Versailles http://blogs.law.harvard.edu/tech/rss Dotclear http://blog.ac-versailles.fr/mescoursdeses/index.php/post/31/03/2026/Bacs-blancs-des-16-et-17-mars-2026 urn:md5:832a7f2d6127b54b82ecd5481041ec5a Tue, 31 Mar 2026 16:06:00 +0200 M. Yven Terminale <p><img alt="" class="media" src="http://blog.ac-versailles.fr/mescoursdeses/public/.img_bac_blanc_m.jpg" style="margin: 0 auto; display: table;" /></p> <ul> <li>Sujet du lundi 16 mars :&nbsp;<a href="http://blog.ac-versailles.fr/mescoursdeses/public/SUJET_J1-lundi16_mars_2026.pdf">SUJET J1-lundi16 mars 2026.pdf</a></li> <li>Sujet du mardi 17 mars :&nbsp;<a href="http://blog.ac-versailles.fr/mescoursdeses/public/SUJET_J2-mardi17_mars_2026.pdf">SUJET J2-mardi17 mars 2026.pdf</a></li> <li>Propositions de correction des J1 et J2 :&nbsp;<a href="http://blog.ac-versailles.fr/mescoursdeses/public/Correction_J1___J2_mars_2026.pdf">Correction J1 + J2 mars 2026.pdf</a></li> </ul> http://blog.ac-versailles.fr/mescoursdeses/index.php/post/23/08/2020/TERMINALE-programme-2020 urn:md5:53b2b57c768ac3fd7c6d7e74f14fd9bf Sun, 23 Aug 2020 15:58:00 +0200 M. Yven Terminale <p><img height="208" 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m4/y3wEmQ5Rzs/fA98/JX0Ym6Z9d/c92fapuJ3KLHQ2f0pVThb5wpJkiXEZSBJf7fazyBygOIkh6drZeRdJgxBQYhEMNQrnBI8sGOv1W7ls7+CgI0y3t9+QeyjzIimnMto4j4/aktN1UTRJudw4rczctytDlO5MbPuKCXA5+74fcWwuOzuXTyM5Ovp7HsVkkRGWJEuMy0CS+Nno8UPZTFgCT1b/VWm+0v09qRWNutjZeQf12p1YueVBUOJzff0FW+6T1iSzeNxRecPp9z9ArXaTLDfd9skNoMLv7szEFnGZOKS3mA4sSZYYl4EksaBJ77VmBOpd3z+FWu2mUshx2mXk08lvRWNSurkyGAw+RvKSF1GG5eBUWcfe0/C4kxd8/xSePPk+jCtpoz5F4rityO3DqejN66aFJcRyw5JkiXEZSDJ8BnncyeusQYHB4CPU67diQo77LqcN3+v13uZ6yG7SHJZ83/f9yEkpeV5OZRa2t9+Q6Zi0JokdHEzK/dvOzruwHZikH2//YD/dmdjxZCb5SKr/oldXW+jDkmSJcRlIMiQpp5prOmQMBh+hXrsTEfRJpCmnXza95iWsTAWg759GVr7mQ5CjT24rxsXVJM8iv4bDL7DY+IN2+rk2ESsDdyb3dmFxMWBJssTIgyTxPKApKGGQZeFOHGfEvfQ4PPwUm59KMrOS/5Gm17RpHb/3+fPR+UINDzzPg37/A2xvv4Fu9xVsbnZHC5k2fwpP9VhbW0Ou2K6D8CM7zps+SeH3BPIkSW5uTwyQ8OIolXbNEZC8qGV39/14cdfmT9DZ/ClcCDYqu+ex/ZQUKZq030k6QrcoLyxJlhh5a5J5dO405lanMgv12p1c0pH0riBKnLaINxVGy3SducjpDPX6LRgOv2Re+r+7+x7u3fsqKpyd6JYPx6lCtTobSadY0SucoqcV7tRgwPMO4OwsSvpZSNKpzMLG+l+Y+tIrJ7yfUHyur7+A2o3bJNmHZeVEz5ocmUVPw20iSu3QkPwnsULXovywJFli5EWSJo6kddKUZk5SR8BwZkmdhS/43uHhJ/jmm0XWxJo0VymuVmsldTkJiPIahX89Vi6choMXirTbzyIEbiro5fDFSSF5aJLimfic4xlgLVpVZtzqVewIn0oLWYbuTGg9EY4Hkjz0aA8ynKp2vVtcHliSLDHyIUl6D6DuiksqTWk0DUGSwltOt/sKut1XsL39JrZHrN//wK7CTEqzuOf7pxGH2JxgpfKBn6FWvBqTpKztKNIkvi8s3I/E02g8YDVh3TpwKqOVn5ub3dz2ScrElKbOqGeCICCd0CcNdKru9cj8p++fwuLiQ3ZxTlqStCbXqwNLkiVGnubWvLRJY48758IJa5Ky8FN9Li4+hNXVp5F9aroE7/u+8ngijhQwoSwuPoyYDNP468SOArSJ2qmGeQ6CAI6O/k6u4NUlR/ydWkSTydzqVGF/vx8JL6mcuDqMaLdLjxLri6o72QLgeQdsHeiSZOXaTGSFtsXVgSXJEiNvc2seS9azapIAo0OXk4S5fE92RKDeEjIINdPDw0/www9rpEcb7rsgSBH/4eEn7XKT4XkHoZCVD0/mBhTiOexpKAiCSNnrXpTmubnZjaUzq7k17iwgam7F+dCFMLdS5ca1F0Havn8aCYvaVqNblmHdWXPrlYQlyRIjD5Lc3n6Tq7eQtCTZaDwIw5APXVaZ08ZkPzIbCyG7sfESms1laLVWoNlcjhxmjMMSZ0GKBTCU2S0pfm5voQ4ESXJxU2kQzz158r3k1uyUfF+HJPG93DXJyiysfvcvsL/fV5rJTS2UIk3UodMU+eP0ymZycZYjVQ86gwCnMhs5ONzi6sCSZImRB0lSgkA1GsdXq/mYTFMaIYpH4YIkuStGVpK3niAYmeLieZiD0eIY5HHFdcPVjlS8HOnge0+efJ+6DgeDj+TCEbns8Fmb+H+8Onk4/GIk4KnnnMr44Ok8F+5Q5UqVbWylsVM9r1+8n/cMgiCA9fUX7EAiVl9S2S0s3I9ok8KRvGnbjTxrza1XEpYkS4w8SDLrhYFNfpTQUgoZ5LGEMrfy18jM1e/3I0Jd1kZVcQstdG9vL3b6gs77rdZKJo8o3GkVOlftxm3Y/vnfobP5U3jQtMn7YyF/PawHsboVg9LuTeNJe+E6wmXc7XZjaWEHUk6cgBvffAvbP/87tH/4E5kn04GGsEpYXC1YkpwyVAK3bCQJAPC3v+0ZCZhQODlV2NvbA4Dxwh29d+cITcMsjPX1F+F7OO26JJt1f9z8/L1IfKbmPkpLMz/lYjxYoRZzcStJJ92+RJ4ok7bnebH64uoOz/nKz1LllUaTXFpqxcotL4ggrXu68sGSZIkgL0gpI0l63gE4ldnYvr0kAeM6I48lh4efzAUw4TdT122bU5mFWu0mHB5+CtNuSjK12s1IHeFPHTx58n0kXlMH3JwmZSrkxWBFTj/ek5jGHJnlEnHK86RBEMDJyQlZBvK7rjOnXNxDkaVJ+YvPtP5n+a1KZ+xzliDLA0uSU4ZK6JaRJPv9fiohmEn4ujOx8jEpGzz3ZaopOZXxoqO0gqvXe5taQ6NMoGkJDOdFbn9YMy/a1EqRpMD83a8i5UCVI/VJEWqa/IXP5XiKja5jBYtywJJkyYDdhZWNJEUHTiPsqRG8tiZ1rv1g4AN3TQRyGrIRZjZcBiYYDr9E4jXRJNOkV/Vup7NFCmtuMVVR7YwjyY2Nl6RbQa4t4TKWzdqVazOpB2yUNcEUnnfA+pOV07XY+AOs//jnVPFY5AtLkiVGWUhSFgrypnYdIa2aL0q6Go0HsTTgrRW6JCGb3XTTT7mnS9qrKWNx8aEyPar45e+mg4yQlJ2ogwKcl42Nl6m1rSyXiAebMjF+//0wtABw2qH8KRMkZ4I1GaSsrT1PSY7jQe/mZjcSZkUqZznN1Opyi+JhSbJkwMK3DCRJaR2rq0+NBWjahRNOhd6CcXLyD615RU5AmqQBa19yHSXX5z8BIB+Ta9b3ZbLHeRACfFqapHBwQJWr2J7ClQFXp6pBhZG51Z2BwWCgVd9c/QcBwNbWT+fkOAuOOwcVh0mrOwOOU7UO1UsCS5JThkrY6mpLk7yiGI2Kt7ffGIXBkZOuoOI28+scTszFZUICf/vbXmJd8RhrEuK8S9M6yELy+BnOjy8AkFt7itQkt7Z+iqVJlPfu7nuyHJLq2oRQVVdeZBWW8TlBOoSGjH83lx7lEq9FNliSLDHEEviiLkrIUJDn2ChtLQsByGFwHoPwvGQkDe74ypIG14nORWXF69e/xBYPZRXglJClwhJapMrdIJWmotpct/uKSdtokDHeohLNt6q8tAYRIWHRZek4VRgMPiKLyj9T1788EKH6G/5uSbIcsCRZYhRFkpSgEaZMAFqwtpqPtTq7SfzUd3x6CMbI6fdRmNbIFoBzwYfNWboEKacBH1mVRpOMmmkhcjIJp/nIe/5M0k+9V6/dIQca2JTe7b6KzNOa1mHWCy/cocr58PATW14qbSzp4kyf4v319RfG7vQ4rK+/SKx7/J+dkywHLEmWGEVqkpxJjyOG3d334Loz2v5ITQgSv7u395uyjIRPVjlMp6JHklQaQi3yxu3YQpesRCkWosjx6WhGJvUW3nOqpIcdakuNvNewSG2SW906Tu+55cChV4dy5KNFksz78nYZrux0wfks5vqM1STLAUuSJUYRJKkiNacyG0sT5aWFWmqfJv5IOtyZxEOPgyCA4fAL1Go3w3hNBSWrjTjV2FxoVoIU6PXeahN1mjLEYezsvGM3qcsLd6j6L6r9cSQpl1+7/Syy2lV4EspClDgsca9Wuxk6a0865Fu3HWAn60kE71Ts6taywJJkiTENc6usRXAQHlHqtTusYDd3nTYbaj+NxoOIg2pOKAVBADs777SciHNXzLzpzijNrGkEpAyx2pXS/kwFPFeH+KitpPRtbf2UyXVblrYnDoLWLUfsbUmVfxOCxN+FhyauDtNqkmLel6t3sXVFtEVLkuWAJckSo0iS5IQzBmVyHAw+wsLC/dRCKkam7gw0Gg/g+PiELBNOQPV6byUNw0wTC9PvVCMEySHLIdbi3q+/7oR7TnE5pCk/TPD1+i3SYbgK1BaQotpe5doMuXBHVXay6ZUjTN26F9fi4sNcj5bD4E7QoTR4S5LlgSXJEmMa5lb8u167AwBxcpSFl+/74dygynybmAanCuvrL7Q0SAq93tvQ9KobP05vrXYTXr/+RSvPWSHCGww+Rk5FwenW3Qcafg/Lz1fGSQGvvOSE96Tan6z1Jpk3xffDw0+wuPiQPGLMeJB0XnbHx8ep6lMHQpPkDuCWf9s5yXLAkmSJMa3VrapOmrSvs/3Dn1IJqh/+j+cxE5cKXDp8/xTW119A7cZtbZKs3bgNG+t/YTWISREkRq/3Njwj05TkazduQ7v9LDH9qnyI7TSUyb2Itsft4dRx3NDrvSXPw9S91tr/NjHtUU6nykws95lu568TT5NFMixJlhifP3+GTmdrKle3+yp2ursuTk5OoNfrwcbGxmhxjzsTehERjsYbjQfQbj+DXq/Haj5Z4XkedDpb0G4/g1ZrJXK128+g09mKHcE1bXz+fASvX/8Cq6tPI9tFMHHWa3egufQI1n/8M+zu7uYS73A4hE6nA5ubXeh0tsLPybezLnQ6HTg6OsqU/tEirmFYdgsL9yN7UkMCdaowP38Pnjz5Hra338Dnz59zKT8dyP25232lLBuV8weL4mBJskQo0wkA2NG6Cnms/JskLsqJC3mmJa+wiiyerGk2NYurFoJZWGBYkiwBytYx8xOy6cLJclafLmnr3CuqXqZ5juC08jxN6ORxEuVgQuRXoR4uCixJThllEFJ5Lk6hwspCelnjLuLdMuGipz8NdOouDTEVSZTit7DgXMV6LCssSZYU0+okeRJlUWHkpYlNU6PLI045/aZlWAbBXMQiKfl+EflOiqMMZW9Bw5JkCTBt4ZxXvLrzPLpL/IvSQCcZlml8aeZ45f9155N1wy8KeWjzWebIJ9EPrYn14sOSZElQBqLMAlNTV1azrGkaigwjS5xZBwZZw5qG2TlLG8hrAc4k+18ZplQs0sOSZMlw2TpQUQSZFOck3skTpoI0iRzy1sYmjUkQpemz07biWDItJyxJWoSdcemPK7ENzdQGc+sJxKI40KZj08GATMLHxyfazgaSTiixuNywJHnFgYVNvXaHdJEl/GuK/+bvfjXlVFtcVWSZv8X/9fsftD3zWJK82rAkaRGCciUn/xb+RK0lyKJoqAjS1OTqeQfabvNWV5+mjsvi4sOSpEUIlS9XcYnjfCwsikBWMuSgS5KuMwfN5jIZriXLqwFLkhYh8KkT1GkemCwtLIpGFoKUic3zDrQdyOPDvy0xXj1YkrQIoTq+x5KkxUWDSgvd3+9rm1s5TdLiasCSpAUAjDo+dfivTI7it4VFkdjefgPd7ivY3OyGn+oTNNSnu5gs3FlaaoXvmTpqsLj4sCRpEYI6j4/TKi0sioR87JXrjA6Zpg6JdpwqdLuvlOGZLNxptVYuvLMPi/S4ECQ5Cb+Had1X5eXhIwsm5REECxq85YP6TJtGrtyLXgwxrfimHQYOJ68ySLP532RT/2DwkTX7c/t5eZI8gyAIoN//wO4Dju0LPje3pi2nNHs508K6v8sfhZJkGVeFpfGtiD/zGGHqruCbdLlxq1pjgskdr26dhhu1SZRD3gSU9h2dwZuqzWbZR5gGeRIu9y5eZMMtLhOrruN7G2Xz6FkszKQLL9xRpVW3LefVDzCynP9qoUZhJElXjnnFmjQ+1YjVVNMxeS+LwCieIM9AjK5pE+tcbNSOSTKPtKWpi7T1p3onC2HnTfBZ2oFJG1W9N0nNySQuQWiqrUmyVpnkAECYW3U0yfX1F0xa9Y61SiO/TMr+ojq0vygohCT5SjGfBE8SALqjbvEzjSap83waE1TSf3lorarwZecB1IKdyrUZaDUfp05D2vrTuacqH1MTXxbo5B1BXw4AACAASURBVDGLpkHdMym/0X0+bWmRB6lSYeD5Qx1rR1STxHmTwnRnErVIx6mGYaVpPzrlmle7TCvL8oj7MmPKmuRk308zas+qyeWVzrxG9SbAqwPFKsJu99X5vQ50OlvQ7b6CX3/dYcNIM3hIMtmZ1I9p/HmUs+ngKW8NLe3gKe+Bnvxe2oGi/B5eiaranoTJbXOzqwzz6OhIuTqWWyk7yX6o2zaTBoPUfe6eblquMqamSRZFejTO0JUUBv3sJLSSSRJxFgTBP4EuK678kss3/txZhECSiDM5DdE4eAEUf3+cjvRmrDREwRFolns01PUzKW0y7WDQ8w5iC8nIVa3oEy/cGdflOM+T6EM6AyDdAU3Wwbr8vKlssSQ5xoVY3QpQTKWJKIoyy1HwPA887yC8Dg8/xUxjRSKNuchMQ6GFFv6ZlAZsThMX/X8xBalrGk16Jzke41cKAZUurk50gBfZqD7x1elsadSDdhKMLAB5DjJM2wpd9vH2Pxh8ZOWLJcoopmZuXV9/Ee59Ul2uOwOedwAA43mEyEjSnRndc6rhJe5REHurwsupxvZF1Wo3YXf3/Xm6AYbDL7C+/gIajQdh/LUbt6G59Ah6vR74vp+pbHq9t7C6+jSetvP01Wo3od1+Bv1+ny3PrGg2l8OyEGUYEUTnZcp5IQE4N4uh8uRG+wsL9+Hz56PwvbB8v/k2fK5euwNPVv8Ver1eJL9cvnHZUeY3pzIL9fot2N5+E77j+z5sb7+BRuNB5N3GN99Cp7MFJyf/yFSmJycn0Ou9hU5nC1qtFWg2lyPX+voL6PV6MBwOtcPc3X0PzeZy2Bbltt9sLkOrtQKt1gqsrT0P3wuCAHz/NNbGTPuPjMHgI6yvvwjbj1zu8/P34LvvnsDr17/AcPjFqPw8z4OFhfuRdic7u6C0StFvFhcfxuYnAQA+fz6Cev1WrO9z+yQdpxrpe2PwlobhcAi9Xg86na1YvTeby7C29hy2t9/A58+fE8tBbvOdzhbZ3uXvq9/9i5SmL7C29nyc9/M+Xq/fgk5nK7Mcu6yYmibZbC5rLcF2KrMhScpzE0kdRYbYb8WvjLsefhcksP3zv5MmHpyG+btfQb//wcBEOML29huo3bjNCnf8XQiG5tIjGAw+KsNNQ6CxvFGEjdJIkSS1CpGrLyG41n/8szL/TmUWFht/iJAqJZxUi47w/fn5ewAwagsLC/dZIhcDoV7vraLUaFNtv/8BVr/7l8S2ja/GN9/Czs47MhZcn7u77yNkpBoUiAVWOF0677nOHNy9u8CmAWDUF5tLj7TyhuNq//AnGA6/aM2/7e7uGpUhF7dMkibOzUXahQxKQq/3Nhzs6cq35tKjcFCug05nSzv9g8FH8P1TaLefhW4nuXQsNv4Avn+qnY6rgsLmJOVOkIYkhb9FShDrkKQQEpzgjoTnVGF7+w1JkFSclYoLOzvvtMwjvn86GuVKWrFKYFNpS4rHBFlJUghhLh/yb6EN6Q566rU7SBOJkxNXdnKYoj1hTUJZ7u5MAlGO4fs+q1HpCGLXnYHFxYfKQdBg8FGprcv1hNHpbLHCW873yMvMuG7xpwjHOH/n32/cqLN9BcPzvFTEKMedhSRlGYTLIVovA1hcfAiViku2+8TycWeg2VwO27iqbNbXX2jH0e2+glrtJmm1o+q+0XigrJOriImTJFfZGxsvtRuSaOTyBmBVpVMkKTs1pggo0mgc2qRBOQJ3nTmo1W7C0dHflWXh+6cR8x4VP5ceOW3t9jOjMlchK0kCjDRjVX5UJKZ6R3xiH5pc+jlSVg46FOUuBFiS9i7qlXKfliQg5TTU67diWiWuU25wJbdN15mDk5OT8D0hXLm+gzfjy3sDcRhpCDJWxk4VXr/+JZI3ud2WgSTxwIrDYPARarWbscGLbv3jz1rtJvz++6GyrQkFo+pe104/rl+uT4u2Tg3ArzKmYm4NgkDbZOBUxivV8AZglZCRSVJ0PsrcJAuXyrWZSONTCSBK+OJ5IApLSy32XYpQuMYu0sNvdDZDFpIUcXa7r9j64E4Y4ciJu4fNUjivcp1xA5CkwQcn4OSDd2XI85omREKmy52Bfv8DAIw3i4v8zs/fY9uwaL/iv/39fvhuq7WiLA/8WyaWIADY2/vNOI/iea7vcFp6EASlIUnXmQvrQm57w+GXkaZGvKPbBuTn6/Vb4aCM6s/N5rJx+EntHz9bq920ZleEwkkSm2x0GyqlSXICHP8nw4Rkuee4EzLCBnbjdiSfON87O++UZg9OwCvT6c7A3t5vsThNyTILSYr4ZHOeqpy5fKk6s1OZhSdPvifzR9WL3I4of7Rc2Y6fOSee6mxMcEQGB44w3ZoJSc5Jt+vMwcL81+FiCpxfISSp8pLJCJOQWMjC9SGcLnmO7Pj4BOq1O+Fz8mAyraCu1W6yC3rKQpJOhdck8bQRN/BIusYa/LjuVGZPE5Kk2jmVxlEarpPt5qpjKr5bAQA2N7vajbTbfQVBEMDBwf9DCm4TksSjbKrRcMJZfk8l/LFpDud5fv5e4iiO+l9FAE5lNMcjVmJOW5OUNRmuk1IdWeedWu0m0a6AHkBoCIok4Yb/owSl759CvX6LfL7ipNMkcBoo05cweSalXyYIUadc/eD35LzieUijQYCij4mLmjYoiyaJy0PuW4eHn2IygvItqwzbpduB41QjRIXjbrVWtIlYLmu57rmDDLipnKuIqW0B2dr6SbuSRSPf3++zgiGJJPHqPu7CjTxJsHICwHVokyBecMGll8uPSqiK77hRT2tOUgx8qPQl1Zf8XRY24TPnWxPkPCa1Ba6uqPfk70KQUP5Ae7/+RyyPFWdEkFgA6ggxnG/xubBwPxanICzVYER839h4GZYXNZfJlZmMWu0mW346eaRIA9+ntMmykKTrxM2tAPH5WVWdcJdoJ9cq8YFwc+lRJD7R5sWUja78jMR3LWrJki0P4pPq31cVU9sCYjInic2tlEDQIUnxvorsuEZH/UcJJdHoKGG6sfEyZmpVCRBV3sj43Zlwv12azcBpSRLHgc2tKnLiyEhFnjifnudF4tWpV1UadIS6U6GPX2r/8KfYO4IkdTTJxDp2Z2IEIvcDVd5FPfX7/XCQJs8Py2Uga+t7e7+RK2pNhDRHICJ+SmMuA0mKdIq5XYyFhftKWaAVvjsmSqpsKAhNMk1Z6LY7S5JjTE2TFIs8TBp5ltWtsiap22go4ZoUL0WS8jzC+H26c6kaMPffjz9upK6ftCSJIW8N4MhQ1XF1ykI2BVInOnB1aCLA5HSJkT1uywvzXyvjSrqvE7c8PzQYDEhyo67GN9+yZRQvq9GnXLd4JTpXvuN78UVvSflzKuO5Zry9J2kwkNSu5P4o6g07JdGte7nNBUGQmah0rsHgI7l9TjsMynqg6Nu47CxGmJomaTInOYktIEmHCuPwsOlPbuy6JMntnaPiDE2+TpX8n4q7cm2GNM3pYlIk6VSSzYKxTpzwGztuEO2CFthzkfLhwtQRanKeRfyq9qMjxHXiFyZTDKpNclcQBPD69S9s25HvjwlrBDzAUw00kvqM6pq/+9V5bFGSVJEfvidvb8D/yRaAfv+D1gkgODx5n2S/3zfKH5UunfdEvFnmJOU6ofq1JUkeU1u4U7QmCTDeAsJNrnPCjlu+zt2Tj+nx/dOYay2q8+BP4Rmm1XysTeZOZTZxjxWHSZEktS0hiSipcsG/Zc1KV5Pk4lZdeJ5azrPnebE8cYcCU0JKV7hSZb0w/7VWGJVrozlcPCjlylWkTx7kCbNiUhtMGhgkCXLcZ6jyVbUncZ+KX5wIIrC/38+sSe7u7mq/Lz9HrXvgLsoMLVbUmsSP5ZiqDeB7FiNcuDnJLCSJiZkTnlx4VKPXIUmRbk6wUGHijt3Z/Cn2HyWsxCU2oRe9BUTUqS7RJX2nBIBO+XJlKy/KMhXgTmU2dkK9EOJUvXALj3Tjxe9i93ICui7hhIDHgjWp7cuDENUADwt+sSUk9ANrkFeqvwptTY6H65NUOTtONXYiiPAMpXtVrs3ESLLT6RjXI0VQSe/JpuIgSLe6lapnU/l5VTE1ZwLY+0dSJedJklQHTyKsJMEiv6tDklRc+Lvo2GIwoSJnHGbSiewciiBJKu1piFI2n+mYW1V1qNMGXWcuRpKchyFKqOvs41QJadFvBDbW/6ItJD3vILbIhFvVWHWvxwhBdt+n6jtiI3y9fstYiMsYDofQbj+DxcWHZHuniNipjC1FjcYDWFt7Ts5hm5CM68QX7nQ6HeP8pal/qj+bkCTX1i1J6uNCODifhCZJNSDqP26zMNcBKJKUt57I+6mwBx05DEHsHFnJAjjtqrQiSFIOp3bjNqyuPo3lhRsQiE/ZfJZEklQYzaVHeifTo3dlksQDGEpIy/VTr92Bwe//C27W/5uRkK6617XbMnWtr78Ax6mSmjRVVsfHJ5G4ZFd7KsEv2kUa/67chv3h8Avb9rl2MjoqKx7WaP9lfK4zqf7lfZKbm5va77vOaAHV4Pf/FeuvSe/LmiTAaAuISfoXG3+IDDS4finn2WKEqc1J6q7QypMkOaFGhSUaFwBEHHHrHNMjk6Rw54WfoUbyOCxxHp44FodLo/y+LMh1MSmS5ASx41RhZ+cd+P5p6NZLJfjwfXmeRleTFJ/12h04OfkHtNvPtIWk68TnJLEbPtw2yLScO7AGAGi3nxkRiOvMxcznsh9iPv2jvZaOU010pOE6IyIXEHHqtj/XGQ8k0hCR2ItITRVUq/G1BFwfkE2scn6orWRJ6cP7JIMggG63a1SHGxsvIQgA1taeG5mi2+1nkS1dQQCx/pJ09XpvR3vMnbhFwJJkMqbmlm5aJKnq4PL9zuZPAHCuzRGOq3VJUkXOVGN3KiO3VJ53AGtrz9lzN6PvXo8IKVNMkiRF+sQWAxG+0Fja7WfkuZ7cpzyq19Ek8W+8d1BXgOP3ZNeKXDuIpN2dCetmb+83bSHHtWXs7UX9/hx9PiiTTnL+k9i+xNWVcGrR6701IhFRr7h8I+3TiTvioPvBKL+qaQdTknSd+CpT3TlJWSbs7r5n53ipi+pnuitzRVkId4qUxy9LksmYmrlVd0PsJEiS6txU4xGec3Z23rEdlEoDRZIqoU92dAURq8Ipo7k1qX44n69cGZuQJBWuqJ/BYKAt6CiBZbL4DBPQ/v6+kZDmBJaJkE9Km/hOOegXhwd3u6+g09kKr2ZzGVrNx2PTtTsD3e4r8I//P+3Vt2H87gwMBgMyn0EAUK/dAdeJe4zh+kISScrtJOlSuenTaTuyQxTd+pe97gCA0fuuM7ZC4MVeliT1caXmJFVCXG44Vfd6OFnveQexZedUR+A6aBJJUmFQjVkWatQzSaeQcCgLSUZWSRJlQwmsJJLkBKjv+9pCXM7zyOT2Sut98dlqPoYgCODo6MiIIF0nvqgFAGD+7lfaQl43HjHfm8ZrUxCM3C/i6Qnt8nGqyrCbS48SVwyXkSSFzBDmX98/Jds0d2UlSdHPgiAISZIbhHL986rDkiRBPuJ7r/c2PL2D+l/unGKUK8+H6GiSKsFOdQrqvyThoMK0SFKQjeo9MWgR/8l+NHVJUlyifkzNrWKe2PQkGxEGNmWaCEqxulVGq/lYW8jr5M+pzIYnymBQhDn+fgYAAMfHxyN/zE5Vew9ipI7ceB4jaxgkAc/1JVlmUJiGJjkefEAsvaorD00Stxeqb1mSVGNqJInt40mNrAhNUtXRZMfdqrhdJ37MUNIJCjoESqUx9o47E4tbF9MiSfGeLLBV+ZeX4+vMSWIrgJg30/ENKpOr7KtWV0hW3euhwBOapImQpaC7jUonfPFJuV+TgUnz+PgYOp2tyJYPY4J05sB1Z5RHvWEBr9NvykaSkdNYDOLNS5MEGFseOPnC9c+rjkJIEo++Q3deBm6hijK3yg1PxCuTnCrOpA6lIkv8+8Z/vQXNpUfQbC6P5n5aK9BsLkOj8SCc/3GcKtTrt8L/2+1nMBx+mdopIGlJ8rvvnpD1oSpfkzlJ+VOk3cSBtix4dc2t+H2hSZo67pbbMj6azCQcLuywzJgTVmiiHMUvzpiU+wc3NcHFz8UtcPd/u0+nmanjspAkliV4+4lu/HmaW6k+YUkyGVNb3SqvZtQRTpM0t8qNDscrawwq8nAqcXOgyZykCEO1SjU64s5aIyNMkyRbrRX2MGvq3c+fjyLx6pCk64y3aJiSpAgjrSYZ1ikiSV0hKZ6REQT/THXkkyoe6qzOaJyjvPf7H2B+/p7SrGrqu1U1JxkEEIZJxVdmkhTxqI77U115mltV8saSJI+p7ZM08Z1Y5OpWfD90DSdtHZEbqPyf6YG1sXSgPXWqBRTcfxdNk+Q8iHAdWWSP2vfGhUOlXdfcKrdDEa+Ok34c99IfV8J4TQQ0LbDOYDD4qB2GTvparZXEtoPrmDokgGvjSWlYWLgfsTip2ifXF8tKkvj4PLmtJr2fp7lVzOur+hbVP686Cj8qC2uSZSFJqtE6lfEclGzWosgDX7I5UFeTDC+nGjuJYdKYJknK+/CoOsGfAKBtbsWCStxPq0liJwZpV7cCjLeA6MbNkSQAaIejk76ko9bEkVlUfVJt2SQdSVuXOOHOxV8mksTpEd63qPZOlkuOJMkNaCxJqlHYnKQME68Twp7f739I9LqhquQkjzByeNycJPeO+E11KKpjqzo61clV2mRWTJskuTqgykiGrjOB0X+YJJPNlTg8rl51SAgTgek+SSrPAuMFcPQpK7r50yEWrt1Gj3SLl5tOGpJIMokU5c+8SFI8J3sDMlnZ7DpjU72pc/U8za068ie8iNXGVxVTW92axty6v98nXWtNkySp9MpzktTpI0mdXu7kZ2dnk6mIc1xmkowK7euwtNSKvKcr7LKQpFOZheXlR+fxmplbqTzjshuFHycnE5JynfggAGNh/mv2TE6ujk3KVkWSQQCxvbNcv+H6j9xeTEhSLhtq25KJDDMZQORFktzCHVyXWLbW67fY8rtqKNzcCnB+srpjtnBHjMK4zlkGkhQNTd6isLnZjfhqleOjwpUXiVDlqFPWurjMJCnqRZBJkZokDkPM+eVJkmIbiFPhy1t14QVTh4efyDh2d9+zbVaOK88zMwWGwy9kfEWQpLjwQd9ZSdKkfPL0uCMvpsJpkH1Jp/XcdRkxldWt/b7Zoadi87foLJww5YSwwKRIUhYSXLyUoKEae+XaTGqnAKKMTXFZSTIezvWQrHRMX/hdmSQ3Nl5qvS8+x86/PSMhR+UZlznVjkxJCgtT+bPdfhY7j5Orq6p7HSoVF+r1W9p5SyJJai0CV8YyKanC05U/VN3rDpDE9fPPr8m2mvRennOSqvKT7zWby7lN5Vx0TGV16/7+vrYm6TrRBROU4CwDSWIhgfMq9kZRDVIV5u7uewiCAHzfB8/zwPMOzhcEmZW1Li4zSUY/sYNzvfkhESbWJkS6dQnIdaJODExIjMozlXeuLemkb37+HhuHfDYk5zZQfPZ6byNnbeqkQUWS+MQTuZ1w6chTk5Tr3mSPrEyymPCLIEnXGQ9+dMuvcm0m9UEJlxGFk6TQJE3MrXiOjyPIaZEkFZ7MT3jBkSpOqlNRmgL+xM4ExGDCapL8SNmpRI9z0iUR14mfBKF7ko24hEUkT5I8PDwM00mdU5oUrniHE4qDwceI4w+uTsTVaDzQLlscpookk1aEFkGSsiaps/1HlmHUgDnp3Umtbk2SZ9bcOsZU5iT39/eNzK24gVIdY5okSTU6GarRPheumNfsdv4aea5yTWFqQivSrCbJEd51ozlJHK68eKPVWtF6VxbceZpbASB29BK36V6VPm4OXBx5xfUb+ft4FWffKA1JmmRSv+XKmkKWLSCm3o7k/ly0x51R2r3wPU5uWpLkMRVzq+d5RuZW0eDF5mmVIKWEsEARmiRHkirBQjVYsVip09kiBxROZfacyKJpGQ6/pKqby0qS8Xoak2Sv91a7DcokKdJtIigxSZoIaCrPGPI5gVTbTEofZYUI2x+RF64tp/FRmkSSMqlRfUH+nOTqVpO6F2FMS5N0nTno9/tkfahkmSXJMaayBcTU3Low/zUEZ3GtKgtJcoI0DUkmCfGkFW1UGBGXeG78DD1ypZpTVS7jV+HqkORYAJhu4UgjKHF6hAcnMUjUJhGnqqw7nA6uzJMFaXQfoED7hz8p+5v8Hz4BR6ePi/fG7ekslo7d3fdk/aryKp/EI7cX00EKVfcmgwBRvp7nGZ2SIhxQ4PIwajuVWfA8L9wCwvUP+fvq6lNlm7tKmDhJUq7TTBuKU5mF5tIjpQDWJUluKwYVZl4kqeMpSHwX6Vtff8HGLQgyttzenbEkSQhM/BvPv5mazLAnpTTmVhHv7u4uOE5Va85Q1CuHIAhgY+NlbM5b/q4K36nwFoilP64oty/J5S0sIAB6JEm1J5mo8Sk8VDuivsvO6PF3sWDLpHzkRVu6h8bjchnV/ftI30p6Dx+vJmB6FNn+/v6oPoi+hL/jes6yuv6yYSoedwRJ6layqkHrCGE8jyATjCzI8ibJIAjg8PAT+y7XYIXQoPZjsYLCqcY6sy4uK0nKAwtctkVokjiM2o3bADDa22hCIDJJyvW7vf2GbZNaFxO+OKjXqcxG/H6qCFkM7oIg0CYh1xkv+JHTEQTB6JzKhH4nf1cJeXmOU+fKam5tNB5AEJy79juve500UObWWu2mUR2LOUmd9iHu48HOVcfUNElTkwH3qSOERfxYc6CE7yRIUsB15iIeLcTiCiGAYmlwquD7p5HDZlWNXAhTzmyWhMtKkpQwNyVJ8b4sKHU0STn+jY2XoxM0NIWkaAsUsIN3rj3rhK9a7i8OdubqUI5L7K87OfmHEYmI7/X6Ldjb+y3SfqmVpKoBkVOJH3zO+frVTVvalc04jt6v/wHzd78yIjiKJM1Nvf1w0EK9R5Wj1STHmKomaUqSKr+tSSQJED/No0iSpAQXRwjiwsI0Kb1V93psTtKEKC8rSaoEuanvVSwogyAw0ia4LUBa7d+pshv9AQA+fz4i49GNQ55/iuwFRYM0nX5Xr90BANDeJxm2XRT+2trzSHpev/6FrEtVHxSDC3HuKgbeUqIrf7I6OBf5NG0DHEnK231UFza3quLHbUc1p3vVMJWFOybmVlyhsuukJMEIEO3wMtkVQZIi/sXFh7H0UZ0pErZTjd2nvmOhYOckee1CCII05lbXiR/2bLJwh2u7Ou8vLNyPtWUZ8uIuE5KUjwDDaDUfk3XDtV3XmYO1tedQq93UipuqI7ltUStCVXUda8NOFYbDIRmebtrkaQxTl4TyQEA3fnlOUsyF64bhVGbD1a2cDKHuWZIcY2rnSZoclaUStDpCWMQrr5JTdby8SFJAEAGXB1WY2vl3Z8D3T2NlrYPLSpKUIF9aakEQBGF70Gl/rhN3ci38ppoIS/Hb5FBi4ZAd1+u4fs/CMpQFsG7/6vXesu1CXjCH06/bnnXLR3yKQYEAXh3OxcP1IacyC5VrMxGSS0OSsj9mE9+tVHi65SM0SWrBmG794n2SVHukPq25dYypaJJBEKSak8SdU+4InBBWzUWoOlbeJMl5zqGFjJ7AkZ9RuRZLwmUlSUqYZvW4Q9WpLgGYkohTGZsf6UO2RyS5uvo0FUGNhGg0XxGNafOnWFjRukkuN90rTLtTjaQHr0ZVEeT4d/TZqns9YiofuyO8rp0u+WQfnQFWUnvWubqdv8YGvNSAWxW/gKpPyWVoNckxpnZUVvQMOrUQ4Tq+rhAWSFrgwJGkWPAjx0EJYUqIA0Q7lamQ5DqEHDeey0mrSeqSVVGHLlNhUfWqah9yuaU9dFkmE+w5hxLcJkTFtkenquVucDzfbk5SwvqgDpfX3NISANeO5ZWuw+EXNnyujYx/xwcCpnOSrjOe1xP4/fff2fiz5F3+vr29HasTU3OrABUH92k1yTEKX7gjvjcaD5QVRS10kPdrFUWS+NBklWBQkaTvnxrtj1IJUep71b0Ou7vv2XJX4ewMYmEm5TNPkhSdXkVyuD3EF4LFPRpR2xTElYYkZUErUK/diTxLbS3SqVu2zNwZGAw+snUnTyVw7SVJiFJ9FABix9Nx57kmtVed/IuyE/UTmZ5hiISSFVQaTk7+EYYlm2910khtrarduM3KAJPwVW19MBjE6tzU3CqXIVeOliRpTMV3K0DcxCZXHHXf5L+8SVJFkDokGQQjk1iazsMJHvwdH5KaZn/TwvzXbAcqgiS5Y5jkcMQpKxgnJ/9Q1qVcpiYkicORF+4AjDzSqAS+ziVPIeDwOBO6TGrYZaNuvK5Db1bH4R8fn4SL7DBB4rLhjtEyJQfxe339RSx/i40/sO0pqZ/gMsSu4UzSSK0aX1t7riQcXRLjyGv+7ldk3SwttYzkh4AqrfKnJckxpmZu1fEJyXUG3DGLIEk8Sc+lB//Hodd7G9lErttJVSeIiP/TNupw35eGR6NJkeR33z2JPc8JPOq8ToC4pqES1mlI0nXGizewAB8Ov4Sbu+X2qSsk5ZWvUWHVIeuLKwNTIa3a/iG+LyzcV4bNEacpUYpL3icJMCKkpLbF9eN2+xmcnZ2FeTJxSyfCEAMkue65eHVJjCUup0quOg6CAJaXHxmRsIBcX5Yk9VC4Jik+xRE8JqSluj9Jktzc7JKjaK6Bq/J/9+5ChPh0Gjnbkc7v6WwRUNcNwHLrf1fmb5Ikic3Z1HOyIKYgP6MiiixzklQZb2+/iez7zUVIVkZ7Dn3fJ+orINOx2PhD+K4uSeEFGvTCoHMPQQntUM63iRDHn/N3v4odNQcA8OuvO+Q2Cq5PhOE7Vdjb+y0SVhZnAnL5iBXOXLvXDT+SB6caW+GL4zX19iPeVdWV/GlJcoyprW4FiC7Y0G70CQRKCWGBNCQpPPVwDV+HJHGn2tv7zcgtFZdvLATwnBUn6JKAN40nrSDOkyRx+SYJGb587fJ6hAAAIABJREFUx5qkjtnPVJMUn/IKR4x2+1mqemXLivCeJNep/FuscDVJA7f9I6oxDWMDWtWcr2kawjArLpse3z+FGzfqkQ35OoMqYWqVy8q0nuQtIABnEAQB+P4pfPPNIrsQMU3/rtdvkXORAsKZgC4Jh+tAvvnWkmQKFOaWTv4OMNImdUaoKmE9aZIEGI1iuY6oQ5IyNjZeGgsQLq6dnXe5+FgUm8ZV5TsJksTvCYLmBKFTGWlXmDRCZ9oV2syXlSRxGHFBGUW7/SxGJib1G366M7Cz8y4SNpVnqvxNhfRYQzqLxCMDa5NU/cr3ajduQ+3Gbf38O1V48uR7ZfniwapO31ANbLTr55z84prkuLx834dG4wFZFjr5x8/VajeVC7UA+NXgXPgCS3+MLvhRTeNYkhxjanOSAju9/1SObvDvxcYf4Mnqv5LCe5IkSb2nIncdrLX/zUiQyvmr1+7A7t/+e271IDRJLu6iSJIT8uL70h9Hexw5zYCKR85TWk1S9t9JYXf3fUgOpkIyrFdplbIu9vZ+MyJI15lD5tyzWHiYmH3/NNREuDjw/d6v/wE7vf/Ubt+Liw9jW1Hkcvb909CkzNU3vr/+45/ZstIdyFAkSZVXEIwHv1Sb16n/RuMBHB5+Shz0UgMWHZKkBsKWJJMxdZIEOBcsyLN9rBKdKqyvvwDfP4WdnXcxRwSj5+fAddACCOJ4ITwPqhpFhSS5+RMAyCTJuZca39fP9y4szH/NNFhxSelyqtBuP1PubUuDsbl1DuQN4uMyGX+nnGJHVwHH0y9/4vcowqDutVor5JxVtB4oATrOF/aHqStoXCfu5FqGuO/7PnQ6HVhYWIi1Kaptu+4M1Ou3YGPjJRwfHyvjUGE4/BIz+apIBNeBDnzfH59gcu4TVY5nfv5eZA5QLFZjhbM7A6urT+H4+ES7bBuNB+GK22jbHP+W/b/KMPH4hU3fSRgMBqNVr+floyIicc3P34Nff91R5h9DthiorvF2Gry/8nqkj4/DGVtwrDOBMaZOknip+c7OO/juuyfQbC7D8vIjaDaXYX39ReSsu+Pj45Hjb2HWOu+w8uivUnHJ+Fx3JtrBxPui0ztVqFZnI6vL9vf7EaEgnInjC8c9zts/Y/mkIPIt8iU33krFhVZrBX7++TV77l9aiHS1WiuRuCsVd9zRUXnV67eg1VoJDxDG4ezsvINmczn02xkRjPLgBJUTJ0hjpOnOkBosAMTSidNeqbjj9uGOz5MUixl0CNJxqhFzq44wEyspO50taDaXR6tEEcE0m8uwtvYcer234PunEfLXJUn5OdwecTngeMWn6vQPLq4gGG252d5+A2trz6HZXIalpRa8ePFnVgMeDr9Au/0M6vVbYVk6ThVWV5+Se0+TifIUOp2tUTtDZORURovYdnffJ5af3G+5a37+HrRaK6EJVK/eIRzQt9vPoNlchps3b4dl32qtQKu1Ap3OFgwGH2ODPlUcYg5f94AIXMfN5nLUxy9qF/KgjetnVxFTJ0kACJdnY1ANRTW/Ob5P3VM37KQFEVnDS3pWfn44/AKedwCed5DaF6sJkvKfZ37TPJ8HTPNkEmbaxVJJ4ebxjk6fSYs0pB59X6/caFkw+vQ8D/r9PvT7ffj9999j7yXJEb106r+ftR50F2mlRR7lcdUwdZKMVtAZYFu/ToPj7qd5l2qYuhqDDpLSpJvmIhu1iZBVp3Nct+P78cERF2Y6QZpfOenGnyW9aZFUR0WWQ/x53pqSZ1pVYWcdxCSFZToo1rln8n4esETJY+okiaHTmE3JT+f/LCTHdU78aULeJiReJLIOBNK8l0agUFaJSSFNWyzCIjANQZp+kCAvgMmW9mlZPSbdN/MaUJRxIF52lIokZeiaHpIaEPa2kWdcSaNKKg06aZ52A007EKGfSy57VRhpR+zqNGVHFu3NlFDSIq+yw9BpxzrpyTNNRQt4HSLWrX/dOiqqzVjEUSqSVDWASQo502dM3p2EoJokdAhfdS/+v958s+r/LGa6SZR/EdrIpDUq0zjyftZUo0n61I0/LclMUmvL+3/6HTqMImTtRcfUSTIPDWNScZsSXbyD/5MNJ0vapjFg4BGdR5aBjzmKrXhFq+nklXrzd7+C5tIj5YHAWfJRNkGQNj3TzEdeaU7SvPJOR5nqfjppp/trmcqlTJg6SVpcbrze/r/J/XE6y9ddZ85uara4MijC7G5hDkuSFhOF8JDkOnp+VS1JWlw1cCTW7b6CZnM509VqrYy/Nx9Ds7kMGxsvodPZMrLSXGVYkrSYKMQRXDIxYifqliQtLOIQZ+7mcVGef7DnKQseliQtJgp8ejvpRceSpMUVhmpRWqu1ojUloeM1iuqDliT1YEnSYqJIdDVnSdLiioMzt+alSbrOXHhIPe53pm4JryosSVpMFBw52oU7FhZjUESZB0mKfiSOoHOQ/+T2D3+aQk4vHixJWkwUssZoSpSWJC2uEjBZ5j0nKX8XpxxZqGFJ0mKiUC0esJqkhQWPPDXJGFG6M7ZvacKSpMVEIS8g4Dotd4mObPd6WVw1iHMj81q0E9MkLUlqwZKkxUQxf/cr5Sq7pE5uD3+1uMxQDf7yIknK1Fq5NmP7liYsSVpMFK3m41hnNTG52tGuxVWB7J4vb5IUC3fEPdu39GBJ0mKiaC49UppaLUlaXGWo/DrnaW4lF+7YvqUFS5IWE0Wr+ZjtpCaapJ2TtLgKwEeR5UGScr9znbF7SGtu1YMlSYuJot1+Rq62071sR7a4qpjEnCTuh9vbb6adxQsBS5IWE0W3+wocp6p0KqC6dnbe2YNmLa4M8LxkHiQp5iEpwvS8gynn9mLAkqTFROF5B9DtvoLV1afQXHoUuVrNx7F78vX774eR8CxRWlwmqNqz5x3kqkliU6tTmYV+/0OBOb24KAVJxhvKGagO8r08SJ/HtKeeF4l803KGNMps8XFOpSdzaHO8jtOVy7hPJL9v1q5Gh4NTYXPhRO9P8tBuGVRcebUzk/ZTRD/zPC/3+Uh832qSeigFSWJMyrSGw9MJW04H9f40ThXXERI6BKpKS1YCLkKAqPKiUz9c/aYlStMyxws09BAnE75Npht86Q5WR6Sa9K5pXNn6flbyTNO282znVFh5kKQ8rYG1SkuSeigVSU5y7ilvItH5P6931DiDvDTvPLXTojTa5DTHiSVax6PP/f0+9PsfwPMOYDD4SGqrWQYZkxGuUe0PB5s2DpooxX/0O75/Cp53EF79/oewPJPiCIIADg8/Qb//AQaDj1rpx3IiD81SNWCalmUmCALo9/u5kaS8R9JqkvooBUlSDVGsikxsBG70+BfXmQPHqcLa2nNlXIPBR1hffwGNxgNw3RlwnGr4ubBwH9bXX8Bw+CUxnQLHxyfQ672FdvtZ5FTwVmsFNjZewuHhp8wdTldjOjz8BNvbb8K01Ou3wvyJPC4uPoRmcxk6nS3Y2/sNjo9PUsWtutfr9TJ38EbjgdEJ6kllPBx+ge3tN7C6+hTm5+/F5mtwO6rX7sDSUgu63VdaAsWkfmu1m0arfR2nGh531GwuR8Lqdl+RZjWd8J3KbCw8OS8//LAWlkdz6RE0Gg9IzYTzF9pqrYDnHUTC9DwPVlefjtoj8ie6udnVKr+kQYfvn8Le3m+wvv4i7AOi/eP+Xq/fgmZzGdbXX0Cv9xZOTk7Y8ItYQIbD3t/fn5gmaUlSH6UgSYD4qM1xqrEKpi559Vb43anGGkEQBLC7+z7s5KqOLb4nbbj1/VNot59BrXYzJjAi4bkj4TbSUvI30w4GHyPpkIV/1b0euy/ndXX1aUhIKg1NV8PGwjvt5TpzEcFpYkIdfR999npv4ZtvFpVzNJRgwf/Nz9+DbvcVHB8fs3FTaaR+67ZvUX9ymjBkkjRdQey6M2w5BsHo8F+2XTP9Jva8U4Xd3fcAALCx8ZLNv9zfdC1A4j/PO4iQb1LaYuXkVGF19WmY1iIht9+85yRlWXl4+KnwPF5ElIYkBUQDERqiTiMgvztVWF9/EYb7+fNR7KTvpA4jwmm3n0XSNvoOsLX1E9Rrd2KkzXVM0Ql3dt5lKhtsXvO8g8hpAdiswgnLaBlIgs+dgYWF+7Czs6McQevM6eW1GbrT2UoUltwc397u/4D5u18x7eQ6W0/j567HyqdevwXb29ts/ejUIUU0qvYtt+3zXMfKmesPyjjC8Oi8CJKkiDJpwIHbV6v5GNo//EnZ/zBJmpio9/f7I8sA1kyZOpXTLQYhcvrn734VkqWqD+QFeQCaF0lSZe06c4qUWGCUjiQFFhbua2saTmU2cqioaCDzd78CgJEWUa/fUo6wk0gTe34ZDD7C4uJDZSOk5gDCe2hUrQu5QwoNNqkzqIQbO8A4J4NmczlmctZJm/jd6Wxp1WFS/abRLo6PT2B19SkpDFX1nvQ7/HSq0GqtgO/7qeYg8TSBTvuWiXqEEUlS5launVPhy5qkjGZzOTb44gYWsoBWESt1T+U8gjOrfvfdk1j9cmlhy0BBlqurT8H3TwszswrkqUlSZT2l6dYLh9KQpNxIms1lrU6eJBiEWzRO0KlGxPKzv/66E9scL3cutTAYaS+uMwe12k3w/dNU5TMYfAzn00iCYwS9SkhR4TiVWajXbxkvqBDIgySdymzEIqBresbzjSrBnCTE49+jmmWtVoPBYGCUPgAI25BJ+8YXVc6qQZIqbKxJUukf9yGecFTtkOtT1LPc9AaVrsPDQ6jduI3CuB5JY1LbTuo/+NmFhfuRep4EZGuI7/u5kST13UIPpSFJGYIkL/rFCS3XmYON9b+gHJ+xAlYmyNqN20oBmnf6azduh0RpMprOy9xKLSzhyunw8JMkOCdfPvXaHeO5ZqP2cz6Yw/cw1taeK0lB51JBmPPlNpxH+coEpet0W/SDIupXXLgf4DYnI0+N02SwoVvGok1Z6MGSZEGdTP7uOnNQu3E70YyD50IODz9FFggVRQKuM9J8ZQGRhKJJ8ujo71Cr3YyZ3Ysoo8XFh+D7vnbZGLWfBJIUc+1ZiFKFspHk4eGh8ergrGkMibJ2UzkFkbdJFscvp8WkfGNtIsHEbjGGJcmCOpjcUMWlu73h5OQkFAxFEaTc0RqNB0Z1WDRJNhoPaIFQRB07421HOoLSNGz5HoZMYnK96VwqTJsk5fKU67mo9i+mVah+MKn5ylhbSNG2ybqzmqQ2LEkW1Mmcymy4zw3/9+TJ91omG7E4oUjhIHcw1zE737FIkhRxUfPDRZbT/n6frD8ZRm1HQ5OUieuymVvxYjC8vaPIug2/uzNaZJ4H5HymKXvqnVZrZWqOEi4aLEkW0MGoRi1+3/ivt9gyGO+XOogsbZdXzhaZj+iCozNlHRZBkkEQgO+fRvaHyoKtiHIR3xcXH6LU8eVjFH4CSS4ttci8XxZNUsD3T8NV6kXVMWfmLMrsKrexNPmmzLW61hkLS5KFXJjYZE3Sdebg8+cjAOA9esibuYskSBEPnufTNREXpUl2Olvs/tAiygfHVbk2o7W9xyh8BUkGQQCt1grpcOCykKToD73eW9YiM+n6ldPpVGZhY+MlWV55euaRy51rdzrtE39fWmplTttVgSXJAjqZ68TNgLjhyi67MIbDL6R3ElMhmFVI4O+t1opWHRZFkgsL92PlMQ1NW3z/7rsniWVjVP4GmmRaAlNhmiSJ+4XY9zrN9i/uV93r5wvv4ou18l7dSsWfxtyKv+v2YQtLkoVcqk6dZGLK6k0lj7TLq0V1J/2LIMnB4CM72i+qfGL1684kOmEwCj+BJPHq1rQEosK0NUmBaaxcptKIP3u9HpnWvIhS3u6Vl9nVmlv1ceFJUmUOkRs11dFNO8okBLFKMDSXHsXiSdM5qHzrhkOVnVigokIeJJk06v3559eZ8ia/G33vuta71O/t7TfKsjFKWwJJ5kFiKmQNX0Uy8r1oXzgLvw2HXzJpUrG2fO7knGs3uuGvrj5Vll1WYGcoqjLUyT9+3pKkPi4NSYrf1NyM/NukkVGurvIaRYuwREej5jKEb1icFvm7aSdJQyDy+3t7vyXWYd6aJDU6l01waQWoCGNt7XnMnZ1JOELTSRKeRuV/wUmSakdcu+JIst//wLZHnXqJfHdnYH39Raye0wy06rU7bNvMA3iQzE3Z6OYfv2eySv2q41KQpGhA3GiLayimI7E0jVTnUo3qZJJOIyRk7/8maeMIVudIozw1SU4IYSHCaXU6cTiV2dCRvVgtm5ZsXWcO6nV+1TLA1SJJ1QBGLrdu9xUEQdz37fb2m1T1SxEf3uco2g9H4DpXmpN9dCFbkpzKrNJHrapdYjlgSVIfF54kqcbACXaqM5gKP1OS0rmEORGfAhAEARwdHbHCyaQjV66Nz9EzyTsnZIQwS8Ik5iRlYbQw/3WYPhPhQQlarB1jYkgTllOZheFwyJaNSZgXnSSpfkNpcK7DO7MXbSlL/OITn+rT2fyJ7eO68uH161/C8PImy+bSI7L80pa7+NTpvxYjXAqSVJlEs3QAqoNRn1kuSlMS38Whqyqi1Al/YeE+DIdfYGfnXcQ5u6kmgD/X118kCoRJmVsj547mUCeCiPD5o9hpuEkZ4e+qQ21N0ybfk/tKmUmSE/CxMNAmfbltbW522ZNITNvvSFsNAOAsYsbl6jPp0j0oOg0oTdI0fdSgxGqS+rjwJIkrnzJNuu4MfPPNYqzB6K6S40bA4uw63YaqCh9rkhj4FABuFK5z4VM02u1nmTWAqnvdyAtOXuVDlRF1JFkaIVKtzqYiSVX7UwlPo/K/4CRJHVEm+ubGxkvkPD8ar9DMgiAYHdSccgAkf8dE3Ou9jR3QbCof8CA37/MmsSaJy9K0jct92ZKkPi4FSaqEpFhlKMJL461Gfv7Jk+8BAGKHOKe9VBt7qfhNOwgWCjs778Cp0E4NTMpXZ59VEVtAKCFoanYVAhs7AcBuAE3aB45TJYiMwr7AJEn1y6p7HRqNB1pnlcppSEOUcvxra89DAut2X0Gl4pLall7Y15ULy7KCmnM3LX9qgJ20+tpijAtPklTjEfcX5r8Ow9vdfR9r/CZCFIctRr6fP39O1WHlsKmFKeI3Xt1q3oHjwlp4LdENhxOORWmSrsOTJD6UliJzo3JyZyLzNNjLkXnbGw3ELEnS1927C0ZnqVJpMGm/cnpxe5J9wXIDHj78yW6nWGv/WywvaWSAnD/VVIBFFKUhSdlM0Wg8MB4pyY0BT9ADAClsTDvZwsL9SFrn737FCmbdhqzqZLK5ZRzH+IBZVZpdZ0SSIs3r6y+M00eFWaQmKcc19mmb/eR2XA4//rgRxrG4+DDVSB1/NpcesWVjVO4XmCRxe3WdufO5Xy+x7cj1LTtMSKPJiguvbsULd5Lqk3tOHDuVt6kVIG72T0OU1POWJPVRGpIEiDYsXU//ToV2+C2P5AXxiv9NfT9So1CAEYlRfkNNBJSKJLe334zSfb75uVqlzZ8qASI0pCAIwtWgpvlWjcY55DUnKccl5qn6/X4u4YvPRuMBeN4BeN5BagGEy8mSZLxdPnjwrdEqUPFcFk1SfrbqXof9/T7s7r4nV49y9Sr/F/52qmSa8yDKbvdVGF+a+UguH/3+B3sKiCZKRZICQRDEBENSB6Q6JNagAPjDaXUbmuvEyaHVfEwvGDIQ1LrmGt/3YX9/H/r9D7C7+x46nS3odLag231FfheXmPt5/foXQiPVF3B4MUNRmqRT4T3u5KFJxoS/U42cuGLS/uTvliTj/efnn18nthsZQRCQaUhTx5FPpxq7TxERF2/4nTjAOE9NUi7DNFud5PTreMyyGKGUJAmgr0nKHRc3HnlOCM9zmnYycckCm5tYN4lDhySTzpxMGr1ub79BeTlPm+bqXEGQWIAUOSfJrR7MS5Pk2k+aMPC9VvMxWzZGYV8SknQqs3B4+Cmx3XBpwG0xbR/m3qMG2nLa8UAR36/Vbk5MK5N9N6dpo1TbtJqkPkpDkrIQxPv5TBoAHmXJ5tblZd47i04Hdypx058w13Dv6MSRZeJfNQ8SBAEMh19GAkZanOA6c1raOpeXIs2t3OrfvDXJNMdtqYTp+o9/ZsvGSMBdYJKUnxFN1FRAN5vLrMtJ0zRQdcZN2eDvYqAobw+Z5OpWMSeZpNXq5B2/e3Lyj9zTellRGpIEkDaJawjwmDCRGpJ83ht35JROuJwmiR0Qm3ZeuZOZlI/8W/5vMPg42hPpVGMdy1TAyG7tnAp/lh7GJOYkcT57vV4u4VNtKM2ctVxGnc2f2LIxCvcSkKRTmQ1Xm6chkydPvieJwqSOOU2MIyHqfYpMOUtHHsDm1iwepeRPq0Tqo1QkiWGycIfrBM3mMrkYyLSTqQS2IEn5WRMhm1aTpDrkr7/ukIc0U/k1ETJyOEX7bqXD72QOP8yfw58IYSKA8W9LktEry0G/1CpP3fJT1Rd1X273qn6AZYLsVjIP7O6+Z2Wcaf7xuxb6KDVJmgpwaoSHkYdLtlrtZhheEASxOck0HTnrPivf96HT2Qq9AKkEmukKOY40dDx25DUnyQnXvEjSdebC1cOcwDRpI6LM9nb/B1s2JkLuIpMkflblOSkJclsyyZ+KZKj/qDxSZNtqPobm0qPQd2vavKmAV1qnIUsuLxb6KC9JGggR7r68upASZKYdTBYoqoU7uunn3NIJcIt2fN+HzuZPUK/dSR1/GgJwneJIUhaueYeP8zTJTeHUnLu2gL/gJBn2xwzlK8/N6bZzjvQuCjzvgO2Hpv3ckmQ6WJLU7GT4XQxqs79uBxYXN+emGpHu7f0GtdpNNs40nUinc4nPy0KSeQlxEwRBYDadcIFJEqd57FjcHGlJknq2ci2+ZaOskDVJUxlDvVO7cXva2bpQsCSpI6Q0SFIWICaNmCIcSpicnZ0BAMDa2nPWNCjO1dR10Jwm/05lNuLnlMNFIEkcD/bpmSeogc9V1CSznJaRB0mK62b9v12YhSucY4s0A4TQYrL06MLkvwywJJmCJDC4895MGjEnPCiB/d13TyLnQsqfeA9ZXpokJWh03FpdBJLMS4hz4Ej3KmmS4jnh3CPNQCQPc2vYnhT7V8sGbk7SJP/yb5WTC4s4LElqdjL8LgZFjnlokjLC44KcKorjeqwchCaZF0mKcPD+sMtGkuKa1EG0FDEYLUy74CTJtXMTssxLk3QdtU/dMoKSV2nzfhHzP21YkjRoYCqSpEZsuukXGoxKaPT7H2IOFuQ4qP2MeZCI+I4JuN//kFiHF4kkXWcyh+dyc8xXVZOkykIHeS3ccZ2LRxJUXkzyL39vNR9bc6sBLEkaCFEdTZL6TApf9jFLCRDslov7dCpR93F5kCROpyDhyrUZLbdWF4EkcTxiKX8R7rqu0pykeA472jdFFk1STvtFMrcCxOVW2ryLexct/9OGJUmDTs6RJNcYTUhSBc87iDhCCMOVTHZphKNJ+eKwdRwkXwSSxHkq6vigwWAQnuailb4LTJL4Hby6dZqa5Op3/2IU97TBDYjT9F/XmYON9b9MO0sXCoWSpEkHSSPE5ftFkGQeQjppLqzdfsamRbd80rqno4SMLKQ5TPrQ5W63m0v4Il+yCVnlBpDDuI3Lv8fvynvf0tQBBuW433SgpEKeW0DSIqsmiS95K4rpsV2m/2WF2Ool169u/5XLQWcNhMUYVpPU7GD43TTpVF2i0XId7caNulaeVXmo12+FLq7SCBlZ2Oggb01SLp+8HZyrtGMTv7nyffnZfv+DMcHI9YXD63ZfxerHtJ2okJcmmUU4Z9Uk8b2kNQCmZCjXc56EKQ6cTluvliSzY6okqWpMaRqBfP8ikCQ1ssWQTa0mAiK83JmQAITAS2Oy4TQZDpPWJPMgSdcZu+rD5tbh8Et4APP+fh/6/Q+wv98P7/X7H8JzOgWwkFQJzLSHOuMLB4v9mpZNk8TPTYMkqTLEawCOj4/DOpXre/Tbg8FgwNZlEVhaaqWuW0uS2TE1kkxqcGkagXz/IpCkLDzkcpEPXU0jpBYXH4Zhb252Y/ssdfIvl4GOvMibJCepSbrOHHieF4a9tvY8Vu7yHlS5/JpLj6DVWoFOZwt2dt7Fykikf3+/byTs5PLH7ToIAraNmJSDCpNY3WqKLJqk/B0vIOr13pLlpoqn8c230Fx6BBvrf4HXr38B3/cnRqBCk0x7sLslyeyw5lZDASULlDyEtGxuxR0Or2qV06LbUbB5aW9vT/usTq4MhFuvola3cppkXocui89+f2xuxae7JAlO6pzDyrUZODr6O7lH0nROUn5Wbtdl1yST6lEHecxJyv0NAKCz+VPYpmUvVUn9zamMFlUJC0SaeU4d4Dln0zq2JJkdEydJeSHDcPgFXr/+xWqSKHyVJrkw/3UsnaJD64aPt2t4nhdzaWfSycT3cw95SuSlSeLz+nAZ5WVuFRfWJFvNx6xQ4oRn5NOdiZhvcfpNNEkRPhbg2PdmEASwvv6CTadu3lXIa+FOlsOJ89AkxWAG97du91XsnFlVu6fKIYuTBJO8y/HqlrvclixJmqEwTXI4/AI7vf+E2o3b4DhVALBzkuJSNVod4Zx0yXNtWUnSqczC0dHfE+s876OyJmVuFfnCJKlDDCxBOnPgOFW2Xvv9D8blj484q7rX4fj4JAxPXthh2j7kNi0jr/Mk5cGOCfJycC5IQqSj09kiz5lNGhjheyZuJdOg230Vi1s49jDtv5YkzVEYSUa2IDjVxH12po2fun/RSdLzPFY4pSVJANB+TyUcinJLJ4QrhcFgkEv4Ik94C0irtUKeP5okPMOydWfYek1bLjgeMa/m+z47x1wWkhTPTfOoLPx9dfVpGO729hu2X6nyjH9Pyp0hzjuVH5Oyx+9akjRDcSQpNbydnXfK59M0Avn+RSRJaj9d1ksmNNOFO7Fyc6rQ7/fP03oWq7vIKD2H9KuEK5tGAwEuLlxOa2vPUwth1xmN9NfXX7DlknZJV09YAAAgAElEQVSgIn7Xa3dg92//HdZ//DPZRnXrV1wqTGpOMovv1jT1K35jjdbzDlhzq27+Jk06gshVbcKkDCxJmqEQkhwMPsYqNMlPpokA4e5fBJJUjUR7vbeZw3edEUkKoeD7vvHCnVhZM/Nt0XnDYkiS0/BUbYOr38iCDoO0y21EmEa5c0I3N7tG6cNxcPnlntO9VMhLkxyRkzIqFnhgoWtq5NrDwsL9MFxBkpTGlYUk8zK1BkEQW+iFTe8m7UdO77S2tFw0FEKS1OnaSQewGgtu4v5FIEnXoUd2eGl/1mt7+w2qC0/bubaqnH78cYOsN7xQqyhNUiUUTNpQu/0sTL9YDGPa/rAgo8zEYvO/KYmp2i33Xxk0SZyWtOZW2WGCql3qtAfHqYLvnwLASEujjp4z6R9Clk3CmQBA1KKUJo3iebH4y2qSZiicJEXFyqYoGabCg+yUF4AkqQGD+C4EQ9YLl3Wv1zMmSdeJb3PAV612EwaDj7E6LIIk67U7kTpK4+BdvC80jCAAWFx8qN0+uK0DMkmKet3c7BqXv0qL1Pk/6VIhL02y0XigjEcFUWZpCVq0C/GuODQcL3rCR8GZlN8kTo8REJokNfgxHSSISz5QwUKNwkhSrlhuMYaASQfg7l8EknQdfo4gL5JpNB6EnQLPtZnmnys/pzILvd7bSNrz1IRVJCkOvabaQxoh8t13T2B19amxEKYI6rvvnsTSS23+T7q4jeQUaaTVNFTIa07SdfX211LAA22ZzHTrB6el2VyG1dWnyjatGzY1XZI3CaWpU6o/UH3VQo1CSFJe8i4aqQppGoF8/6KQJHeEUB6apEjzYPARDg8/QaXiGnc4lTYp5wGjKJLE6cFecXTzxmmhaQWS0FhwmeC6pRZiJIXJaY9Jz+heKuSlSYqtX2ngeQdGc3Fy/aoGGNR9kzhkX7B5E2QQQKze05S/uMTOAqtN6qEQkhwOv8QaoyXJ8cUdIZTneYnz8/fC0wRMNUnVp7hkrWmkMXVySbuqreCN9KbCQ84HNRgwCUOOmzLDUQsxTOtA57spoaiQx5xk5doMVKtRn7MmGA6/GLddk/LjSFMn7ElvAQGIa5JpBnDi0jkL1mKMQreA4Aq25tbxxXWyvLaAUNpRGk2LE5ROhbYMFEGSeAWwnNa0gsS0fOTnRTiUuzJRr6btj3qWyi9HBEmXCmXQJAHi2lSa+kkqpzTtpwjzpZhWMG2jVH6p9QMWPAohySCAWKUmaZImJ7dz9/MkyfBCHT0IAlI4mnZilTMBlTAuwyXSQ7kcK8LcOhh8DBci4bmqosspJoydauSUEGwpEEdllaEuncpsOFfIIa85Sacyq4wnCY3Gg6n0AyWhStuh8scZANCn96Qa6EYGKmcTTPflwdQ0SW4Dvfi+sHDfqBNS9/MmSdeZg0rFjYXJhavbiDmSPDo6ItNQNsLkNcnJkyQAwPz8PXIxR5o5rDR5p+plfv5eLJ2ibQ8GA+1BYBEXbtOUGW6aJInTIx8+XkT75/o1Jp2Tk39M/EzJJ0++j6XHNP2uMweLiw9Tm7yvKgr3uCMqLMmOL85Q020E1P08SFI8KxZ1VKuzADDuBCqhoStE5AED7mBceosgABNBQs2rFkWS7fYzUogVNYjA8QmyxttuqAObq9XyapJyesuiSe7svDOeL86lfM6/460+Ij/iGDqu7PICdkBhKrvw9cMPaxNJ32VGYSQpTrMQl8pzPj6N26QRy/fz0iQjn041klY5X0nposKn9i2J34uNP5RaixSXcFhQtLkVIGpyLTrf5MDInUmc95mfvzf1OgsvRJJl0yRFmoIgCP3UTkOT5OqaGgxNgii3tn6CSsWNTik41Vh9cJfrjGQXdc6phRqFkSTez1Z1ryd6fSiLJhlrbNJeL3GkEtWZdMPntgoARD2/lJEoOVIoap+kKC/53M0iywdvUnedOdLUKkM+I3Ca9cctqMFlWwZNEgBgdfWp8TafzOXD9DunMssOhiZBlIPBR/C8g/DqdrvQ6WwpL887gH7/A3jeAfz++2HuaboKKIwkxSG24koyt+KOqdMJqft5kqQYwdVqN6PpPN+nJ6fFJHzVgGFv77dMDpiLuLAvzGlokvJimCLLhqqT0Wg9LiSxppHGNd2kLrlNl9PcegYAtGOSoupXviebWql6LjPKnr6yoHBNUjS47e03rIkRAEpjbpXjkc/Ekzezp9FkVCTp+6ekA+ZpC1acFsphMva3mfXS8fmJTfRFlo9c57r+ST3vIPQZOu2LOwy5TJpkEPwz/I6tBkXUL/npVEPXdheBbFSy1kKNwjVJ0fiSlk3rmqOK0CRVAlsm/6R0UeEnmZ7Fqj453WUgy9qN26GzaIDpaJICw+GX0aHeleI0bRFH5dos1G7cNtqDJpw7TPtKOgy5DCQ50iTPpHou2lowng/McjZmVliCKxbFkWRrJdJpdEmS0tK4K9Kg3ZlYQ6Y6LTdSjHeQc4EtEW+rtaJ09aaTbtktndwJ9vf7KCx12lWDACqP3DtsuUrhdDodMs0A+ZFk7cZt7Xa2u/s+Zp5OKieqTMaf12PvkGXqVCObynUEWbvdTqwTVdpYLSdhwCaHkSTwqb5IhZvoY9apapdNEnq9t4o6o/PJ/ebei38f/a7Xb0UGhpPFaGAwGHyE5tIjaDaXodlchlZrZfRb42o1H0Nz6RF0O3+d8J7Oy4nCSFI+NJXyRhIxY0qbZ1UXtYncqcxC+4c/RdKAt00kCUlOsMimqebSo4jPT+okgaSL2zOKIZxu6xBisuBPHgxw3/G9xcYflGnOgyRF3DKoKEU6hBceHTLkBKaKEKg6fP36F2VZUP8Nh0NSmOOFKWmIgMs39//SUotNMwDA8vKjWFqoMLnTUMR37JbOhCjp+d0oUarybNInqPLC5I+tBUVodNTCtKR6VQ0Cnjz5fuJpvmwoyOPOeKGCuPr9D5H/ZcgLfVSNgCO0zuZP5+GP5jPkc+NUo2MunvGo+wwA4gt3ZCLWuXBZcPj8+Qjq9VtKcqPzgDSy2k3Y3n4D9fotVghT+cdhivwJYcENcgDyO+rLqcxqtTGMXu9tpL51hSn1mxOyrjMHrjuTyS3ZWvvfIuUaE3DuTGROmk0HkVaOSOV7reZj5ZyVbG6Vw+aOmIq1Iaeaupy4tHneAdy4UWcHylxbpsqPI3rxOT9/r3CXbuEqes01GlxbEHlOMq1bxFGoJokrT3ii5zCa64s2fNVIiSI/ea4Pb9fgOgJ3HqH4Hlu4Q7iLMh3pySYQrhEfHn6KEBzeesClXZiIarWbcHj4CQDOzbcuTeZYYHNkX6/figgL2QGCQJ6nmKjKhbvf73+Aeu2OkvRV5JgkXBcW7qcyX+H0+v4pLC4+ZAkoMT1OFbqdvyqJUD04iE4hxMnynxEBrUNAXLvHW2OyapIYvn86mrdHe2W5dKnyoEr/6upTOD4+1k5znggCgNqN2+A65uelynnDpnVLlnqYOEli7ytYCCd5ojfZAsIR1Ob/Fd1mIi8eohZ4xAVL9B61cEfVAXXS73lerLw4DAYfYX7+XmTeLWkkT5mI9vZ+iywcSRqJi+cajQfa+63ympN0KrNsHCpNFmAkQNfXX8TcwHGEpCImcb9evwWdzhb4vq9VZ1x6BQaDQXjIc/ziybLxzbcwGAwgCKJuHCliV5GXPPDjtoDIbS0pDrkNiUMN8nbZJuB5B6H3JZN0cQMKQSplmMfD6TI9TxPnj1vJbMGjMHPrxsbLSKViTZLyeyie17m4UVO389fothLJhJskNKmOtrr6NJK39R//rOx0iWl3ZyIkKXB2dsaWpe+fQqezFZIcZaoT8S8s3CfnUIJgRLh44BDthHMgFq24zsi8Gnd6QKdR/F8ESUbTw+Po6Ag2N7uhpxtuYKSq/8XFh/D69S+5aBTj9I7K0Pf9iG9S6lNYDubn78Gvv+5EwvO8A6jVbobPqgZOHHlx5YkdgXADKarcXGdubC52qqm1GJ1n8TOfPx/B9vYb0iE61z/xvfn5e7C+/oJ0kGGa9rzAkb0uOYp3dBxdWERR3D5JaeI5ycTY670NV3KprlZrZfx76REsLz8K78tzRb3eW2i3n0XfaS5Do/Eg0pkdpxp7ptlchvX1FzGtL5bOpUfQaq2Q71PX0lILDg/Vmplqvmh39z2sr7+AZnMZFhbuw8LCfWi1VqDdfga7u+/Jji2Ht7f3G6yuPg3nPOWR9Pb2Gzg5+Uf4bpKwyNN3qyDtPDEYfITt7TfQbj+DZnN5pMWhunecKiwuPgzr/Ndfd+Do6O/KPKtgskdtOPwC29tvoNVaGZGeUwXXnYHFxYewtvY83JtHxXF09HdYX38xXnF93qbFp2iTS0ut8HurtaL0Mwsw8pn64//5MtLnxPv1+q1IHLXazbAP4mtj46XW3DtXdtxn0nu+fwqedwCdzhZsbLyM5Ft8PnnyPWxudmFn513k5JYyQUXuJkTpOupj0SziKJQkcaVyJoysozS6E51BvsfCqMO7KKYMjjiHwyH5rOnof2fnXWGapJyHvGE6H5p183bS+3mQdTok96O86yGv8MzCOYtc096MLy/eMrnGBHk97EsXRUaVAYWZW+fn70E4v+JUwfMOSlFRWdIwaUGVR/lMqox1RvT4PMysl4XFVUbMrO1UtTVJmVgtzFDcUVlONSRJ151hzUbTQNLij6R3TOMpelSal3Yu0O9/CJ0me94BvH79C3S7r6DT2YLNzW5Yt553kAtBcvMoZRhkWVgUgbQkieezxW/bb8xQGEmOthyMN0knuWIrCnmSXV5xT8NsyEHMcYlOKZagywtfIqYdpwoA+ZCkmBdNk3YLi8uCLJok7p95z+9fBRRmbsVbFlxH7dT7oiBPrXOS2iUVlm7483e/Ylf6UisDBYEC5Ldwx26AtrjqyEqS4nvl2sy0s3LhUKgmiStL9oE6LUzT1FmE4KdMySaasNzRtJbSO1Xw/VNYXX2ai7mVOmXEwuIqIau5FT9rYYZC5ySxMK3X7kBZZd60VudNch9WWk1VHoXKhEgSpTtDbuBPq0lmcftmYXEZkHXhDu6nFmYozOOOvIm7cm0m3HtWVsib71X/Zwm7SJjGSy0n50aqst/LPC7HqcLh4SerRVpcaWTRJHEfHSkn03OKcBFR2Jzk2trzmOq/uvoUOp2tUlxiY7nYYIw3XIt7rjuTerMx1TAXFhbCzdydztb5alEvdHeWJ4bDIXieB/1+HwaDgfZ73Bwk1wk5E0/aa2HhfjhAmfZeNQuLaSGPLSCuMwdLf8zfNeBlRwEkOdp8LE5i5wSoco4rQRCrFpTIz3D32E83Gh72TiJvrDY1q472jkb9Mcrpl70LdTpb4XYLfIl7wvvO/8/e27S1kWz7nl+jrUwJ6MkhBXbP2gJXza4l7Jo1Erh61hZU7aElXHtogfcdWsL7DC3w6WEJvM/QAp8eXlL49tCC6mEjqDs9pHDPNrl6kIpURGREvugtM6X1ex49CCkl5VvEP9aKFWuRh9v5K7781bOqwdbWL87gHGUOFNX6K7IeZdfDS2xF19WtXiU2dGRWoKcu/MQHkG0TStJur0oi3GLRcWVic5IAYAdyiCIi3QTPvuCCOTFZ5ypKAixzDfr5a3+PhzXptzM3zX6qPtGxi47fj8j4HWCQ4+fzdorSA9L7lHiQsgWSNDy3gQj/nqiUmOwYtMWHTPYfFEVkViEJ8L0GlW4DWtLesRkFY6IieXvbhUplj6mR59XJulkhXkLhJixenbnbNrSw+M1jKoIskfDaL9Hx8CLvVhlAdu6UhJX9SJbImfD0aU54PknD8/M7XvtDP4iQknqgQc4pgkwjhcKmtO3IiskriTlQOE8PKbCNbcg/ExVJQqdzAx8+HDDzgHyyYdqFWKu9t18TuRTz+Q07yTKf2FlkXbIiPA8kp6FQmCkXMX0z1uuHrscomz+jXz85+eJpVXmNGP0KlHTQoKaYYyHVR+j9JXUsgwxO3KxjkYjz25RKO57nD0FmhUbjGAqFTXuKhni1FCUJyeQc0+/RCefpNpvPb8DR0aewDyV2TFwkR7Vu0ClC/eedzo2dMo0I6/p6AbJPn7talNnsmh1M1Ggcg66fQ6v11XY58h06naTdy80qer/T6UitZy/XqR+L2I9FWixue1iSlmi225eOmoUi648fUHj9L3rv1auy67VGkFmEj7Zvty/tfo5OE9lqfYXb266v70G8mahIjmrJhN8yOTKIeJZKO9BoNODbt2/Sz5L/G41jh2WqLT5kChCLrB0v8VxZeSIUnWx2Dba2fmEEmzSAs7MW6Po5nJ21mP91/ZwJ6mk2T5kGRLZrtb56Fk7u7+M99Gse3kG5/NqXSLtZnDJ3dja7xtQZlQVGYSNHZhk/Xqr+e/90/SzizcRE0o8FOcp1h8OUJpJ99ujok2OB/NLSwwCC4+TVq7LQShV9zjS9y1UFSYHnJ8hItG2ncwPl8mur6DNxbXtYsoxFTLmEMplVKJV2XKu/D5KAHkGmgaBFEQbdDpETypykiKDuylFcZH/f0bdmTNOqkdifFLcEgBdKv0JGfx9jcSlJz30d3U3OHp/b/opotb5CtboPxeI2ZJ8+d7UYM49/sNeFNhrHngFDMrCBI7NIUGHEdjIaIiOScYDcdKXSTn9uTekHwPhNn8ZbZXzKPlVNwe3t7ViOYVqIsnUZtf1BEGRwUCR9QqI+AaxJc3rdkm1ZKkk7UjTI4vdc7pnje3Rdx85WguzcyoTTr6AOe74x4QGCTB8okgNiGHeQTi8Lg1L45QsA7i6Q3d23jrVOHz4cjP0Y4oy3CN4zQQuTtjxRHBFkOkCRHIJ2u+1Yg0kswVJpBwzjDgC8LYyzs5ZjKUS5/Bo7WglB5q/5ba+urqHV+goHBx/tCOdCYRMKhU1IJFR2jZnio4qJmmK2LxQ27YxMGDSBIPEHRTIgfAd3dPRJvHBfTUE2u+ZIVi5LUactPmQ638ePV8Z6HHHDT6Qv/b9h3MHZWQtqtffw6lUZCoVNJsuTVySuLBmCKPGBaBkMPUjyczwIgkQTFMkhMU0rkEe4FrAnlN3ud5fP94OB+HnJQSuOTCsyYTEMw177urX1C5uVhBM7Pzl7RWtAvR505ibySGuPoFqtQrfbFe4/v4YNQZDogSLpAz9LOkjEq6jDffo05yqUAADN5qn9maS6AIkHKUwhBWLXabt9CfX6IZRKO1adUpKOULBWUySEbtagH+tR9lk+cxAZKGnaElSr+573AIIg0QNFMiBugskLJVkeQrLJuNVxNIw7h7uv+PLXcRxCrDCMOzg5+QLV6r6Vo9ctSYHAheoljrLvGkQwvfZF05agUtnzLE+GIEh0QJEcMa9eldm6mWq/w01rj7gOkl5WYtq1G8ln09qjyR/AAHglOggy/9ZuX8LBwUcolXbslH1xfsgs25XMj1B8+atdbBuFE0GiCYrkCCFi0GyeQubxD8IOMp1ehmbzVPi5Dx8OHJ2rbNu44LW/3e53aDZPGdcpP3cY94csWIh+EFdtLvcMKpU9x3X3cy4RBBk9KJJjgPRl9fqhld9UmWeXiCTmoFrd5z5jWlVBFLa8Tam045iXi1JnOWgOyWbz1LacRS5SkUs0jg+346L/isu4zUGxuA1HR0dMBqZx50FGEKQPiuSYMYw7R+Qq6Qjz6y8cEayZzCrbgSpJJuAjqp2fnzy7nc4N7O6+hcV/WZZGmYqex/khOgaZUIrep2ujvny5BQcHH+H6+jrwNUEQZDBQJMcE30HV64fCjjOdXqZS2VnZd/jOUpTqLoodoGyfdP3cLowtEgWRSMgEJm4Pt4Aht8Af0XmgB075/IY9j4np8BBkfKBIjgDaxSUSMvKXjs5kOsXeespW6yuzFIS8v7LyxPGdUYXePyKOTCCTx9zcNLlaHVahy//y80PWYIo/e3DwESJ+SyBIrEGRHBLRHJBMyNrtS4dg2J2fYqU1S2uPIPEg5egQ6QojURdKXT+H/PoLobXoFsTiJi5xffiZjyTbJh6kfLmhmb9KspfCsH/+ozZvjSBxBkVyBATpkBqNY1sorXqUYldj/2F1moXCJvNbUewEO52O7VaVWUoisZxWK1Ioai6Wo2w72TmhhdJKg2d4XyQEQQKBIhkCrdZXyGbXuE6RCKK4c1WVeUe9ykkKpdtvGcYdVCp7vjp957Et2AMFmaXpJray36RfS2uPoHP1P8S1O3ufyWRWodO5kVv6gn0SDWxkwib+/MJIRTibXYPr6z8DX8coDrgQJCqgSE4Q3gpsNI5hZeWJa+dPd7CZzGqoHZooarXROLZLhsnEw03A3LYVCYzo+8jzcumvwu/XFh9Cfv2FnUReJn5bxb+4ukO9hM9rW1WZZ0qijcpStX+nV5GkVNoJnJwAhRJBxKBIhgTdKZ2cfLHdlCRvq6xDDCufKz/n2uncQKGw2XcdSwTDj2UlzHmqzEPp1W9wdtaCo6NPkMv+BEpizp63I/O2RBzK5dcAAFJL0O/fpLogFWK3Y6K3t68ftS/kdXq97KhE0jEAUaz57UxmFSqVPTg5+QKGYaAQIsgAoEiGCG9Ztlpf4fHjFWEHSB7Z7FqYuwymacLR0Sc7SYKXG9JNQK3/OdHsJQRvtVr2b15dXUPm8Q8OEaK/s1TagYODj5Y15cMSlAkfLb6i7WmRdrMm/XoHRm5NygYBagqKxW1oNI6ZxATkmiIIIgZFMoK8ebMr72yV5MQDNEgnahiGlcRdEddl9GN1iV7PZX+Cypu/QaGwCaXSDtzedqHT6cDR0RGUy68ZQZYNIMT74t8tKhJDP2Lr9h0iC1r2HaMQSDehpLclVUkM426oPLsIMgugSE4Yv51Qs3kK6fQyEymaeJCCZHIOdF0f81466XRuIJtdcwS+uFldInEkr+dyz6BeP4ROp0NZ1ADV6j6sZH7sf77nOnQTHZk4uFlY4ve9BcbPAID/Ppko0u8PI5LuoksCo9jtEw9SsJL5EXT9fOL3EoLECRTJEPArlJ3OjTNTjZKE//zP/xzzHrLo+rkl2C6C48eS0bQlKJV24OLiD+ECeGZ5TGIOyPIXL+HycmX6dXvy+XVJIEwmswqFwiYUCptQLG5DrfYeqtV9+0H+r9Xew7t3NSjkf+5/T0/kSeLybHYNlMTcSAN43AYr9LHL1mFWKnuxSH2IIGGAIhkR3DomXT+H0qvfIPv0OeTzGxPcq146Pck8n8yq48Urk1mFev0QDOMOAGTLEKxBAZ+71o8w0u9nnz6HZvPUFq58fgMK+Z8hv/4C8usvmOf5/AYUi9uM4LVaX0HXz+Hi4kKwj97icX39J+MeJpGm9GfpXL6jsiT9njOZpZ3JrIbioUCQqIMiOQP4rdRBYxh3UCxuSy1HmYVHW2GZzCo0Gg3mt/xUsOh0bkDXz3uCpUO73YZW66vUUiLWmjXPZnj+zri5urryFJx6/RAWF9Ou59HbYvbnXvZjhRILs5D/WVimi9A/r/dA10NFkGkFRXLKGUQsTk6+WNZQz4KUBbHI5uby+Q1mrmvQLEF8HlhRJp9MZhV2d99Cp3MTiSAUrzSFopJhthu2d3yiyNmgbu4g7lzHd/UijAuFTahU9qBa3Yfj43/A2VkLrq//9Dyv6K5FpgkUyRnCy6IkZb0SCVXaEcuEUVXmIZ/fgLOzlvC7Zb/dbJ5CobApKS7dt1Sur68Zt2ijcey6YD5MgQy6PX3+iWiSJS9SK1JhA5pkVmhQd63owW+3tPTQXk7ifnyDnUcEiRIokjOCH4EkqfL8WC20tZPJrEKzeerLrctv0+ncQKNx7KiraW37T8/9F/3OpAUyiDs7yLb1+qHjGhC3KB9k5Ge+2K81KVsDKnptZeUJNBrHjgTrCDItoEgi0G5fMtGrbhYk/fzx4xXP6iSjzBXqVt0iCq5WGfJz4D2nV3r1m/Dci9ywg1iUIkvSLVmCbJ6Urm8pO2YEiSMokjMKbUHS8490h5hQxEEymrYEBwcfh/rdoAWk/YhtWB3zoAMB2lJ2o9k8hVJpx4789WPlBXG7urlWvQOC2DSKtdp7FEhkqkCRnEHoTqxQ2HR0kAllDhR13hZJ0gmm08t2pha/3+/3/UGF0u9nw0LmAvYT5Suj3b6ERuPYUcRbJmp+rUn6WstcubLfof/mcs+E7nMEiSMoklOOW4f77t078ZwUJZLkPateobs4DrN/Ua6T6ZdhhD7o95PnlTd/84x0DWJN8skGvJ6L3LtKwkp957aUBEHiAorkFODfKrm3/2+3Lz2tAlWZh1KpBJ1OZ8xHgAxKJrMqjUjlMxbJrvE4H69elV2TSCBI1EGRnFLc5vzoQB1ZsEeptCN1mWFnFx06nRvY3X0L+fyGldJPSUIyOQeP/9cnjmhV8mDKjI35oSSsYtD0veTlNp8GrwIyPaBITgFBgmBara+MQDKWh5qCV6/KvsQRO7DoI3KHDuqOHUYkVWUe0tojgfvVGd2LAolEDRTJmBOkMzk4+CjtMHnLMY5BMrNJX2j4a0MS4/OFvCdlRdK/Rx7l8mvH3DbeU0iUQZGcYuhlHsXitqMKhLb4EKrVfc9IROzE4gG/jpREv4Y9L8lbrysrT1yzJdHHgyBhgyI5BYjmcshzXT+3q1IwrjclCa3WV8f2g/wuEj6ia9FoHEsCeiYnkHSENL+8pPLmb2OJmEaQUYIiGXNkczjd7neoVPYcFgR51GrvXT/v93eRaJN9+tzh9uQT1o/ViuwtJSJiyQcRaYsPPXPAIkiYoEhOAXxATbt92a/LqM5DQpkHVVkAsiQgl3vmGYSDIhhn+vOU+tl/Zz0IE3a1kjW3ijovXIdJtkunl6Fer4d4zhBEDIpkDHETsGp1v18dQmUDdHCB92wiKvI86eAdV2uTztaT/cnXfCWCTAoUyYjjJ50Zee3du5owB6uqzEM2uwbX139OZJ+RaEHy84Y1L+lXIMnfdHoZhRKJDCiSMcLNRdpoHAs7P5Ii7KSRlYEAACAASURBVOLiD6zvN4OQ+6RePwzF3RpEJHmvBy4VQaIAiuQUQKIYhSNzJQnt9qUtkNjRzBr9+cn8+gtHGaywRdJNKPPrLwBAHH2N9zEyKVAkY4Soo+AL8/J/veo9ItNOXySvr/+ExX9ZjpS7ld4Xen9I6rx6/dBxRHgfI5MERTLiuM1B0gEZ/Cj88eMVOD//757fgcwW1eq+LUJhC6NsYEe/l04vw9XVddinDZlhUCRjAr2esdv9DtnsmnD0XSxuC9edoVDOJqJrnM2uhS6OXkJJP4jb1e2YEGRcoEjGjG63ywikovY7mnL5NQBgJ4K4o+vnkXS3ilyv5K/I7YogkwBFMiaYpgm3t13bCuAFMptdA8Mwwt5NJCaUy6+lgiRKYxe2gKbTy545hmlwoIiMChTJiCFr3IZxB7ncM2HC6mx2Dbrd71hmCBEiWjrU6dw4cvqK7q2wBVJV5u0sPbncM+h2v/s6TgQZFSiSIeM1V0iek4oOvHuKCCSCeMEPokgQj5erM2wrkt6nUmlHejwIMg5QJGMAiWJNqgsOgTQMA4NyEE9E94NhGJDWHgkFMSrRr/S+kb/l8mu8v5GJgSIZUUgnwCcKII9c7plnmSHsSBAZtjX57u9CF2uU3K2iBBkolMikQJGMMLp+LgyqyOWewe3trb0dZiNBBqXTuQFFSUqFMmyBTCjOfLNKYs4WShq875FxgCIZMrKG/e3bhR1YQXdalotVbEGiWCJuyO6Hly+37MT4vBiFLZKkzNaDRMpRZktJzDFzlAgyDlAkI4hpgh3JSo+k3QSy/1kMZkD8Qbv0VTXlmv0mbJEk7aAv3v36qMXitrBdYBtARgGKZISgow7tYrW9TiGTWfUUSAQZFKFLMwIi6UtIE3NQevUbdTT30uNEkKCgSEYEIpDfvl1Yc0S90bOqzIO2+BDr6yFjZav4F8d8JImmjvKDFvJKZS/s04hMISiSEYIkDCCNPqHM2aWuEGScfPhwEEtLktlXNQW6fg4A6GpFRgeKZMjQjfnNm11mdMyXCsKGj4wLEklNSlTxVlpUH7z1m8s9w3aCjBQUyYhwdtZi3FtKYg62in9xbIeBOci4oKOpo5RMwI9Q0v8fHX0CAGwjyGhAkYwAhnEHS0sPmVFxOr0Mt7dd14aOnQAyKkgBb96TEbYA+hVIuu1kMqthn05kikCRjABbW7845oBENSERZNTQAy3DMBhrMg4iyYs5ed5snoZ4VpFpAkUyZBqNY1CUJNPA8/mNsHcLmVGKxe3YiSS9v+SBbQgZFSiSIUCXK0qnl9ngAyUJuq6HvIfIrOFWGSTqD35fyf9u9SdxqgLxC4rkhKEbZz6/wTRqTLOFhAF9T9IiGQehlCVkVxJzsLv71nF8CBIUFMkJwTfUanXf0cBJVJ5oewQZJ/f3VpaauFmSooTsJBFC5vEPIZ9VZBpAkZwA9LIN0zSh3b50NOw3b3aZbREkDAzjjpmXDFsEg1iT9IMsYel0OmGfUiTmoEiGQDa7xoyAn/6XZwDgXAOJgolMAud9B8xALsoPt6TsSmJOGCWO7QoJAorkmOE7IOJmpRv1xcUf0u0RZJKQ+46uZRr1h2j+lPxfqewBaUpYSg4ZBBTJCUAaY7t96Rj18hXWUSSRMBDNmYctfkEFkl8Goir9xALYnpBBQZGcICSalRZKtzB1LPmDTApeRI6OPoUugH5Fkv7Lv6YoSTg5+SI9TgTxAkVyBPhpePX6oaPxlsuvJ7B3COIfeg2voiSFlhovSlF+KIk5SGuPsBYrMjAokhPg9rYLmrbEdjBqysOKRJDJwg/2dnffSi20uAgl2cetrV9COqtI3EGRHBKZFUm/vrv71tFoMWkAEiVE97Fh3MFK5keHUMap3qS9z0rSrjWJIEFAkRwz19d/2jX67E4FrUgkJpRe/RY769EhkL3H3t7fMDAOCQyK5AgRNbz8+gumsarKvJ0uC0HCRnTPkqQXFxcXQhdrnASTrouZza55HjuC8KBIDonb2qtW66ujc8lkVjGIAIkUoiVIAAClUglUNWWneUs8SEFSXYiFOPKWJHmOIEFBkRwjdAJzEqyD8yJIlBC5H4klCWBNF5AMUTKLMuoPa1+t5+32pePYEcQNFMkRQje6ZvPUMYr9/fcj6fYIEja0ONJ0u9+ZVIpxCtzp76v1HAepSFBQJMeAaQKsrDxhowKVZNi7hSCBEdU+pS3KqD94Qa9W90M+o0jcQJEcIaRDOTj46OhE8vkNoAfpaEUicaPZPGXEJ2wBDCKU5G+lshf2aURiBorkiCCiZxh3jsQBSmIO6vVDx7YIEjcajWNQlGRshJKf8igUNsM+hUjMQJEcAbToVSp7wkZ6cfEHiiMyFbRaX+Hx45XYiCT9V9OWAAAHqoh/UCRHSLt9aee7pBsmqUSAIHGFF5VCYTMWIslbk6qaYkrTIYgXKJIjJJtdc45glSQcHHy0t8GMH0hcMQwDDg4OoNk8daSri+qDHrCSxALV6j62P8Q3KJIjghRT5humpi05kgegUCJxwzRNMAwDisVtUNUUk8km6g+yr7Zn5/EPgE0P8QuK5AggblZeIOmAHayKjkwLcVoGIkuC0Ggch30akZiAIjkCtrZ+cSyuxkg6ZNowTRN0/Tw2AikTTFWxlmQhiB9QJEdAPr9hN0Di2slm1zBHKzIV0F4P0bRC1B+8u5WkiPz27SLEs4rEBRTJEZDLPXM0QszsgUwLbNLznVgJJEnOzq+XVJQk1GrvQzyrSFxAkRwBZD5SW3wIu7tvIZFQodX6GvZuIcjQ8HPnzeapXRkkTkJpiyO1z8XidkhnFYkTKJJDYhiG3QB3K/8VdP0cksk5ptoAgkwTzeYp5NdfxEYkeaEkr+XXX4R9KpEYgCI5JLp+7kiezBd3RZBpQFYrNeoPkUAqiTnQFh+GeDaRuIAiOSR00udSaSfs3UGQkSMrykzqpUb5wQsj/xdBvECRHJJqdd9uhGTJB66BRKYZcn+T5SBRfshqYJLnCOIFiuSQVN78zeG+QZFEZoVicZtJpKEk5kBR5yGhWH/DFkmvB4J4gSLpA7c0cvn1F3YHkdYe2emuUCiRWcAw7phizEl1AR4kUrZQhi2Cg4gktl2EBkXSJ7KGoy0+xKrnyExDIrodrs0YWpKYVxnhQZH0wKuxECtSVVOYYQeZWRqNY1t44rSGUgQKJEKDIukDUaMxTdMOg1cScxjZisw8lcqeMJo0yg/DMOz9N00TBRJxgCLpgUwgAQDq9UO7sZ2cfMFGhswk9D2/u/s2Vhl5dF33PCZktkGR9Imo0VQqe9aIWUnC7e1tCHuFINGDuF7jLJIIQkCRDAgtltnsmrQkFo5EkVmm+fk/QFt8GLoIej2q1aq9z9hmEREokp7cO/4njYm4lCqVvcnvFoJECJHAXFxc2ANJJTFvW5f8wv4wH7u7b12PAUFQJAMiyjby+fMJ8x6CzCKi+//srAVJdQFURVLXMWSR5Isv4xIQhAdF0gd8gzFN005HpyTm4OLij5D2DEGigUxU6AjwqAkkeWDAHeIGiqRP+BFmNrtmN3YEmVVEA0gaukqOSCzDfigJcVk7FE2EgCLpE7rRGMadHeaeffrcc3sEmTX60xK60IKMypykkpiDg4OP0konCIIi6YFopNxoHNsNvFDYxHkMBKGg20On0wFVTTGiFAVxpPenWNx2PQ5ktkGR9AndYEqlHbuBkchWbFAIIqZQ2ITEg1TkIlutNjwPmcwqAMjrZiKzDYqkD3hLUdOWMKk5gggQiYuun0NaexTR4J0FUJQkXF9fux4DMrugSAak3b5kGnmz2ZRui40NQax2YBgG5PMbkZyTVJV5aDZPwz5NSERBkfQBLXb1+iHTwM/OzoTbIQjCemFara+REkj6Uau9D/lMIVEFRTIgxeI2MwKl3TQIgsghA8woCSXZBz6pAIIQUCQDQqqwk8ZFcKsWgiCzDGkH+fyGQ5yi8FASc7C6+gO2V0QIimQADOOOadza4kMAQDFEED8oSjJyCQXofQHAtHSIExRJD+iUVWdnLcZVlF9/4djW7X8EmUXsggBKkhGnKIgkvS+YXhIRgSLpE9M04fj4H0zDLr78NezdQpBIQw8Uc7lnkbIi+f3Q9fMQzxQSVVAkA0CSmpPGVav+a9i7hCCxod2+hLT2KHRhlD0ajeOwTxESQVAkA0CLpKrg2ioE8QuxKNvtNmxtbdnzk2ELI+329VoGEmT6BKdapgcUyQDwlqSoegCCIN50OjehCyTvcqWzZ8kCeFD8Zg8UyQDQNSQVJRn27iBIrKAF5tWrcujiSAskLZKDCCOK5/SCIukBffPXau+F1T8QBPGHaZpWgYBeqbmoiGTiQUrobg0ikJggfTpBkfQBueEbjWO7YZVKOyHvFYLEj6hGuCqJOWmxgkEEj146hsQbFMkAtFpf7Ya9svIk7N1BkFjRbJ46EgpE4cHPSaJ7FaFBkfSJVUD2hhkF4+JjBAkGXwkkKgKZeJBivENuIih7D4VzOkGRDIho5IkgiDtEQPgqOlF6ZDKrnjmYdV2Hk5MvUK3uQ632HqrVKjSbTWi3266fQ+ILimRArCTNC6Aq4soB2DAQGbicwCrAzFtx4VqSrFVZKu2AYdwBgLWm8+joE5RKO5B9+pza5wVQlQVQEvOQUPpWcebxD64JCTAvbDxBkQyAaZpQqezZDUvTljy3RxCkz7dvF7YlGQWRJAJHHkl1ARIJ1cozq6YgkVCtvw9SjJtYSczZEbq8+zibXbOFlgf7hPiBIhmQRuO43yiUJBiG4dgGG8LsgtaCN5Gak+wFEiXVBeE+KUoSFCUJa2vPoVrdh0bjGHT9HHRdh1arBSuZHxmRJY+09gja7UvpshC8P+IDimRA2u1LpjG1Wi28+REGFEo5hnEXGYEkIqgq87alSAt4WnsE1eo+XF//CQDi60kidvljUhJzsJL5EQzDwPsg5qBI+oS+0emGIJuDwIYxO+AgyT9kTjIyIilw+yqJOcjnN6DTubH3220+ud2+BE1bcnwf+R7Z55B4gCLpA94yKBQ2IfEgBarizPeIi4hnC68cn+RlDNqxjpkWySgIJb0EhFiWohyu9HPRNSeJRhwDADWFUfAxB0VyACqVPbsxYOYdRISun0O1ug+l0g4Ui9tQq723LZNZc8eySyiiFt06x8QYEM+Q32tzcPARSqUd2K38V6FFSty2xGWLxA8UyQGgg3cKhU3mvVnp+JA+5JobhgHVahVWVp5YkY+9CEnyPJd7xgR6zeK9EjV3K3mk08u+qvrQJb+s5WCsIDIRsGr/9XL59bhPLTImUCR9QndoZ2ctSKoL9tooJB4Mk27M7bOdzg1UKnugLT6Udv7kdW3x4UAl1uJqffK7O2l3K79sQyRmmcyqIxmA7Dx3OjdQKu0E2n+y3fX1n7G7fgiKZGDITZ5IqHYDcNsOiQZ+5gRFr7Xbl1Auv4aVlSegKElIp5ehUNi0XGy7byGbXWOiGx3WBBfxSNbXHRx89Pxt/v0431Nk33X9fOJLQETXhfzN5zd8r2ms1d5DOr3sED8/Aqkq8/Dmze7YzzMyelAkfcJP4KfTy3YD0PVzz88g4TGIFXZ9fQ3F4rZD7ESWCfEquHWejs/33K+6rnvua9yjZ9n9B8c5DcOaJP/L2i5Nu31pVS/hlnoEEUklMQdLSw8d5wOJPiiSPhDd1IXCpn3zHx198vUZJFoYhgHN5iljSZycfIFicZvpEMlCcz7riqijJFGSfEeZVBcca/FUZR5UNWWnQqPnNjudTlinZWyQ48tm1yZuRfLXKvEgBWntkWPf+P0l8Qcij0BQS1JJzA3kakfCBUVyQMi8hKqIE52jSEafYnGbsezsYBuug7OXB3BWI/8+vZ2og5ZZo6oyD2ntEeTzG7Cy8gQSCRWSyTmo1w/tfY3r/STab5LkfBIiKRrQKEoSarX3DiuS31d6WQc/SBpUqHE5SPxAkfQJ7warVvftG79U2vE9x4VMHtF10PVzK/KUsxb7Heo8WEmsnUIps1JEAioTVJlLlv6elcyPjsCXuEK3H8MwQNOWJh64QwQyl3vmub/N5ql9f7gNfIL8vpLAJWNxBEXSB6KgCTodFcmqgaIYfaxO+g5y2Z+Elh7f8YkiIkUiKbMcZXOV9Hu0cPLfQazJabu36EHmRIVSsrifPr+3t7d2zIHbXHRQkaT7CiQ+oEgGhInSU5KgKguQz29MXSc2TdTrdahWq1Cr1aBWe2/PibmJn+ivH3eaaHs3IZWJMXlo2pI9j2XdY/fhnswRYRh3kNYejV0gK5U9qNcPQdfPoVx+DYqShJOTL67BUNVqtff5BdfrFVSkVWUeVDU16VONDAmKZEDoBoWjw+hTevWb61xg1B9Kol9RgtAXS2/BDDsy1m3pTaVSEQ4MggiRm4AVX/7K/HY+vwGqmhJW7unvH1jLfRJz9gC4Wt23olsFrtugQqkk5kZ6fpHxgyIZEJFIZrNraElOCLfzzL9Xr9c9rbawRdDvQ9OW4ODgo+dyFr9LRyZ5v8pynnY6HakgiqKE/QolubZ8GsDd3beOggT8VEqn0wFFSYKmLcFR49/t1w3jbuBBFv+5i4s/sL+IESiSA2AnOs//bN34SpJ5nX+OTJ5O54apzED+0ssw4iCSvLuvUNgcehlBmNl7+N8kc8MysQtyfuj/SXCO17HyS23a7TaUy2XodDpM0NTZ2ZljWVDQ+4ds72dtJhIdUCR9QBrY/T3r3qKXEIi2R6EcD37O79bWL4GCaqL6EFkvipKEcvk1U8oJwAo4kZ0rv6+PC9nvDSOQ9IOPGn73rua5T6XSDihKEi4u/gDDuIN6/dB1AELWRgfdP/p+S6oLoOvn2DfECBRJD9w6ZBKhpyTm4OTky6R3bSbx07mI1uHx7ru4iCTZd3qJCi2WpdKOXXFka+sX4XkKWyhl+2IYhjRq1O+1obejhbLV+srtxb2jLWcyq6Aq85B9+hy2in+x5n/Ty47BB72/5DNB95F+EEsShTIeoEgOhGVR1uuHdiMg65/wxg+Xd+9qjvVtfMdLRCcOIkm79twsY1VN+Qogi4oFCQDQ7XYhrT2SzikOOu+nKvOCfKz3zP5ks2uOzybVBfj8+cT1eGq190MPsKrVfewnYgSKpAfim9lqcHSyZm3xoeN9ZDzo+jnUau+hWt23/5ZKO45RvuxBp4gLWwSDWCK8NcmLZKWyF/al8YS3Kitv/iYNiPE7J0lnPFISVmUew7iDs7MzafLyi4s/rM8rSaasmZslKUtT5/f6keeYdSdeoEgORF8k6cbcd6P8M8ydm1pub7t2GL+f+UY3V15cBJK+v/h9Zo5DTUGzeQoAVlHwQmETCvmfoVAoQKVSAcMwImm9XP2/fzqOcVhLsvTqN2sqRElCsbgt/N2Dg4+2B4gIaadzA7quQ7fble7v2VlroGtHP2q195G8FogYFMkhoRtnrfZ+6O8bVYTsqCNtR5V2b9ClCKQSg8jimJRACecFXQRMJnIyIRB9L/3brr9Jrf+zvmce6LR6UZ4OIAFwzuOTnz/7fKnzdnFjux1W/9V242YyqwBgZciqVPYgn9+A4stf7W2DwtfDlF132XVVFczfGjdQJIeEbiCjuvmHXdPmJmhBvmuUHeowot3tdpksOW6j9HGIpMwdSB6ixOb09qL5T7fjEB2nLMk6eTx+vGKfWzonLXmUy68jG3XdbJ66ngvRc1ku3Vz2J8g+fS68Tvx1yWV/8r2P/QotzvWSMi+F7H5FkYwXKJJDQgceDHvze1lrnc4NNBrH8O5dDba2foH8+gsoFDZhfb0AhcIm5PMb9qNS2YNqdR8ajQZcXV1JfvHeYz/uJa8PLrZBBfz2tissbDwpkZSJo18LQmZVpLVHUHr1G9Rq76FS2bOL+fLluISdvZKEQmETMplV+/209she12cnD+8F81Sr+9K5uaigLT70NQCSnt9eybFKZU8qXGQumnw+v/4i8H6apmm3+UE9BOhujRcokkOSz2/YN/+gIikSEfq1RuPYisZTnQvhPd11vaCETGYVqtV9YZ1Cr9+XbTMMfpclkMLHfAc3SYGU/VUS1pKBUmkHfv/9CHT93F5nd3bWglbrq/1X18+Zh2lC72Ed79XVNWxsvHAU9hV1vqRzJ4JAzsva2nOoVvchn9/g8r16n/ew2d196ymO9LmnI35XVp7Y8QCkPYo+Y//fC9AJmpSBnLt8fkMq1rL7hTwSD8QJ1pHogiI5JHSD+fDhAAAG74hogbq+/hPq9UNhxKasA/AabZMO4uXLLdesH1dX13ZnTsMnUwhyTF7/8yJsGAaUSiXPwcAkhZL+P51ehkbj2DUPaNBzAGDNeRWL20y2IN7FmtYeWS5FJSm8vun0cuB9CptO50Z6fd3crNmnzxkruVDYlFpySsJKGF+rvfd13USYpskIOn9tZJ4AelsUyXiBIjkkdNadUaSbssRhh+kA3ea83Cwr6zXxsgFVmYfM4x/g4OAAdF0HACs4plTaYea00ullqFb34fbWivgbRbAOTz6/YR2vkmR+222k7mZ1jEsgidXSaBwHym4zKO32JTQax9bylsc/SAdKIhHnc5Ra39fmPAnBBz3jgLbQZIMS8kgl/2fGiueXa7x6VXZ8hnwfWRpCLtOgUwbN5qnUxUoevNeDbsvORAdIlEGRHJJqdd9uCK3W18BuSX77YnHbFkh69EnnHBUJh1ejlVqhPWFKJFR3i7U351Ot7kO1ug/F4rYtnH4RZi1693fPjlFmSZJo07ELpWJltiGdW5Ak4/xrw0QJNxrHjny0okFTUl0AbfGh7U68ve1ai+B711q2DjAM6GNvtb5K71lyfPaAUUlyg1JL8I+OPgmzKyUepGAl8yPk8xv2AGLQQU23+931/Lu1RVWZh7Oz1sDnC5k8KJJDQhePHdSSpBsryQ9pNSqxJeXHovTa1us9r45YScxB/cO/DXXurq6upJaQ236IXh/Xo1jchm73+1DXdDhYa48kbvd7jnLZn5hAEyXRL+QcRfL5DUhrjyC//kJuKStJJnGCda6t83R722XmK0X3i1vCACdia1tUk5T+rcV/WXYOtobsJ5BwQJEcEpInlFiSw3Jy8oWpUycSKi9hFFlksg7V04riXEX0a9mnz4c61lJpx1W0R/NYEA42ZCN93nKW4VcEh7Ecndv1rSW3aF/6b0JJgppcgITSfy3K9U8vLv6w1zSSoLP+/WB5DnK5Z705RVrA+s+zT597Xm9t8aGddKDROAZdP2eE0yuYrVZ7D4rK31fkfrMGIs4qNNZzMr2BxAMUySEhi4tVZXTrnxqNY+EIVNQp8gImEjiReAap10e25xe0Ww1+8FGxaN9GnVdVJiC0284x4FBTdqmlIAR1rw8DCayq1w8hnV6WexDUeXiQSDEL7lXFqoGayaxCOr0Mr16V7UCWKKylNE2A6+s/odX6Ct3ud1tsVMVK/9gXs3vuc73E5ZL5W68BErnu9Hyu7Hy025f2OaUjr+lBSLn8mvtd674eNGgICQcUySGhRVLTlgZej8Y3xrOzFlUh3dty9HpN9h1+RYZ3YZH3NG0Jjo4+McsZvI4RoNfJeHRgo7ImZQMLVZmHfH4DarX31rrT/AYUCpucO/Keejhpty+hWt233OTUcputrV+gXj+Es7MzALACskQWxCBLa5wddrsf/CQ5b30rRzx46ltn4eB27K3WV1CUJORyz+D6+k+gN+XbTadzIx8w+PCokO2Jy5e+F9hr1a8iwldpIR4lMtjlfy8KAxHEPyiSI4DunFhrUtyxyuAbj2HcQbW6b1sKIstL9py3FHlX6SBCKRNiJTEnTK7ttuay3b6Ujuhl1u8oBJJ+PZtdc1hQ/L6L6HRuoFZ7zyzmFwWLqMp8P4F2bz/y+Q1HWbUgQun2vq6fM0sg3ESCPxeKkoSnT3NwfX0diU6c/u3b21toNBrS88SvKeY9EW4DTLdzQq6fzA375s0u8/nEgxQUCpv2+51Ox/EbfpbnINECRXJITNO0s6U4G4E/kfTqoDudDpRKO0x2H7eRsUhgRJ2An+hQ2XfLXExBojhlgjtKK5Led9J5atqSq2tclvmHJHUQnVtZx+wm0vn1F1Cp7EGzedpbmiAXJfq8eonX1dU1HB19siujkOU1fKIC0X5p2pL0HMQB3sVJVwhxu5/dBhOl0g5jvZL1wu1223H++KAo/n1aRON6jmcNFMkRwGf5ODr61HvHWyS9M9z0v4NYlpq2BGntEZRLf4V372r2sgziNsxkVplKGV6j5aBCyWe/oTtX2fGJoAN3eLEZnSXJDhKsheROl7jT3X0GR0dHUKns2bUHPa0OF+vEzQon52939y10u999W3JBrN92uw2tVguazVO7tJjoGpOE4Bb+BnnjYNABQyaz6qi/KRoMyO5r0TVky+Cx+8AHCdHLO0TJ0ElVEhTI+IAiOQL29vo18RIPUrC19QsTlj4Iwy7aJ3lei8Vty12rJB0WTxCRlFlDdkciEUnxPt7bWYVsQZdYOaOwIsn+idKQnZx8gVrtPeTzG5DLPXNEFrtZ67IOV7TvbtYy/X8+v9ETSnK+Brs3eKHl/xK3LL2PxeK2PYAIqxMfJmqYno+ULeYn74kGZw/+J+e1T/SeywLU6Oh2JcFGuJNlLPT3Ybad+IEiOQIcE/RKcqxBEIPMWzWbp7BV/MtQIuTmqqLdSN77/08gQmkYd5DNrkE+v2FZypLkAsOKJN85HRx8tNcbOo9rHqzlBguOffGyRrzOr2yQwZ9PPlH90dEnaLfbQ98bAL2O3R4MLEBae2TXoowT/LGKAmVED9FgRWbpE5EUiZtpmpYwK/3kH0RMT06+OARbSYgzISHRBkVyBFxdXdsdDmkYnz+fhLIv8k7Ssmqt/XN2/n7Fhu5ErBG59Z5zcffg+67r5/Y8r6gDSyjzkFDm7LV/fvY7nV62OzDiahz0+IvFbdsF+iJLHAAAIABJREFU63dg4fWdbv/T29PJy4PfA1Yicfv6KUnI5XKOpPdxdQXSKSK9xDHowNCtYghJwm+JpBXBTMp1Mb+tJOHi4mJSpwMZESiSI4JvFLu7b8PeJSG8mPsVB9fnStLuaEcVGdntfu8nj+fcsYq6AIo670sk7YeaAk1bYvLi+jkH/DEfHHwE02SXsAQVWZGAiqJjZVbp4r8sOwJEvM57s3nKuJOVBBvdOw1oiw/tYxOt6R20ikziQQrS2iPmt/iIWvKbxNoXXnM1NdHzgYwGFMkRcH9/DwcHH5lGOcmsJn7dr6RjDzqaFnUqdMNvNI6HFkXZ5zudGzg4+GhZQAo7b+lXJJ3W7+Bzsr//fgQAbKFgP+eNF0cvd5/odVpMlYSV8ahY3LYDt0jw1rt3NajV3kOptGOneROJsyw1WxwtSTpIRvZXFtDj9zrKMAzDDpQj+yJqL0GmJJDogCI5Im5vuw7rahK4rbHj/6eFPKhI0B24vZRi8SGz5m9YN6vXNnwau0FFPsgggY+OVZV5ePo0x2S5CXr+REIoCqiSWZ9uQiD7y38XibLkr0EcBRKglyZOMsAQXfMgngTy3C3fa7G4bacxFEW1qmrKtv7jeo5nFRTJEbK19Uu/YU3QtSJrdLqu21lk8vkNZvF70A6etmLI38zjHwLtzyDHQHN9/WdgkaeXq/BRjf4eYvEKIs4yN6tbh+62rZ9tRMJIv04HogyTXzYqrK8XXMVwkMEh/x1uKRhbra/2WldasO3viVj1FcQ/KJIjhMxNEJEMo1HQnRtdn8+rM/bTSYg+z5cdCmqRBM13SoIk/OaepTvJQZa/qIqVL5SkCAx6/kTbKAlrSYqun7smeXcTPJE7jx4I0O/ziR9UZR7evav5vqeiDp3QgzknShK2tn4RJBofLHjHb57id+9qjt+jLfe4W+2zBorkCCGp1kjDCLMkTr1+KBXFoMnN3SyflZUn0rV1QYTSrzVD5gIHSYI+SCeZTi9Du30Jt7e3kMs9c4hWkN8k5z6ZtKpEkMMzjDtoNI7tHLBk+Qft0k1rj2yvgKYt2cWpRb/BP+cFUlXm4eXLrYGuVVRxJM+gqrjo+vnA63Dpa023Z/Z83TP7QiKI6XuELLFBgYwfKJIjhm4YYYkkKQStKvOOKNBhXIay7xDlbR0WWSdiGHdD7b/MDSl70New2+0yLuugnay9DwpfMFh0/NaAQEnMQbn82pElqN1uQ632XlgWin5Ol8ji98PvOY8DfOkwPnBOZrEHGVyRa+Y8T6xI0h4cVZl3zdiDRB8UyRFDN45Wy7sC+SgbS7N5yiS49tsJDPuYtNUcVCRd9111rrkk528l86Pjt9vtSyZhuUgMvV6TZf8R3QuNRoN5T7QNqTBydHQE1WoVWq2v/eUzgkGNoiQdgTtxp19kYKF3P+pAixddpzXIQJG+hhcXf3iky/snAFiZdujv5/Ma97dHoYwDKJIjgtzwdMMLsgbNr7uRvPbt2wXUau+hWt23XXMyi2LcAqkkrMX6g5YJCwJJPTaq40soc1ZdQJU9d0l1ASpv/ia8DrQrWzRXKHJL2+dJe2QLZKfTgZcvXwqvL/08aC5X0wQmEwx/vZ4+zUG3+32IqxA9iPtZSYhzrfIeiEFc9d5YWaQK+Z/t681XBgHwl6QeiQ4okiOGboCjWBJBRqc0bp20qoy+cLGfDiTxIMW4uMbVCZBcmSPbd1ViOShJuL7+U3pdtrZ+ca2qIRJK2oI0TROazSYUCgXh9wcRSFmny2cWSjxI9epGulcciSN0LtpC/mf7dfo4RQMGP/c2+VsobDKlxHjI6/S6VN71O23nfRZAkRwSvmOjG9aoubj4g3GjyTpouqOehEDSv8dnghklJLx+XMeXeCB3R/LXudvtOspmya4LKRj87ds3x3eJ/udfD7IWlv6/3W4z+7G09BBub7t+T3es4N3gdI5UkkxfNnjxfY8r/nIy85l9+OT/KJTxAkVyBIhGq/7cM+Lv4Dk7a0G5/BoSCVVoqdCNsVTasa2cSbpb6c7Eqh4/no5A188DR+f67QTJcz5dGy1W9HEZhsFYMMSits9JL53e7u5bYecqEz83URS95nauy6W/2tGw/HKdaYPP3UrP+4qWZQSdk2TLiMlx/Aa1ZhqjW+MHiuSQ8Dc9PWk/yHfwOSEL+Z97Vo6zaCz9fG3tOdMRHxx8ZMo+jVso6efjKgdEz/uOypJk9l1JQqGw6Wtulb5OR0efIJ/fsMWIfM+bN7uBUr8FWTMaRFQBLC/EtEOiuul7o1LZg0plj7Eyg9w/vEdABH3ORdl2aEsSRTJ+oEiOlHt70l5V5j2rNYjodrtQre7DSuZH1wAQvoGLSh1NQiRFrqtqdX9sncD9PcBG4X8f7bxkryOjXcXDzieT6vVBPxd0WzfRnIZMOl6IBEpkBdL3S5D5eub+VlOe5cronL7kd4vF7ak777MEiuRIuWdS0w1SO07Xzx0Lo90Ekjzn13AZxt3ELUnRfNA4qL77+8gsybT2CKrv/i61HuPfuTnFOv7HJKbVarku8yDPRckV/NzffjwktDU7TD+ARAcUyRFD5j4SD1LStWgy9yqA5bqj13yJGmuxuA0nJyeg67o1D9PbvvjyV6hW96FS2bPLBgXpBESi7P/zC/Zom9TUGyWOgBTFWUVeNJiQDTDI+TIMY+KiMa0iFS73VjUOZR5IjVO3QWVQgbQyS7HzyqLrmM2uMcuKNG1pIkujkPGBIjliyBKFpLoAmrYEfvtD0uDevNllUo7xDZuMZukGSicQsANGAgYmuImlX4FVFf8RgMNCcql6HYPIgiCvHdT/zxHsyb29TMc7SnUEP4dIsCxmP/fzIF4Ieq2jbA7YLr6eXIAHCasNktR4/Lai/5FogiI5YkgtOdIIW62v9nt+Qv3z+Q0uyIDt8EUBGJ3OjdSC8u1y7NUjzDz+IXAHQv/mysqTkZ9T0XnjgzS8rGGHmPf+r9Xeu470TZO+Pv8EsmC879Y2QNfPoV4/tOs5ktyr5EHysRYKmwPNUyP+yWRWHdfdazDl57G+XrAHOTKxO+iVoqO/m77eKIrxBEVyxJAk57J5DD+LxD9/PoFsdq1nUfaDDPgQdPqzudyzgS1BerEzLZJBLFHaFTwu6OPtdr+Dpi0JO8GkuuC6r7xQPn684kMs+9fr4uIPqFT2rGvEnSdRUWfbkk2oKJJjplx+LRRJUdsI4nIllqSb0PHeDVk6OiReoEiOCGatpJJ0NBTZtm7vMUmZlaRr4EC1ui90K/p6qCl482bXWl8Z8Dt4IRhnMgGeA6qINO9KpfdRtHyG3zbxIAWqmoKtrV9A188p16jlxjNNgObn/4Ds0+dCEZS5dunXaSsbO87RY5omtFpfXTMhBa0pSrb1SuLfaBwzAXeqMg+NxjFe5ykARXKEkAZBZ2Lh11YFbTSFwqa9IN3t82dnLUgm51zFwtW6UlOB5jL5z5Ow+lEnEpBZ3OT/cvm1NEepyMqk91Um9Kpqpdgjaxw7nQ4UCpu97ReABFTJrBWheCpJ4TIdZLSQ7DqGcQe6fu5IMCAbLLne40rStTasYdwxZc1UZd6RZQeJLyiSY4B2+SiJOd8VH2Sv+1mAfHFxYYsFGTEHsSa9XJVenxvXfKTbcZPXK5U9SCbl87Ey4Xebu1QSVjLyZvPU6gApIWY/Zz1UxZrbXf/fNqFQsB759RdQKGxCpbLH5IFF62Ky0AWzA7talX6KQtl1291967g/6IAdHrz+8QJFcmjumf9M02TcgKoiXugfFK+GRX6XXvoRZM7FzQry447y45Ia3fHfO97vdG6g8uZvdn1F0T76sSBE5+Lpf3kGBwcfmXJgjcZxv8NVkr3E4eOP6kWCUyrtONYM+/aWqCmHFckuR7oUejJOTr6gGE4JKJJjQNf1XqOx3Hq12nsAmExKKsMwoFZ7b6VIc3EJktdWVp7Amze7PRHQoV4/ZIrG8tvLXJiKkoR2+zKUjoH/TVKJXuReVRJzdv1IvgKIqlgFcgv5n6Fc+is0GsfQ6XS43yLLPfpLb9LaI7i6uoZm89SOEq5W96H+4d+YYCDsNMeL8/xag6n19YL3/dtrr7QrXVZ3k/6dszM6gUHPA5Fexms9RaBIjgi+UdACNclSOeT7u93v8OHDgTU/yglGLvcM6vVDRykoAl9ZXZShhLe2stm1iR2jHyqVPbvz4l3PRCRJoWW362QYd3Bw8JGpnkHey2V/AiUxZ1vvIouVzCUTgqarQ7xxm6IgwW9uLnh63pgP+qHXJRuG4Zg6YTPsWAL75s3u+A8amRgokmOCXh6QTi8DQHji0encwMHBR6jXD10DEAB6yRAoUfXrsuRTb0Uhi02lsie0hO3nXKFlVU1Brfbezs9pGIa1tKbnTu10bsA0rfNJAkL4daz876W1R8xaS2Q8iLw0/PX3inJmBXIBlERfJD9//gzp9DKk08tMG2Ii0HuD0LA8Ksh4QJEcEXyjqFT2mM739vY21P3yM6fZ6dxAOr3s6l4Vuan8lhCaBCLXK7+eUeSCFVnOae2R8/1elQ+Z+IrO00rmRygUNseSrg+hr3nfShclGveel16wBz30IOfp0xwT+U0Sepimaa8rtuevn+ZCOAPIOEGRHAGi5QnN5injxtF1fWKu1qC/Y7mS7iCXe+ZpOTpcV1SdQtG+TAqvlF/N5qlwrlX8fAFI1KrXnK6bpWrPgfbWYJK5aWQ8kGve6dyAtvjQZe7RPQBNUZJUMo/+50m0M/kdEntAf/bo6BOzL0j8QZEcEXw+R8O4E85tjPv3vdYVihqvrp870nn5FQE3K3JSHUWQ3zk7a0F+/QUjiIkHwTpTutM8af5fUHz5q/Qz9PmKksU9rRjGne05EHkNZB6SanXf9vZYaQehZz32A7r4FHP8oEvTlqDb/T6RAD1kcqBIjgBZwmOrsVoNtFx+7Xh/UvvEv2YYd9BsnkKlsgeZzKrQ3ejVqZC/Ihdi1DoHfn8ajWPbrSy1mBU2iIOvOqIq/UCfTGaVSUrPiyX9/yQzEs0at7ddh0CKvCBkLbDtNu+50AH6aQfpZVx0Mg8CnaOZuOfRUzCdoEgOiduosVZ7b7vsxhX9GeS7SGktPrMOb0HJLCp++8qbvzH7EDVxlNFut6FU2gFNW4KVlSdshiTmeK3qD63WV2g0jpk1mEqinzyBDBR0/Rx2d9/arj7R+ROlKUSGwzAMaDSO7WVPXl4BIozF4jbUau+h2TyFo6NPUHz5K6S1R/b2uexPcHT0CUqlHWYpULfb7Xle2MQboghoJP6gSI4IUaO4uLhgOt8w281R49+l1o3bQ9TZJBJqbBfP09dJ13X7GEqlHduKJlYiX8gagFT90OH6+trxXn+bO2YBu32u1dRYEy7MGqZpcq5z+VpIXiD7iSHuAYDNfUw+U8j/bP8ODR2URx6T9hQhkwNFcoSIGgg9MhWVuZoEnc6NfETtQyT552trz5lRc5Tx02nRa+pUNQWvXpUH+g3+b6dzA/X6IdRq76Fa3ReKLuKO19y632kB/j062Kzb/W7nXqUHNCRTljx5QH97a3lQvDwqiD9QJEeErGEUi9t2I/799yPP7cexX8z8CiOW/vK08h1PXCut++nEjo6OBr42srlp+nexAw2O2zmTDeZkQsk8V1OQ1h71y8OpKVhZeeJwr9KQCHCRFYlMJyiSQ+K19OCAKsTKp6ebFO32pSNAZ1B3q7b4MJRjGDWTWI7jFjyFBEd07kqvfpMKJC+gdDIBPuI1m13ztAYbjWNHog1FSfYq38j3EYk3KJJjgl5LxQdthJl5p14/9C2Qoo5mGubUTNOEVqsFxeI2aIsPIZ1ehmJx21dBZD9JGfrcM+9hSrrhEA1IW62vUKnsQaWyZy/JkHlBeMuS/ru+XvD4LbaaCPksXe1D5klA4g2K5BjgR6PEtaktPgxt3oL+vUEsSSKQxNUax06A3mcSWMOfC+ISF+mZqJP2K5pxPF9Rwu/5I0FTMrerSCyVBElKzv4W+VuvH9rJ7Jnv61UIQXGcblAkJ4CVCNtqnCQqMiw+fz7prxPzGbiT1h5NZekfuuOjHySow+14gyRrmLbzFgXoNb+6fg66fs4ESdHLcGQiqSR61WB679ExAzQrK0+ceV+VJJTLr5lri56C6QRFcsQI501KO0CSCjSbzRD2yqLT6UA6vdxr8P6CdtLaI19uyDhycvJFGBGZTi/Dt28Xvr/HTRhlAonCORyGYUA+n2fuVX6e0dc8JT0YTC9z97olerp+7pjb5BOdE/C6Th8okhOgXj+0G2et9j6UhkQyiZBEAlaj591O/YjXxIMUaIsP4eLCKRZx7Ahk+yzrSDOZVcc60Dge9zThcJdLrEOZW9VrnlJV5kHTlpji2gAAb97sOj6H2XVmBxTJCUCnsCJFXCfZ4dK/9fnziV3+SUlYmYAqlT1o6f832xGoKaEFGUehcLPqRPNTSmLOTkrPfwcyWWTXrlDYZFIFygLNyICP9xgQq1MWyEPm30llHNqK1BYfQrf7PYzTgYQAiuSYIcnOSSPLPP6BeS9K6Po5lMuvoVDYhHq9Lt0uavvtBy9L0tHBUllZZMkCkMlCn/dqdd/Kl8t4Rtyz7tCvvXpVhoODj9L5Sk1bglbrKxSL2w5BrVb38R6YIVAkJ4Bpmkz4uFfh47DxO48Wt46C3186bSBvgcgqdsTtmKeZev0Q8vkNJqsVCbBxc7WqyjwYxh0cHX0SWpNWysU7qNcPIakuMAn/M49/iG0yDWQwUCTHDOlU6TVcR41/n2ge1yDiNo3RmbL9Zwpjc3NO1nzsH66fR6LByckX+/o5olAlQrm39zdHxRAlYRXI7nRuoNE4ZqxUss3JyZewDxeZMCiSE8KqCNLvhMOIGB1kTV/cXYyy/SdzTTJ3HHG5vnmzG1rOXcTCz70nm1+UBemQUmiia89n8SEWaqGw6Xt/kOkBRXJCfPvGVgShM3VMArKGaxotxaAYxh1knz6Xd6BcJ/v48Qrz+Vk7X1GlPwAChydAZlHKgnsW/2UZdnffwuPHK8xnyDpK2ZIPZPpBkZwApDFr2pLdkKNWpT5ItYw4025f2m42qzNcEHak/GtYwSMaiM6/ruuulqTbIIgs+7i4+ANMs+fx6VmYqjIPimp9lq4agswWKJIThKztIusT3cDOeDywbu9+1CJvgdDBGmFY/giLaf6z99fZLkTrGN0GPfRzTVtipj7oAtzEiiyVdiYaQ4BECxTJCdJsnjKNFLOxTJ5372rW0gGXBea0q87eppenEwCvT9g0m6dWIJyasqJbuVqQItcqiVKlr2s+v8G4UBuNY4eoZrNrTDQrXvvZA0Vywmjakt0IAbByQBh8/nxid7Kkw6TXwonSm6E1GR50uyDLNuzgG0HgjciqZJaGKEnY2vqF+W5RGSwS4Rz34DVkOFAkxwwvgltbv9iNUJQfFBvieKHPr66fM9mHRB0sb01atQOx0wyDTufGvlb0oEYanSz7q6ZA05bAMO7AMO7g5cstJnsP3T7xGiMokhPm99+P7EYoCwbAhjlZ7OwtHssHEg9SWIU+RMh8sttAxnH9FGc5NPL61tYvoGlLkHiQYr0HasrRNnFgNLugSE4YwzAgmezlcX35K/MeNsDxQHdwssQKzeapY92kLACEBHrg9Zos+fyG1D0uEsjiy1+hWt2HTGZVLqLU/0l1ARQlCY1Gg/ldt/XDyPSDIjlBSMOilyB0Oh3hNsjkabcvmTljkbWiJOagUNjEaMcJQi+h8rIiyfN8fgMAABq//0O6BEQUsHV09Ml30g1kNkCRnCj3AABQLr+2G6hbInFk/PAdHolw5INDmM5VtTpTZHKYJjjTxAmuDX2NcrlnTF5X0eAnofQ/12gcY/FsxAGK5AQhjaxardoNPptdc7yPhEs/p6s8kCetPYL2t/8n7F2dKbyWecgesuhXeq1ks3nK/Ba2RYSAIjlByJyYruv9UXFv/R02yuhgGHegLT6Urp8kj7T2KJQcvLMGaRtSq9FDIN3WwWrakiPKHNsiQoMiOWZEDa7VajFRd6SygCiwBJkMvJutWt33XHNHOlk6EhKv33i4ve06ln0EsSRFoplOLwuXYSEIDYrkBBBFxdEiiUVco4VpmtBuX7quu+PdeMXiNtzd/X+4VGBM6Pr5QJYkE7lKu8+VJDOvjJGriAwUyQnBN0I6CKFa3Zdui4wX2bk+OvoktCJF1iR5TdOW7ETobt+NBMM0TWi1vkqX5QR1t/oJvMJrhxBQJMeMbF0eXRFEVKeOlLZCJoMsM5JsfZ1UQHsL0bGTHS26fu4QPn6O2DN4R0lCPr8B7falcAkPegEQESiSE4JvePn8Rj8AJL0s3Q6ZPIZxx7hS/SxEZzpwQcYWZDCY3KpeAxSXyNZc7hm0Wl9dfwNBRKBITgDRCLVQ2GQ6W3TTRYd+0I44P6gsGITulIl3ABkNhcJmIHGkr0cu+5P0e9F6RLxAkZwgdEOkLUklMQelV7/13r+PbMM1jDtoty8hv/4CtMWHYe8OQ5Bz5laizDAM2xXOW41ugsk/JxlfkOEhQTtBrUhVsRIO0ANQBAkKiuSE4Oe8dnffMo2diE7UhJFGUZJMVG7U8JNj06uG58uXW0xQlShARySgdIJssrwgyO8jckqlHWHAlB+hzGRW7e/Bc48MAorkBKE7cX4dnqrMR3ZhOrNsRUna+xynTodfg2pVur+33wOw3Kyuqc4Ec10yMVUSc3Bw8NF1fxBvDMNgyliJzr3bo1x+jXl2kaFAkQwJUjKL7lSj7BYyjDt7P4nVFAdoMWo0jqFeP3Rs0+1+h1evysJOmO+IeUuG34a/ppXK3iQPd+rQdd1zTtjtQa43DkqQQUGRHDO8C5D8JY2f7ljfvauFtp9enJx8cXROUcCvO5NUnk88SEFaewTl0l+h+u7vUCrtMNUlRGJHv8e7VUXuV+a71BSUSjue+4eI+fDhwP38ejxkEa0I4hcUyQkgEkriRqIbfq32PszddCW//sIhGHHAMO6gWNx2VpCQiKDMMrRec0a7ku+VfRd5jU8YAYCC6QcyLeEWLOX20HXd8Z143pEgoEhOEF4sSV1J0uhpSzJKDVnXdSatF9lfvhZmGMjOU7t9CdXqvl0qyc0l6mYR0iIomm/M5zeYeVq+47Y/oySh1foaqesaB0Q5dINYk+QexfOODAqKZIj0SzJZjT2Ka+s6nQ6k08vCiM6Tk5Owdw8A+h2gYRhQKu1Y+6skQVVTDsHijyOhzIGiigWu/uHfAACg2TxlqoKUy697v2wF/hAxduvMlQQuCxmEanXfYcXzAxC3B4IMC4rkhBCNZC8uLqhOlG7U9xPcM/a3WJfwHWSfPpcGsZRe/Rbol0RLM4YZ4Yv21W2OUGyBWJ1vNrsGKytP7PdevSozv/Ht2wWk08ugqik4O2sJ96XZPIVSaQcymVX7d4gIJxQrLVq327XXwyIWbvcAuf9Ec8b8gES0HYIMC4rkBBF1BpnMKtPIwwg0EAW/dLvfbXewbB6ILhg96v1w6zjp5RyGYcDx8T/g8eMVf+5T7n9t8SEcHHxk0p9lMqtwfX3t+N1O5wZKpR24ufkfnuLebJ5CLvfMFsj+HFl0I5jDwG2wRAe3idZHSl3bvW2ilvACiScokhNC1qnWau+Zxl6p7IWecefi4g9HxKdo5L67+9b3d8qOpdX6altfipKEZNKyuFZXf4BSaQc6nRtm23r9ECqVPSgUNi2LTU25BuWIOlJaIOm1qc59FFt7QRIEkMxK5Dez2TVrHjMxB2ntkZ3jFefMLOh7n6RuFLlRRfclf43z6y9CPhpkGkCRHDNeHerV1TXTyZMMIWF1moZxZ1u3biKpqqmhCtY2m6eMe5P+yy+zKL36DdLaI6bqg1uQjJdYptPLUCrtgGHcUXvUF8T+uZe7RP1k9wEAuL7+E/L5DSgUNiGf3wBNW7IGApSLnV4iYv3m/cyLJl8/UuZqlc1NokgiowJFMiToTrBY3GYaexiZd8j+5HLPHHM8otRsKytPAn83QF80ZGLm5jJNqgv2/tDb06IqSyNHAme8zq1X2rpBIR/X9XMmgwzZN9ESkVnFNE0rPaDLPKTMxUoPpDCRAzIKUCRDgLdC+Ow7k27cfDkiWohkHVPQTt00TajXD4UL98mDFz+ZWPLvyfJ5Or5L4Zdh3DPHP6rzyP51WqiNRsOxtCSdXmYs21m3JGXrT8mj+PJXJqiMv49UNYUDD2QkoEiGDAmSoTsFOinzJCFzZW7zPOQ1eq7QC8O4Y+bmaMtP9N1uARlublSZe45+7/HjFWrP/Ls1ZW7VQcWMLP/hjwE7dguRtS27V8j9xNwLShKazdOwDwOZAlAkJ4ysU6VdrkpiLpAIjQpayIjlJbL4Xv4fvwT6XrLWzUvsZO/7EUW+Q+WFeJTu7FFZeeXya+ExYMFm1u3vNgCSCSiWyEJGBYpkRGg0GowohdFR9i1JkTXXH6GLUn25wacW85qLFFmCgz6YTlZNgaIk4erqakxnMDiVyp7DtThrSQdEg47d3bdyD4Ed6CZPMBDWQBOZPlAkI0Kn02HSm01yXpJ0UiSzDhHExIMUJNUFZs4vqCvYNE17mYvo4cc6HJVQVip7TBWQqMz7nZ21YGXliR2YRDIvRWX/JolpmnB9/acwy5P93G4nTvcrvT2CjAIUyQhB53KddIq6VuurYx6IX4qhJOYGsnDr9UP7e0V1F8nrItfaqASS3u8oiQ9fyqtU2plJdyt9HtbXCw7PAj3vSIskf63J9V7J/Bji0SDTBIpkhKhU9uxGrmlLE/3tfH6D6YhEJaFyuWcDfbeun3vOK8nmmEZlTa6vFwCA5KJNQ6VSGeHZG44oiXYY0Md/dtayc+5Kg3XsaQnnPUqez5rLGhkfKJIRwTRNODr6xMy7TIp6/RASCVXq9kyqCwMHQpimCZ3OjbizkwRdjFIgRYEcV1dX0Go586/SlOp6AAAgAElEQVRGhVkSTX7ZDJ9lh74niBcim12zPB/8PUptWyrtzNR5RMYHimSEuLq6ZjqHSUTnmaZpJe4WiCP9nM0KE7wjJ1l8iOCKXKJKYk6YDGAU7lZVTUGxuD3KUzdSZrVDp4+7Xj90lB0TueC73e9gmuBYJ0nPoeNSGmRUoEhGALqjyDz+wW74R0efxv7buq5DIqEK5wLJfqysPAHDMBz766djv7+/B4B+ogJSwkr418UlO6wlqSrzkEio4zmJyFCYpgmNxjHjZpW65CkPiyhqmgyyjo4+zezAAxktKJIRY6v4F7tjmESE67dvF46Qel5g2u3LQEm9WfoL9uv1Q6hW96Fa3YdG4xh0/Rx0/RzOzlp2ovNRzUGKrNQgqfTCZhY7+Gx2zTX6OfHAGkwRms1T6WBKVM4MQQYBRTICkPRl9HIJVZmH7NPngu1GDzuC5xe2N5jfHnfnXa3uQzq9bFu3pHNcWXliC2ylsgcrmR+FgsjPTWmLDyG//gLy+Y2ho0ZnUbjGDX1OyZw8kwjCXkM6b89HEnRdlw6KRAM7BBkEFMmI8d/+m840drIgWpwXdDSsrxeEc0HE3TspgSR1Iq+v/4SDg4+Qz29APr/B1Hvsb9ur/Ui5p0VCWSxuQ7W6DxcXf7imkxv3MdLfj523E1I4W+YqJ4M3egpCFjWdVBdCPBJk2kCRjAh0x0mXzqIDEMbVuZbLrx01Gfk6h5Ps2L1+i37/9rYLudwz2xqm56WUxBxo2pLvuV2RiI7i+FEU/XF723V1m/OJLOr1Q2lENoKMChTJCEKSCigJZ3UIgNF3uqZpWvOBago0bclODO23ZuIo90P2O25i1e1+t+ez+A7TWgrg/3eDvs+/125fWun9lCQoShIKhU2HFYs4MYw7a7AmCCAjgx7eXU7msPl5zEL+Z89rjiB+QZGMAHwHurv7luko+ACeUXa49He125dgGHeeojgJt6vb74hep11vfCBHq/VV+lk3N2jQ/6+urq3lNJRVqypWYggy0EGxFJPPbzDeDD54J/Eg5cjFSop284MjLLaMjBIUyQjSbJ4yI+la7T0AjNei8+tenOTcHf+a7HfJa7J1dWnt0UiX08iOnbdseIsWkUOS6zuWfFDPy+XX9rm/vv5TmnwCzzUySlAkI4hhGHbqLSUxN3A6OL8EFb4oWkOdzo2ww+TnKZm1mcRa6blGc7lndu5U3sVNkB17p3PjiKxlrCE1hUWVJZgmQCH/s/zcEbHsLf8wTRMODj46tiXXmMzj4zlGRgGKZAQQufqYenq9BdSz2Oj9rs8slXakCQm8EhQ4rE8lCen0MpRKO3BxceG5TwBgz6e5fSdmgZGTefyD0IKkzyOdj7VY3BYOipTEHNRq72eyrSDjAUUygpimac1L9qxJVXXOx0xbJzDI0giybIAWKDdrcqCHmoJc7hk0Gsdwe9sV7kejcewqyuT/tPaI+477Ic7Y9MB7AYTXUE0xgTuMJ4DbfharqCDjA0UyYhChaLcvGZdrobAZynKMSeEnspV+3m5fQqWyB5q25Fi+MmqhpC36fH4D3r2rQa32HqrVfTsq2Ou3yfq9SdYJjTrkWpJk5W4eAFVNQbf73f4cHbTDewgmkfMYmR1QJCMEKwZs9N6gVTjihFeAzrdvF1Cp7EEms2oJE5UpiKk3OCor0kX4/LxG7w+dRebDhwNfxz4NgyE/S3na7TZjGYrOPZ+c/tWrsnjeMjEHrdbXqTh3SDRAkQwZt6jSSmWPEYFpjdrz06FdX/8prB4iEqZRW5F20A8nfLQA0tvIhJJ+P5NZhUJhEwqFTSaF2jR37qJ73TT/CQAAb97sup43PqnGwcFH4TVRFczbiowWFMkIwVsTnU6H6Qi0xYch7t3kEFkf9LIYOqMOyenpJ0BnJC5XiStV9LuyICHmoSRhd/dtSGc6PPhrbBh3lodAcr75c8SnpKM/x8/fI8gwoEhGEDqIhawfS6oLoCrzcHHxR8h7Fw7V6r5ECMWVS0ZtTfoRTC+xlL2vaUthn95IQAKg+JqiSsKZUKPdvpRakggySlAkIwY/wiZ1GElncHDwMaQ9Gw9+3YukdqCXMI1LIGXzXyLhlAmpW3DKJGqHRg3RPKwoIKdQ2KS2ubc/Izu/CDJKUCQjgJtQkMoIxJp8+XLL8zNx5+LiAq6urpjX6AK7XuI4Dler22uieUo3K1K038Xi9kzMSxIajQYUi0XY3X0LnU7Hfv3lyy3H+SW5hC36Iim7VggySlAkY8DW1i9MxxE2QTrxIP39yckXO4entvgQ6h/+zX6vUtlzWolqSihYbsIV1DKUuVUzmVXI5zegUqlAobAJ6fSybytTJLyzNN9Mp+9TFWv9aK36r9D8/B+Oa5ROL0u/S3Sdo9A+kOkCRTIG/P77EdO5ihZLT8r6CFIZpFjchnr9UPh5ACtHLakZmU4vC2taFgqbUK3ug7b40FV8yDwWvdTCy7JTEnOwsvKkn62nlzigXj/s708vjR3JwrO7+9YxL2yabCSyX1fwLHbu/YCbeSDzyW5uaDrLDkD//tH1c8e1R0sSGQcokjHAMO6YjoNOLAAQTqUOi3vpOyQIQ1XmHUJJoC1k2Vyi23wevY1oGUZaewT5/AYUCpuQz2/A+noBCoVNKBa3oVZ7D7p+TiUnaMPKygoYhgEAVv7cRqMB1eo+VKtVaLWsZQVuuVvpJSr88fAdOX8cvBhMK/255QUghZRF54UMdkTJ/QHYLEf8uUSQUYIiGRPoXJWJBynY2/vbQKncBkEuyPfC7W5vu7CS+dHuuGS5NNPpZUg8SAkTg8vclIkHgnJKShKKxW04OfkCV1fXvvbfbWDh9Vf2+ePjf4CmLUldvTKhXFxMw/X1n47vmwb4c3Z8/A/2+in9rFIkgps+b+/e1RzfA9DL1Ss4ryiSyKhBkYwJZPG03TEkVCiXXwu3HVe9ST/vm6YJ5fJrpqP7/PlEuC1ZTE9crsTqI6/R75HnxAqsVvehVnsPtdr7XoaVYPvtFz9iSr9uGHdQre7bc5ReLlbiPh9nGbQoQB9TobAJmrYEpdIONJunkHn8g0PwyP/EkqTpdr/3BiPigCj+9xBkGFAkY4CVWECQBJpL+jypfZGlGjMMA169KjuK59KFnP1W9QiyjZ9cr35/w4/V6W+f2UAkkQtWSczZayQH+Y244HYspgmwvl5wuNjJORJVTqlU9nrn1Gl5oiWJjBoUyRiRza71Rtp992Qms2pbUePuWGXf32p9hXr9EFZWnjjFoFfmy2v/gopZUEZ9bmTfJxLZz59PGMuSdiGL5iKnXSCvr/+0a6R2OjfMIIK3smlXPfnbaBw7grxogZ32HMfIZEGRjAmmaVIRlCQ60OoU2u1Lx7b033FAR4S6Bddks2vCY3EL+pHNew5yPDKrchgL0+032P/7+y4LNGHz8YrneOON8zqTe6fROIZMZtUR8ESfI1kNzkxmVRo13Gp9HfdBITMEimRsuAdd14Xh86KOZBwdLPnOTueGcY+JXInkeaVSGfl+iPbJ7b2oiE0+v2FZ29TAQtf1sHdrorTbl9xAQZ4dKZ/fsKONeS4u/oBCYVN47/UtSflADEH8giIZG+7BNM3eekF2fRlfRogwCnEQRXju7r6VhuzTARiFwiYYhuHLNRl0f4b9nkEZxW+125eg6+czlYjbNE3odruQza6BkphjoppFQkeiWkXf02637f9Fn+8PGlEkkeFBkYwZ9FIQ8lfk0hwn2uJDcdSmkoRCYRN+//0Irq//DJRtR4aXNej3N9zWNzYax1Cp7Dmiauv1Q1vIRjEX6hWcM83BOwDWuliRS140HykSScO4g1zuGWjaEhjGHRwdfRJGxGJha2SUoEhGHFHQAj9/oyhJZptxQkpWOYIm1JQ0acCkgmb8cH39JzQax1Aq7djJtHmXMf08rT1yzRo0yL4HWVYyLbRaX5lgG9k6WFWZtwdb/LnIZX+yty++/NUxWCPPM49/COkokWkERTLi8J0nmQ9kFqYrSSZJNL39qKGrcdCdE1mK4scaCrpvQbMLnZ217HR21eo+lMuvIZ/fAE1bss+bqJCy6Dk5v4Pst99j8nuccYYfXLmtHc3lnsHZ2RkA9M9Ds3nK1RGV59VVEnNcUnQEGRwUyRhBOoxsds3RWYjC3sdhwdVq79lOilqrGWTN4ygjVQmdzg0Ui9uOjpPO0iMKNvISSrck24Pu/yi2ixN8gnqZyBFXqujzsry8ou+alTR/yPhBkYwh9foh1TH0c1zSAjQuq6fROGaiMwdJZjCsa5EXS5LlRmah0EFFrhYj5/4jz9fXC8KOe5h99rPdNEFn1ZEJm5KYs7NI8ecrl3vGeABEViXdHtgoVwQZHBTJmOHMvmN16OOuM0l/bz6/Adriw8ACOep963a7TAo4mQvPrXOWueyY52oKMplVqFQq0Gw24eLiYqTHATC94ggAzACGD7LhH9XqPnMu2u1LphBzWnskjYi1tpGtQUWQwUCRjCm8y5WvRzitnS5tOZLyWZN48J26tvgQSq9+A8P4z7BPSaiY5j9d3z9q/LvrQIQ/r/SaX9M0ofjy1/77veCw/PoLx4Cn/73ztlCybeJ+qud8kfGBIhlT6vVDppNJqguxDlbw44I0DEOYPHxS4kh3zOXSX6Fc+itsbf1iJ1ufZUQC1Ggce7q3+XPLV4yh63QqShLqH/7N/lw2uwYnJ19A18/h4OAjY3GSbfoBbfeTPB3IFIEiGUOIy5XvyAuFTcd2cUIW8cm7VXlX87hFUrToXeS+xTmw/jXkC4W7uUjp800nxiD3uaYtMRY8+RyxOulB1M7Ob0z5rf7AEUUSGQwUyRiTz284AlMuLv6YCnEE6FuOpJOUzRtOyprkg0WIUGuLD6Fa3WdSqMXtGowSOk+tl0CKolL5c0fmNJlt1RS0220qCMxy+97e3oKq9rP5yHK/zvL1QYKBIhlTTNO0M47QgkGCFaahE8jlcpJ5J7EVMkm3K93Jx92CHxY6WvnbtwtfwVAigSSpDPnvBQCmiLeqiOtMEsrl13a1HD54Z9auDTI8KJIxgl/acXvb7RWfpVyCakqaFDqKyJaDkByddOfqiIxUU0OLX1BxFAWM9Dv2e8dxTTv8cdKp59wsR9nrsojUDx8OYHf3LTQax9Kct6R9kMQFSmLeztwzK9cDGT0okjHALTtLqbRjC0hSXQBFScZubsxt3eTu7lumE6UTY0/KkhR17nQHL7N+Zg3TNF1Lp0ld10oS0ullKJV2Rnbvkv3AFHXIsKBIxgyrE+5bLLp+zubEVFPSeZi4ks2u2bUrVWUe8usvIK09mrirVWwhLUB+/cVIkrlPA17LPfjzpyhJKJV2mGQNdArGev0QqtX9XpTqPZB7vz8YEQfk0IUAEGQYUCSnADpRt5KYm8oqCI1GA2q1mu1qI5l/ZK5Qt7lMt05cVRYgocz1HkmpBatpS9BoHMNK5kd49aoMANNpRfpxVfajS++cViJ9nhVnke5MZpX6DksEDcNwpLHb2vpF+JsyPnw4sF3yfFFyv9+BIAAoklPBmze7bGevJIXV2ePeKfD7Xy6/FnbKXoEjXkKpqPO2UMosoVbrK9ze3oKScK7tm0a8hdIZbS0SSn5eOZd7BtXqPuj6eW/JRwdyuWdMAnpVmReuAXarqHJx8Yf9G4OkTkQQAorkFNDp3DisKlkhZoB4l2XiF603fv8HbBX/4nTjUQMGVU3BysoTyOc37Mfu7luoVvft/zOZVcZtTcRSJLDZp8/BNHsVUdSUY0ASx/Pqhp/jqVT27PMnOmf89eGrsKjKPOSyPzFp58j1I8nKZfshy6STyayCkrDS003bNUEmB4rklEAqvpMOJp1enuo0XKJk7p1OB3RdB13XodVqSben/9Lvt1pfmYohfMAQLZK16r+CoiRhZeXJTMxHut0/un5uD9JE508WvJPNrkEu+5NrYE8ms+pYf+o3kX+ptANKYg6W0v/L0AnqkdkFRXJKcBRjVpKOpSDTJppBj8fPNsT66J9Ll2hXqkzYNCMuS9ax5/qIGInE0eH6VlOQza5Bu90GAGsZEwnCYrbtbdftdqX74LZ/AP02kXiQcvWsIIgbKJJTgmEYdjouUi7o5OQLAEyHOA5TizGIe5ksqeHnK7XFh5B5/ANjUZKlH3E9p35wc2WqaopJGSezHu15yN5Sj263a38XCdDhXaxbW7+AYRhCi9/tf/o1Ui2HzJFiVRBkEFAkpwTTNO2F3IkHzoXZ09yRe+FnLotAikqTDlvTlpglNQcHH0HTliCf33C48GblHLfbl65LO6SuVs7y5iNYiaUpyqbjJo5u5z379DmzX6XSDiPSCOIFiuQU0WyeMpaktvjQdlfNKkE7w/45tOYeRcsH+pUlvBCv4Ys7BwcffUUS83/Jco9m8xSyT58Ltwm+xpc9x6K8r323+YI9F6rr+jCnAJkhUCSnDHp+R0nIEzwDzI7lE4ROpwOapk1dQoZhoN2XBwcfmUoc/HytbJmNkphzzD3y76+sPBl5gA1xuVoPq6Qc+b38+ovYZadCJg+K5JRBz6mRAB5ZrktEDg4g+lxc/AHr6wVrzptaJuMlkF5BPLwrVrbof1hI5De9ftN+qClhUQC8/ggBRTLm8EEpZBE1/eDXmWEHIAfPDUujccykBJS5WL0sSV4U+aQC9FzlqK/B0dEn6bwp+UvmQTEZOsKDIjllmKYJKytPHB2BaKkCdgYWfiImZwX62EV1IYdJLi+yKBUlCbu7b4W/P7pjcqZu5IU+nV6Gq6urkf82En9QJKcEunOpVPYcI2U2RyYigl+oPiuIjvXo6JPDtcoLo19LkliOtMCSz5bLrydyjCcnX9yjcJUkrqVEhKBIThGkk7+4uLA7OLpz+vbtIuxdjCSzJIhekLynJDhH5DINYkU6LEdqqcck08WZJjDJ1UXHwpeZw/sCAUCRnFoymVW78ZNUYbRbC3FnVjvIbvc7PH2aEwbdyOb0grhZSc3To6NP/z977/KeRpbsi55/o8hEj9EWSHbPrsGuuqNjkF2zK/DjDgVy1WwL2bVnR8iunrVA8p4dgVw9uwK59uwY5D7DLZB7z44Sue9sK5F72iSqMytlnMHKWLmeCchY1iPj+/ITSpLMlesRsSLiFxFSOr8v1ed4X0zAHuQrRYtLSCEhhULyypM6Fq9S2ZYYWyo1f8Ftu9p00wSlKCCH0giHFJL4NzZzy6v4wT97UG7dcVA2+1hCtorvNChsKqSbR6GQvKbEx4f5jKDb/fS1mxbSJaNabRdyuSUJ3DKUADT9QxSIoikzl1u68OQWrLCNx+eUAl7UKuPxOej1bnYSjpB8CoXkNSOWKbCJp/Go198qrw3pZhA75q3WASQSdyEanaRalVgLcpCQxLqbhqmOfzS8JAKqepAX+c7splH3bvQ7IyrleQ3KERvS9aZQSF4jEhdtu/2BYwBRc1oZOB3S9SbVWFcq29ryVqNqkjoTbDx2G0qlDej1+hdaTkyVFEBMsqHyuXLJBhTJDcJkAzeTQiF5TUjly3FdV6oWHwITrhedp4SUSmCIwf3n9TniuVhsFjqdj1/qtbXvqnpnyzrSIlt1AB4jMgnZzFPpnqFwvHkUCslrTqhNsgzhS6X/CunrUVAxaSTHcSCbfcyUVFNrgKMISpVWFo/PKbWwi4hBFe/tOKeQTj/Qom1V/cD+3d/f/2JtDelqUCgkrxGdnclIV9d1JVRfWFfvepHOioDkOKewvl6GWGyWxs8qwTXnCPEQBY5OQF5EH7D9wJlZGS1S1Jh1gh7PhZaXkEIheU0oyCR0eNjhYfix2bFXWwjp61CQACqVNjhEp05DDNKqhhWSUXMaYrHZS2Wl8MtkaRC3Q5hcTXMCqtU3oNh/hnRDKBSS15xc93cAAFgr/pEDJeTzz75yy0IaFxFBeQZszKzrgjKtXJBpdRThKP5eV3vzYunMe3cXWq0DpVlZt2EIMjHjpjL0R95MCoXkDSHHcSAWm+UYAWt2Vfuyrvf2Wcf0gvx6wwBlzstMB/3OcU6h3f4A7fYHqFS2oVTagMLyT5BZeEKPbOYpZBae0KLGwwo5neDE8I6Ioc9Uk8k8unSWCTbJ/+ceRiRMMHCTKRSSN4Rc14VGY0/aMZfLm0MLi6tKKiE36J0HVQb5nN8HxdwF9Xm9/pb41zwNKUgrOo/JVKVxRoxJMKPTRFgq7lssvtS29yKJ7bdKZXton+rQgtLw67Jel3UR0nAUCskbRqurazfaPzlMULgo0AYJvlGY5ucw2FxuSQm8CRKUo2iTSnOsJklAPHYbGu/+ouyvz33PzyHbPqF+2HFqkoMsLyFdXwqF5A0i13XBcRxIpx9wzHV1dU26jv171SnofXQannitCjmsum7YzCyjtAUA4Pi4O7Dwsc7fOKomqfo9e006/YBqVZeJHOcUUqn5kd9/aEFpTsD+fvtrv2ZIF0yhkLyBdHjYgXjsNscALOvo2ghFHY1TEzxPEP+w9xLPsxsbDGEQNTuVcGOvHVZbUmmUw5hXv3bAPQpIVYjHuDTJyDcTkE4/uPB3C+nrUigkbxCxzLdef8sxw/v309Dv//aVW/jlaVhfo22fQKt1AO32B7Dtk6GFIv85+Pth2tlqHVABaRpTEDWnqSBAP6HKZDqqFqn6n/0cj93mai1eJkIBOQxS9bxCkr1nrbb7tV85pAukUEjeMGKZNBtHZkQmLw0I42sQMUWfQrm8SWpxegHoRoQEyLN+22FMpbXaLmQyj6DX6yl/oxOWnc5HiMVmaUUOJajGQ5ti3lSdcBzVJ6kStqY5AbncElcVYxig10Vqk/n8s896/0F9gykdcXMizoeQrjeFQvLaU3AYB1YKue67ZNs+gUplGzKZR1I8X6/Xh3J5kwN8iMw2k3k00vNKpQ0wIpPQbreHRsxWq2+E2MZppWaHpalYxOl5tckgARmbufVVq3cMQ6XSBtdnqo3FOLVI/HuTN5Q3jUIheePpjCmpRRjD1w8KHx/Z9glN8o5HbvEHKJc3oVTagGzmqdanx/aJEZmEZvO99jmiwEON1Lbtgdf2+78R5OoFmQu57zWJv7PZx5cSnMNSq3WgFWKqsTxP34oCl/V5Wod/+9pdENIFUCgkQwIAXqOMx25fC0FZqVTANCc4xsYxSU1lepVwMY0pCQU8LAWZITudj3DnTlLL1MchIHWaou7c1lb1s/p9nKQz2zrOKclFy4ybCGoaJCBH7WOxr1L3H15wb4T0NSgUkiFRWll5wZnaVILysiNgdYmtVUxO/F9XcJitt5hI3JVM0sMmEOh2P0Gh8JwAcYwoFdQqgXwRmqRomkynH8DhYecLj9DopKrsIYZ64PiJtTGH0S6H1STF30W+mYBKZfsr9UpIF0WhkAyJI7bW4FXRKFkm2u//RhmoykymqwKBDJYrvKsRKlFzGlKpeeh0Pio3DY7jQKWyTRCXRhQMIwrJ5D2Izdxi7j/tHfIzWEb/JQSk6tza2qtLHR/Lon0Tibv0/VL3H0I28xTisdvKTZBqM3QeDRLHTRyrWGwWut1PQwOzQrp6FArJkCQqFl96jIAwhnr9LVzWNc8yo8PDDmWgIiPUaRgqTXIYTQQ3EfV6nWtPvf4WYjO3BmoxKmGse/a4DtV7x+NzSnDOZWTyqdQ8RCKm9B6ZhSfQ2v+rth91736evmPnCB46UNdl7MOQRqdQSN54OlNqEDs7dY5BFArPodU6uJRgDoz7DEKnqjQBnfATmavqesokjSjk889gbe0VJJP3GGE8DUZEr70Neu55GPkomqRpTkAqNa8EFl02cl0XLOtIi2LVnjP8HLdRczqwr4ftQ5Xf04hMQrX6JhSK15RCIRmSlizrCGIzt3gGa0QvFfwdGVMicTdQ0AzSJEb5DSt0BwlXlelvWLPguLVIem8jCisrLwb26WWi/f221E9Bm5fl5RVotQ78740oxGKzcPfut1z+22H7TT+2/v2vgmsipNEpFJIhBZTFOgPHOYVM5pHEHNhkz1+bMCYRmVaQQNQJKR0j1AnNIA1Gi6YNYOoqQflFBGSEmM+HI9WcuFiyLIuE6mQfD9Ycmf/X1l4BAHCbu1ptF1yXIIpHKSUWPO7+danUPDiO85V7LKRxUygkQxqKKpVtqYhtNvP0QjOPqDScdus/Bgq5636o3tk3L/vXxGKzgbGel40cx6HgJ37ToQZXsQItNnMLiqs/e1VMyIFVS/DemNVokFAcJJjZ74bZPF5GTT0kPYVCMqShybKOOGShESFhAxdRGUHFWGzblszB+FkExlzXQ6f5sucj30zQ5ABXiUFjggXyDmRMM5lHsLLygouRHPT++JegtS16/1ptV2tVUJl1B1kX8NCFhVylvg/Jp1BIhjQU+RUpTpXZYVgQyJdkBj7ICKgJTsXARqmAcdWPIOaN2uNV4c/qOFc/XKZUKgGAnHdYJ7AkQRmf42JBYzO3IHHnWzDNCQpOa7UOoFTaIH5uI8rdQ5ewgBO0RlRKBn+Zw2tCCqZQSIY0NLECCpkYy0C+ZN5X0W9q2yec+VfUBm6SJulrW36cp2FEIZdbCvSRXVaGLeYTjnwzAfHYbVheXoF+nyRaZ7VMlTaoi4c1IiRTTqWyDY7jQK22C5Z1BIuLeaoBsv3Cxg2bxlQgYIudd2wyjmHriYZ0OSkUkiENJNd1lanVKpVtjkmkUvPSNeMmLH6Mpb5U2tRNO0RhoYp9HLaI9NcibN/WVpUbz1RqHrrdT9y1mLNVHHsjQvLyrhX/CMnEd5ygxNAc9NFGvpmAcnlzQKvOOIQs/k58pjgW+Dk2c0vapITC8epRKCRDCqRBZZHYVHamMTX2moMq4WzbJ9IOXxQWN0Vocu9sRCGbfawsa3UVmHOttisJm2z2Mf3edV2w7ROaXQePdOp7atlotQ6oablW26WJHVSCLHX/oTJONJfLwdbWFgDwZbiC5pvuu1Rq/kbUab3OFArJkNyL080AACAASURBVIYiHbN1HIcD82Szj78YQ261DpQp59jPnMnxhghK0yAhDqXSxpU17VWrb5TCJpG4C43GHlQq29Bsvoderwe5XA6y2cdQLL6EauXP0Nr/K9j2CcRis1CtkuTsvg/doeZbqgUafpKBWGxWAtrMzMQhn3/GmX2xXaqsTKr5yI7NTSlofl0pFJIhnZPO6IEoQTRltVqtsT7JdV1YW3slJQNXASdUf6/zYUSIWW/cGvxF0srKCynAn46tMOaE/CxRsZlbEIvN0nvJGwJiVs5mnoJpTEGh8NzPqetl4UFhXKlsQ6t1QDMnqdqj0hZ1c489Uql5Dlkb0tWhUEiGNBaKx+d8hnPnW88X4/u9hqlmr/rfcU6JyYvZ/V8nITjIfIfFlSOGOp4vnU5LJsPLqDnq2lRY/kl+d3MCcrklL4uS30e53JJ3r9/p7w0jyiVnByBzplB4zvllMXwpnfoeSuuvJSGnEno6a4Vq7vk+T/3mTVdZJ6TLTaGQDGksJCISMXWdaKYdVlgCkDhILCslCojrFOKhQ2KaBhGQKChFpl0oPL+SGV5wrDGRvrjpwbhbNo7xzp0kdDofufvYtg2ZzCMJldrtfoJM5hENF0HqdruwsJCFcnlTkaBArQWa5gSUShvQah1wJmFxnEQBiYcq+9LODp8U/zJuakLyKRSSIY2FLOtIgse/e9cEgNHAI3hNrbbLaac6cMTXFnDjOrRmO1Px7uZEYP7cy8h0xTbt7NSpKZXtAzEjUKm0EYjUtY//DsXiS+IXNyfANCeE69UJ/FOpea0/kZ1XbAadVutAyjqls2yIwpGbq15Mpi5b1WUcv5tMoZAMaWzE5ng1IiTDSafTGanWXqvVgmTy3tDC5KofgzQZ1feqeNSrgmJ1XRK+I44hvicKOMdxIJ9/Rv3b3e4nKJU2KICn0djjNFG2j8Q6qPn8M05wuq7rVYzRzy38HI/PeckYXFhfL1MNVOWzDBK41DLA/C6ZvKdNOiB+DunrUSgkQxoLua4L7fYHiWGwyL5Bpldyjzbjf5wCNk8n+/e6JAvQCUjVdfH4XKCAHHTuaxK2p9HY0/r7MO0cAElsbhhRKJfLXLiPEZmUkkjgwWpv8fgc9dXG43MSgpUN7SD3mlaMh49kTSbvgWlOaDPuDPNXnLdozr3KoKubQKGQDGmslMk8knw6mcwjGrs2jG9STHvHMiOVj+cqHyptSsVc2XRql00ADkuHhx1qQtcJSsOIQq/XAwACwEGzKAqYQRsLVgMUkxCIVCptMDGXvhbq+yungE0QP2isVG0T31UywxpRCkgCuLpje50pFJIhjZW63U80gBvBJqYxFVi/UCSROYqM5joIR1FQBmklsdjsQFTkZWeujnNKQFgBgs00SAxju02AO6hB4rH8zy+gXN7kNlHi702DoEhT9x/S+Mq1tTVwXRccx4GVlReM6fUMjo+7kM/9CKZBkgsAADSb72kCdXk8prm2Dho/XTvFd1YVCbjsY3pTKBSSIY2dms33YBpTXtiCx1TMiZFyuzrOqZTNZ5BJ8ioeOi3EiExCcfVnKK2/Hjps4LIy1WKxyCQrV79zbedXaLz7C8Tjc9TqIG4iut1P9B3RXKrqx3Tqe74vjShYlgW2fQKZhSdQWn/ttewMHMfxfZtGlEPE1mq7UCg8JyW1jKg0RtnsYyitv4bEnW+1AlG10RMFqxGZhETi7pVEKt8ECoVkSGMhkUGrElCbxuhp69bWXjGMRa05XPYjyAQnM1TyPfrmrhqJ8wBzn/rvPg1iYexisQiYmALja9n8rEZkUrJEdLufJKSp7q+qKge2DbNFsVo7T2cAQMJNVlZeQD7/DGq1XU6gWdaRVvizfs2gzZ0RuVyFzEPyKRSSIX0R6vX6ypp/2ezjkZJrY7YdnUnrsh9B2lOQdtFuf7i0mqFIOj9zr9cjZaiEdzMNEloRi81CbvEHWFl5wWnL9fpbrk5oOv2A+il7vR69fmXlhdSH8qaDfE6nH0Cx+BJarQNoNt8T3zmnHfrCrFTagJWVFem9KpVtLsbRtm2Ix+egWHw5kuaomgemQTTZWm1XW9bsqsyH60ahkAzps0m3eMvlTYlRjOKbJEQEqrjjvypCUse0VedZ0xv77leNcD7cv59WvmMicZdeY1lHYEQmuYQA2cxT8jtzAtbWXnkCksQ7otZWqWxTIWUYUQntLPZp8MbE1/ju3v0WEom7EImYEvAnHp/jNHxE4CaT9yCz8AQyC0+0myNJIOo03wGCEvsoFJgXR6GQDGkspIrvchyHgniQCayvl0e+d6/X40Afqgw1l/UQhYQqQfbnbyS+PolMWwzbYPtEDMeQ76W+p450loaBmhtzLc6pUmkDbPtESmCgI9s+oZ8d59QX8Mz9deW11Ob2SSooB1EoKC+GQiEZ0meRLvgZP4sV5AfX8OOp1+vD/PxDrQb2tYXgKMIyak5zVUp07/Mli1d/CRLHfRDgql5/C6XSBnS7Xe9XZ4xJs6IEsLRaB2DbJ0KOVodm5FEJQlUbVAILP8dis1wWnFJpAxKJu555l09OXqlUhJy5Z/Q3g9qhE9ZcDKURlXyUoVD8OhQKyZC+KNn2CcccSqWNkX7PF1eevpJxkiyDDCq1ZBokvg/pKjFFVX1RlXDILDwhGXfMCQm12+l85EJAuPOMSRZBPpZl0VR0Kk1dtxnRbVRQe3Rdl+SNNfyk+hjvi23O5ZYgdf8hk8j/jJ5n372w/BNF26rGHBPXi0kK8G86/YDTVq/SnLguFArJkL44sQAJXc1DHVG/04Dd+GU9dH4y+p0QGiEm674KhG0VC2GLwjLyzQTU6285f9va2ivOtOlrlzy1WgeQyTyCw0M+zSGWwFJZF1TtUCUkwM/Vyp+hXn/LpVdUjRsLKkql5iXNt7bzK5jGFJdfd2XlBSST9yCbfUx9lygkMYm9Tsucjf8BGo29K5N68LpRKCRD+uLE7vRHNbeixsACd66SuVXXViMyCdnMU7BtG4rFl1w1i6tIbMUO3diQrEGH9Deu69Ik5xiiwfqzS6USWJYFrusSM6Y5Afn8MyiVNsCyjqDVakmCGGMW/XYEj0OwgJ0eOK6mMQ3p9ANOUJqGby5tNpv0fZDa7Q++xqkohaaaK4YRhXz+GUX5hnRxFArJkL4IIbOz7RNOWxpVk0Tigr4HaAvizv9LCLogfxfXHkOuGhGPzw0NDLmsxI4ha5rUjc/WVhVMc0LYCJxBZesXiMVmoVqtenUiidny3f8gCSm2/vsbACAWhVxuCSpbv1CNu9v9JPWtZR2BZVlS6TZdMvNBGxlxHumuzS3+AK39v9I5itdkFp5IfZfLLWkFtupgXQyxmVtcpZTzaJehJjoahUIypLETu3ArlW1OiNTrb7lrRrkfAEBx9eehmNi46k0GMX7V91h8VydMc7klbYmky0iDxqnT+chtgnS1MUd75rBXnkG9/hbS6Qfw7l0THMfh50rxpWTO1pntVZueoM2Ybvx1z4jFZqFQeE79i1hsepj5h4Aves6IcvNo2LUUVhg5H4VCMqQvQrgIk4nvOA3qcwWE6PcaxKDGLShVAjCoIgnrx7pqqFWWdCE+icTdwRsII8qZG3HzRObCGfecra0tWjWG/Y6gW21Jc1pdXaNgGlFAdjofoVLZhmh0cmAYhmp8WSGls1QMEphiP5jmBJc2b5i5pxTm5gTEYrPQaDS4dx8k/ELhODqFQjKkL0btdptjEKMiW1WUTN7TMg7d/+MUkCI6ldWedNpjMnkPOp2PAHB16j4i6WqB9np9LuONqE2LQqbR2INGowG2bcPhYYcpEeULQss6AtOcgHfvmlwgv4xu9ck05NhbNPGjthWJmEqhoxJm9dq/QXH1Z6Xw1AnIIC1Ud90om7jA5xnEV+k4p6GA/EIUCsmQPouCakOyZbOy2cef/RwMERjESAqF55DNPtZee15hqYpzVGkaLAMkoI7TK23qEttrWUckuYMRlZi+ipFHvpmg9Rhxo3R8fAyqjEK2bUMm84jTvF2X+D0bjT1oNpuc71KcW2wmH9fl/X9Bmyc8t/zPLyA2cwvisdvQaOzRtHqDtEXVJmGQljmMkFT9DhG67DWx2CyUShtDzbWrNv++NoVCMqQvQo3GHi1Si4IC6byLlC2dpNu9R6OTcHzcla4flzapi3MUr0smvoNC4bkyMP4qMSmxrZ3ORykkJ0iLVgnRYvEljS90nFMolTaopm3bNn+9EeU2O7HYLDSb76Hf74PrupBOP4BSaQNqtV2o199Cp9OhbW02m+pxMqKBbcXnui6A0/vfgfNAp22uFf+onSOjWjhUmrp/TrjOnFAmPwjp/BQKyZC+CCEUfzb+By4Y+rx0fHxMwwUi36j9RKYxxeQ99RMZjENAioyQZUqx2Czk88+gXN6kmWEG0VUSlEidzkeIxWaV2tIgDUsUDAsLWQDwBJkRhWqVoFixaoju/viZNd3THMFGFGq1GmA1EVWB562tKt2wxeNzkM0+5pKws0ISAKTsQXiw7RMTXOQWfwAAINaMETXHUTYdugQEOC8TibsUBRzS+SkUkiGNnSqVbbp4dWCVUYUEQvrZZNQqTcU0JyCbfQzLyyuUSY5DSIoMzoiQOEc2lGN0wSebGy8rOc4pFZBBglHur2nuOzzS6QfK57Cl0dDkatsnkM0+5pCqJFD/DCqVineOzAnXBej3+5BOP6DncMwwuJ+tQtNqHSj93KY5AanUPN2YDWM9YAVULrcElnVEK4SojvPMP+l5RlS457TUXtQu2UQNV3GT9rUoFJIhjZUc55RmJJmJ3YJ2+wOX7uu8lErNa4UkBuK3WgfEByXA/gfV6cOq9a1WC9rtNrRaLXrs7+9zn/H7TqdzYxhNv/8b3L+fHoqBqzQf/+A1IMs6Asc5hUZjD4qrP3NIaHaD5TinXDkqnTBJ3X8I9vHfIXX/oXQt3re4+jO0WgdQKm0QP+lnbqLY9xfDf0zDT5iu0lbH8exRhexa8Y8DEeZXDVz2pSkUkiGNldbXy3RRZrJPSYovc4J+f56F57ou9YOxC56AKxrcde32BwZQMg2p1PxQ9w9q21UG3YxCunfDMdSZ/owIyVFaWP4pEMTEmSYNgspEnyOrEUXNaa74cbP5fuDzB2l4orBEjW8cQiiwXeYEAZJ56fPwfFDY0LiFpGiiTSbvjVT8/DrP+WEoFJIhjY0c5xTisdt0YWLaNb5awvkWHWqIpjHFwftFAYfJqU1jChJ3vvVQjoN3xrpQh6DrriPzEKtsLC7mOeCMKgTGNKagtf9XqFb+rDVLsv+j/7FWqymFXOSbCXj06AmXVKBS2dYKYJUgFDW7L63BDWpPs/E/Yf1Pm9L1F3VI/WNOUADVMHN9mPPXlUIhGdJnEy4aMW0cm+BZvHZUsm0bWq0DJTBGVYRWTJTNCspxLPLrzigs64j45BRCQCccgrQY/CzGyqbuP/S+x8PzR8ZmoVLZhlJpA4rFl5BMfBcojMTnqzIufQmBGdQfbPtK66+5xOYXKSgxbEnVJzqt0p/fZ9d+rg+iUEiGNBY6Pu7yzMKIKjOhnIdU2iL+Vd0b/YvIZIPuNY72XWXSvXuh8JwDreDfoOwzooASNbp4fA56vT7zlDOSQMCYAupnNqJQKBTAso6UGmaQsAvSMHXm1y+lqWlNvAFC/Escg/oB/89kHkG7/UGaGzoLy01aM6GQDGksJNbRy2QeAcB4FlOwQPN3uixwhzICIypVmBjmOTeNeDPrKVcOSiWAgpgxai3ib0hye/HJJP9qaf21V93Dj+8TM/qIz9G1KUggsO0bpxBSCUtVewZd+6UFJv4VE2KYBtnYJpP3oFLZ5lwkorC8aeskFJIhfTa1WgdcgHbUnKaCqdP5CO/eNem1oy6wYUA1/X4fFhfzSri+aUxptclBzxx0/XVhFmIfi/F9KoauY/g6rSU2cwvK5U1oNt+D45xKKeYQYVypbEOjsQfl8iZJSMHcv1LZJihXZq4NI7RUwnJcwBnxefHYbWi8+wusFP5F238qFOyXFo7DaN/cb4worKy8oIk5bjKFQjKkzyLHOSVJrg0/RRkGUwMAh25VZZ/5XLKsI1prUsfM8/lnY3/udRGQSL1eD1ZWXkAsNjvQnCoKHJHZisH19HfmBGQyj2htSN4XdgalUsm7ngiwTucjlEobJKDfswi4LkkSUS5vQjb7mAOK6TTHoLaOUzszIpPUx4qFly+iDedts2ospTYxqQQBrt+8H4ZCIXnj6fMc8379vGmqMfT76Hc6A9v+T7DtEyitvx5rUWHXdaHb/QSxmVsDzW7x+JzmHr+PrT1XncT6iypm+tmajBcOQUJ12tq22PaJlIRCREiL39Vqu3SzNk4hpBO+pkEKRVerb6DZfA+xmVuQzT6maG42ocZVPqjwT81LAJ8gi8uw1pirQKGQDOnc1G5/kBhIpbINlmVxTBB9XKn7Dz/7mbjY+v3fmAQDegFpGkSzEVNzXeVFO25CTU0lFMaptRiRSUinvueeTUysFe4copdrtV3odrvSWFUq25DJPIK14h/h+LhL/ZwY+qPTmD6n/SpBWdv5FSzrCPb//QPEY7epHx4AaHL/ry3kxiUkTYOYYJeWfhjZBHvV/ZmhkAxJomEmMqYpo2hHIwqJxF1wXRey2SxBKS7/BK7rcloKG74xyoIRF5pYV1Lni8JzbPq4m0wiCKNQeM6ZyrVmt89mstOA1gaWSPIHA+r1OgB4ADAjSmsvsskiAIBDvZrGNMTjc97G7Eg5/uN6B9PQxF0avH+01ToYW2L9y3JwpvSISVM/6hIS+FVazqS5p/p82SkUkiEpJ28QYMZxTqkWxzIINJFZlgWx2CzEY7eh2/3ELTQMJP8cYjVYnYAUF3m5vKl95+tOKtOX45xyAB2x376EoMSDpUZjD1ZWXtD/WesAq3W6rgvNZhN6vb4ycTlb0mrcGpzOh6ece55wvw5aJPvuunf20bAnyrmmO3eVKBSSN5yGjXtiwyzEavR4YA0/ACJIbftE8nWlUvOftWgQKDSIgYkCXAxJueoL97zkui7Y9gkRRhoT6zgZPN6rWHwJ+fwzuHPnDvT7fZoYwoj44UK9Xp/L3xqP3YZO5yO4rl+iCxMcDBJcX0JYDiNExq2Jf+1j0NwQ13a1+ga63U/Xan2FQjKkoeKgGo09P9emhhlheSH8/fHxMRgROSYLaweep50IiNAtWJ0PKR67Hfh+N4VQ2OgQqOMXMKQqBSkI7IBt27C+vg6mOUHANne+hXTqe9jZqXPt0jFotuDwIKY9biGoE4a6jdl1EJSq99K9I2uWnp9/CMXiy2tR1zIUkiFRIsKSfMZKCWJya9XiSKe+h/39trSDxGBwMXBbjFscpl1IpdKGkrGrmJj4HWZ7ualCstv9REM82PEIKiQ9NiZrTsDy8go0Gnuwv9+GbOYprTnKzpFB2liQQPoS2rDuvsPOv6t+sO81KOORKChNYwpMcwLi8TkoFJ5Ds/n+ay+Bc1EoJEMCAKAB3tnsY6kafNBuHc0svhP/DFqtFjQaezQ8Q2Qe2ezjkduHgq1U2hi4UHXtbLc/3FgBiX5kvn/Gj2YdhtnqNLCgLDiD2qYSTuPWJtnnsP2nm4/XRVCqhOOwGrT4GQXmVQLShULyGtF5BEBr/69QWP4pkCEFmZwwy01m4Yl3xzMmdlLPRIZ/jzPuOzGJ+ijM+WYGRZP+K62/VgoUnQAYl5BhBQpbBDloTgVZA4b9X/ed9CwjGvBb+VwsNguNxh7xi4+h1Nb5+1OvQQ8jwII04mEEfVC/qu6lanNs5hYUCs85LAM/b8/Ek1+FQiF5zWgUAE4m84ibvLodoyrPo2mQyvHN5ntY/9Mm52es19/qhar3/7BtZ4E2h4cdmJ29pWzLIMYSNachl1uS7nndCZGsg3KxsuM8Ts0yiHHq2qITCrp7qcp3DSOEURCKKerYDSCeT9z5lvpVAQjI6GsKRl3fmsYUrdVZqWxDubypTLjBvr/YJ1g1ZJAg1glb0SIQJChp/ybucijZz53z46RQSF4jUme54Hdjtn1Ck5EHMTLdAsD/Y7FZTjBa1hF0Oh0A8ILTFQyY/X9Q20VqtQ5gdvaWBOwYlsFEvpngMu/cBAGJ1Gjsef3gxyrqhNk4BeQgQcj+1QmqYTWgQe+g2wSgkMhmH8Pq6hqU1l9DNvOU+G4N4nIorb+W+rTZfH8hlTxUfcSuJ/+aaSog6/W3dH47zik0m+8hnX6g6S//WaXSBqyurkE0OrzvVbUWdQJWNw/EI51+AKXShhbgN0xd2HGu71BIXhMaNDkc55T681TIRt3uT5rs5gSkUvNSvUYE+GDpoyBGbBpT2jbrkLWGEeXaPSqDwrYH9dF1pSA/7rCM73OZ/FBzK+B3KuYaBCRRzXHxczLxHdRquyT2MnYbCoXnXL/hZjKffyZUSXG4MKSLEJKq9cr3ERFMokuhXN6keW8RTSxWQTEik5BI3IV2+wNNLqEbr0HjGbRJUb2HbozYJCXZ7GMoFl9CpbIN7fYHKXsW+75fgkIheQ1oUAAvzWs5gAnqhI8RIYHdqfsPIZG4qyx6bNsnUCy+pAmng5ifLj2dSmj2en1qYsX2jaLtcG3whORNI8dxSJo0j/nlcz+CbZ9Au/1BAlexwmfcB46dskzTEAJz0LVqgShoqEYU7txJQr3+FgD8uVar7UKr1WLmIEA8PueFMRzRvuz1epBOP7iwepDs+4q1PFVrVFxDWFsVyTQnIBabhXz+GWxtVel3yty9htpfy7YhSCjqhGeQsFR9ZsuuRb6ZoO+QzT6GcnmTG58vQaGQvMZkWUdcNXSd70bHfFL3H0Kj0QDHOQXLOoKtrSpXjaHb/UQnqGVZQy+S5X/2M6wMSoRcq+0qF5luVzuI0eiecxOo1TrwUr0RZKHrurQc1aDd/+cc63/ahOLqz9y4xWO3wbKOwD7+O82WEzR/BpW20gtZ38yPFS0wAX+j0WDCls5oP1nWEXS7n6Sk6o7jcAjhcfXPMPNWNUbiBnB/v03bWavVuKo76JtOpea9//GbM3Ach5Qgi/jmZ8PToNeKf4RW64AWMK9W30Bu8YdAITfqBkglcAePK38uHp+DtbVXY/FpihQKyWtAIsN3nFM66VUCUgtUEBZlZesXqoWmUvPQbL6HeHyOCsZ4fA7i8Tn6fPJ7eZGLE71c+lcFmk1N6dT3A3ekowrJmwTcYSkenwPDiHKJuAGAy2Kjmgefy+SzmacceMSITEKx+BIAANbWXoFhRAN8ZrJ2q2pnsfiSVhmJx+ek+Z3NPuYC213XhWQySYXB/v4+/Q61FPbafr8vZfu5CCGpmveScDKisLa2xo+nOQGWZXFzvNVqcSXKHMeBfD4P7941pRy0GNZlGFGoVt9AsfgSqtU34LpAAX/DCsSB7dd8H6RlsgdndvfmwD/+Mb6yfKGQvAbELoRKpUKZRNCuTDf5giapaNZotf6d0yTJtdN0surupwJCqKjVagUuoGGYlLiIvrRp5jITFjMmqd78OVOtvuGYZDr1PWQWnlArxLiYPPsZS2YZRhTi8Tkp3WBs5hbkFn+A0vpryC3+ALPxP2jvWdv5lb4fpkKk75J+oC3xxF7HZmRqtVpweHjI/cb36+JxcQKS/Xv/v/KbCSMy5flMSdk3TPSOGiNLjuNAtVpl3qkEkW8moN36D7CP/w61nV+pWT4en4NW6wDa7Q9g2yd0gwXgVzhRCS60GKiEoY7PBAlZHQ8b9Pt4fG7kpCU6CoXkV6ZhtZlB19VquzTvpTiZhmVgyslqRKngq1bfQKfz0TNDnXHPFzPhBAlksVySjsTg989h0PhsYiq+fhokmtNUmwDbPgncHNi2TQWT6rpOpwP1+lvqt+JSExoIqGKQs2ZQ8DkRMrGZW2DbNjQae9BsNgHA1yrz+byyQHetVuOLQhtRpTBggUoio2y3P4DjnHr/nVEzoq5/rMO/ef1nSSkRh1ljg7LUBGtg8jpG8I1pkLAJ3HA6jkMFe7P5ntMWWZ8kgM9LLOsICoUC09dkTePmITZzi/aVZVmQTqcBgJQqY2NEub4wJ5gNl/8OfOL3aeadZKuW/3eaPIfJ+CX3VXBfJpP3tNVKVH2iolBIXiIaZAZU+e9qtV24e/db5SQaZaeqE5j4PyL/MplHkrnOcRwu3RkyBhXIBs8Nerd8/tlnC0jxHSLfTEC7/eG8w/PVaNjY11xuCWZnb3G5eEnpssdUC2CpWCzSsbhzJ0mZCZoufSLMEzVOvC8tdiz4FFkmrxMqqOVVK3+G5X9+AZmFJ1DZ+gXisds0fSDS4WGH8Sf+RmM+k4nvwDSmBEQnEYQ4B9lsUMfHx2AYURovy1IsNqs8n80+hkwm47dDs1aGWWMqjZpFmqo3FeSIxWahXN6kGwBRqJdKGxCNTqo1YC9PLjuNEIWOfYPfVSoV7rm47i3rCExzAtb/tAmOcwrp1Pdcm5OJ7+Dd/3hP0bP3/+sDiMduw9raK6jVdmnb9//9AxXAqnc1zQkaM9luf4B67d/o/PLdRNOAySlU/aria7rSXsOU7wqF5CWhYbQbFnlXq+1CMnlPadY8zyIOErIs0KZW25VSSok+LSMi53kUPw96XTZrz7gEZdSchkple6Q+vyw0TFsbjT14945oZZZlwfHxMQCcweHhIUVzsmRZFlS2foGdnR3Op4VaE2Y9cd3fvVJV76UwCaRarUYT4KvmEPa/NuWh5ytjtR52vlerbygoo9VqebGAoNQCXdeFUqkElnUEsdgsmOYEZDKPvJjBJtVc/etJAgxV2kIy3xvgui5sb/8y0roSmbYKnYp/8Ts252kqNQ/F4ktoNPaotnd42GHm8JmvFR7+Dbb+u1yGDkO/+v3fuP5xnFOoVt9oNPZdyC3+AIYRhXK5TJ+xvl6msYuO40C9/hbK5U0OJNTpfIRSaYMkGVlfp7HTW1tVmsd1YSHrW54YDdOIAsZJOgAAIABJREFUTEIutyRptrRNuSXC87BvPUuCeA9/zQsbNe/6Wm1XAjUFUSgkLwGNwqzfvWtCMnlPq/GNqlGqdmBRcxpiM7cgmbwH9fpbcJxT6PV6Upsdx9HG4LGfRYE5MxPn3lt8f8s6kt7xcwQk2y+iFnwVKGh++OZvn2zbhlhsVvuuLAKwsvULGIYBlUpF8TyfCff7fbh/Pw2x2Cx9XrfbhVbrgP5PmemfNsE0iDkQ/ePx2G2IfDMBxeJLaLVaNG6vVNqAteIfGUF3BpZleSEqbXCcf5CzPr+kQguAzBX8ba1WE970jMQJemOfTj8Q4h1PlWhI9p4ssWC4YdcXu6bE2EbRyoGM3TSmqCB0XdJO9p399v8D1tZeKVCsjqQ1WdYRN1ZsH7Fj57ouVKtv6LVB6HPLsphNDdlQ8UL3jN5/rfhHqik2GnvQ7/8Gla1fILf4A8RmbkFm4QnUa/8GAEDr0pLn/S69B46ZbZ/Q97SsI6jVdqm/NGiDjv2euv9wqBCSUEheYuKRaQc0YF9VMUFcjMMuYrZ+H3tgwWQAANOcgGTyntQ+w4hCPHZb6QvVtSHyzQRXZFcUlMfHXQmdOC5NEu/JapNXiVQMKx67LSWMdxwHksl7TD5dABR4y8srMBv/Az337l2TxJ155i9WaLiuC/ncj2AYUQqIyeefeSEGu9yOHgn9WZFvJrwNFmHYjXd/ASNCkKQs4X1Ykym2xTQnOE0GwAtj8cbQtk8gEjFpJiXDiEpja9sn/jw0J6DRaNDviKa0KYWAxGZugWlOSAIlm32snE+jzL8gaw+3hswJKnAwwF+sslMoFMCITHJgHIAz2N/fp+hWqU+NKTg87HDv1WodQDRK/LcYJpTJPKL1PsvlTThjdimWZfk1Zc0JmuGn1WqBYUSVgJnU/YdgGlNUE8X3iMduw8L/489fNOkbRlSYv2TDwCKPEWTUbn+AeHyOnm809qgFQdXHUv97cZe53BJUKttwfMwnSgmF5CWnVuvAr8whDK64E1VpToMWsH38d+rb4X5rRL0d1pm0s2Z38bWdXyEeu63VSiUG4DFcllizWjb7eGST1jC7eK6/vMxAV4WCkkWgOVCkWm2Xoj7J9b8DjmVl6xfmHCHLOoJq5c/y+cO/cYIHmaVtn8D+fhsqlW1u0wNAzKG+gPG10VxuCRqNPU5T7ff7sL+/TzM4ua4L9fpb6sdCCwabZm39T5tUYKDPC4D4sYmJmadGYw+2t3+B9fUyp2HV63XGdeC3c2urCmtrr6T7qJjsKPNQ93v2PpFvJiCXW+IEDa590VVgWUeeD7cHvpA/g273E6yurtH/ybu+hdL6aygWXzLAJfD6lFiEbNuGfr8Pd+4kqUmytP6arld2HpbLpC/Z+2Exbds+kdwp+fwzpfCs1XY5M7dt21AsFqFW24X9f/fxA/58r9H53mjseShpch+2FJfjnEIutyRt0JUbEgW/TNz5FoqrP4Ntn4RC8rLS8XFXSkCu2wmpFuuwCxh3+OJ9U6l5b7L/zml7tn1CF43jnHICUhRGKoZQLm9q37nZfE+vGxQ8PqqgZP9GvpkIbMdlIpX2SEysPCNCpknO+5sOAIB+/7cBQdaEkRIBeAaO8w8PAHLGXdXr9aiPSTxPtJYz4QBJG8M2+e30rx8MWDsTvjmjAfQiicV+fSZ8omT68rPwPkfQ7XZpaMWom1DdGpXPk/mOoTEsxWKzYBpT1F8ngnMAiKDTbfzEFJL+JhfHbBCRa9iMRCyJ6Fndc5Fkk6/cNl072A2cbdvKDXe326XaYGXrF2ntq8ZCx2dLpY1QSF5GWl8vKwOiJaEjFEPWCaZhhQh+Tqe+h2z2sYT2a7VaYBpT1PRaKBQCd2Xi+XjsNt11qhaDHyc3PgGpWwhXqZ4di1YFEBHGPuPILDyh8X6sAMIdNV5P/URrr5jzPq2vl5Xny+VNzoyHbfLP80y6tvMrmMaUVwrpd/rcWm1Xeb1lHXkZnXjwTqfzkTIs/nqLol5Z2t9vg2lO0IQFSLZtU1Oi2Hfx2G1mvvuCg6BbH3GZn0ZZW7p1YURIUo1Uah6MyCTEY3/g4odZ5LHjnML+fpuCYoiVh92UkFJoRmTS62t/U1Hb+VXoa3I9hrOIAs6yLJpVSxqbyKQU44zXl0ob3KbNtk9oKSx+DE5oTUmR4vE5IU8uaSum0RNdM5nMI8hms9J9MpkMV8zg8LAD6fQDZhyQx+gtA6GQHJFGzdByXtRku/2BZh5RmSp1AilIULHngnJmYnxTPD4HvV4fGo0GV0iZZbYIzx6JURiyv8jvL+AAFqPs1Ic7MIbPv68uSfLXJPW8kbUs1sSKzKjZfA87O3UG8OHS39VqNahUtqFQeO4lpyfv7qNY/ecAnEGtViNZXIp/5FpiWUfSGKL275snCWPrdD6CZR1BqbThaRT+eyCzt20bWq0WNak6jgOVSoWmjWOFgK6MUmn9NXUL4LWWZVHTLkvErFjizHKkr4g5kmhKvjAnfV0jqN7ln7QWnWGEpDi3V1ZegOsCFJZ/Evy0RHB3Oh2ur9G3S9CtFXot+86VyranUVrUn0nGoKQAd51Aubwp+DP9MfD7+oxen80+ZvyZ/rPL5bJw3kPVrr9m+pqc7/V6UC5v0rFhhXStVmNCUnw/caOxp+QdzeZ7pauhUHjOgLj4OcTmlvb5nx9SYkQmOYR2KCSHoGHiaHTXD3utZR2RigNGlAvpUFUyQGCOKrWcalGyC1NVJ058DuvHEgnt/K7rSvb+QQyCACFkJocMShfKMk4Nko2du6zhH8PGRCKhtsaiIQHIWIm+p1JpA+LxOQm4Id7XcU4hFpuFdPrBwPZWKttgGFHO7InnxJhUESENQEBh6fQDLjaSaM78dc3mexrvF0To156ZidP5Jpon8V2bzSbEYrNUYAWRLr/ssPNPTJ22urpGQUWZzCOFWd3/TP1r5gQ3po5zSjc8rDlZpamxvAbvvbW1BYYR9UJM+LkiUio1D7HYrPI7cQMX9HyWsMqKKvSGpW73E6RS814/6e8H4M89kkLPhX7/N27euS7QTQ87Rjp+GgrJEYhFdwGMri2y2qjjOLC/vw/lcpnmWRSzlOgGUPZlqM2m4vly6V9JnUcjKglPDPkwDT/FF/t+ItKs2+1KFQKGEZSdzkc4Pu5CubwJrdYBvHvX5NqkE/CfJSSNqOSw57Wny0FBUHvXBTAik5yZECmz8ARm/mlOCgMoFJ5TtJ8PenEgHp9jMh7590Em/J//STQO1EbIeZPTRMgmKQeGEYXj4y6nmaEZLx6fg3fv3lFzJppA2RqBrutCNvOUbM484Ydt3d9vk3nr+Y4bjQY1obLn8TeI6K1W/gyr/+0VxONztM3xeBwqlW1G8JD3TiTuKs212NfYFkR5Dlp/ugM3p1RYmhM0lywydDoGBgHTse3EmOH799NcH2GsIdkM+Bocakukr30rRLv9gY4BiXtt+n1KTbg+r8O0kKXSBqRS8zSEBnPAsqZX13Xh+LhL+4g1ddu2TctdsfMa0cKLi3kQiTWL27YNiTvfQmbhCUTNaXqevdfa2hosLuahVtuFWGyWbtoKyz9BNvvY23j5/kx859T9h7C29gqKxSIFDbJJCkIhOQSJ/qDB4AKZ0OyUyy0R6LQhl6AJMpfqCg2LAkW1kFP3H3JMrNVq8YAgLyFwv/8blEobHNoPCZFj+I5szsthd9KmMQWZhSc0YbmK2bAbgi+hSeJnNi3ZZSPdPGKTOIj+PcJk8V2IeQnRoeJ90WQqA1QsLlYS72VZR7C9vc3dAwA4cyAfotGCcnlTshpgsW+5sgZJxq+quFEqbUhoVcc5hXJ5U3HegUKhoATy5HI5rvIJUqm0IZnxiHmaR0qyYS2qNTvsJhHnNzEH7nLPBODN36xPudVqQam0Aaen/5trq2VZnhbsm9bJ+SMhKN8fA5JUgd1QEU0tl8tpx0CMgyUm07I0xv1+34uDlTPbsLyF5amVrV+UiS7q9bfe9f4adSmKtSnN30aj4YUL8Vp4rbbLCWx2g6FqZ6/Xh3J5kxbdDoXkiDQMGg4JFzMbhygzbjUzH+avuAjTqe+htP4alpdXPP/KgWRCcV2XTtTj4y602x+0eQ2bzaYC3HIG3W5XavswDEK1C1cVelZtGMYlJE1jClL3H3LZRy4LfY75F3/b7/eVJk3HcZTmNNEkO0wbEAAigit4VK1/HzG2jz0vPheRiUFa9bDtZJGV7PWyyZ+0//i4q8zCgpUwxHmLmuEom0S8BwuII2PjSP3gOI7Q1jN63tfGzwb2nfqd+fOi1YIHVJ1xfcEjkvE+vJUh6LmuG9Qe9X10ZNsnUt8BkHnt+7V96vX60kbDdV3o9XrS9Y7jwNraq1BIjpNwkA4PO/D8+U9K4abzZ6gW0rCFafFvbvEH6o/gUX1kMmPgvxGZpHFyAOD5DwrS+xBTyLR0H2KSmIJREKg6bTeoL8atSeKxuJiXAq0vI7muC/F4nAN1WJZFq2L46D2fWS0u5qnfiKQzawDAGSwuLgr+JPKbXG4JEne+9VK7+f1RLBalAtWu62dNkVCsHvKTNaWy50VgTa22C4YRpeZA9npEYrJMD/OGimE7aN5D/xOSeh34mYjE9YG5h7PZrMSc2WLV7Hwatuiyat6zmZByuSVubPD5udwSxGZuce0E8ABuRlQ9Bt55VnCyfc2CYer1t97YWNz9bftEQLeS84eHHWWigG73E8Risxxwy3V/J+dnbinG4ARisVmG5+BzbYUvk3xHAv1zXP8AAGQzT5X5dnO5JeX6EPt60PlSaSMUkqNQ0M7GcU6hVtuVkKlBWpROOA4SqOL9c7klKBSee4HXfSiXywLii0ySUmkDaju/QjbzlNMGdnbq0G7LJqpKZRtyiz9w7y1WQRiWSYhgoyBzKzKgcZtcjQjxe3U6H2F9fT0wVuuiSW9irXGaPoK7iqs/KwEsjcYeTSnGMuNGoyEJEgCiGaBPHJkZQZ92qJ+MbR9mfGIRiZiWkDXLIVmW5aFbP3k+wyS0Wi2wrCPOJMtuMMvlTWKBSd6jYJ5er+flbpU1DSNC/O0sYb5S1ryH4SUy6vWMZhDCmpK53BLkcktwfHzsVz4ZsH6H3SAakUku+YIKuZlI3CXZX5jNLGtKxbGxLAvi8TnY328zSGIetW1ZFqyvlyGd+h7m5x9y58vlTUbjPqNAFyMyqYwjFvPk1mq7tKSZaHVCsyWardPpB1AsvqTnkUexVhAs6sxmRnJdzKvL8yjXJUKSBfMgNZvvYWuLR+2m0w8gk3nEzWv2ehyDev0tpFLz4Din0Ol8hFbrIBSSn0ONRoMr8jpI6Kk0qUHCUXd9bOYWtFv/QduiYrQqbQnNMirSmUFc1+VLYXnhIqMISvF9UvcfQqHwnCvG+6U0SSPiVzO4rKhWkVRoR8s6gsXFRc31fI7LYvGlUB3DB++whJD/IHRjp9OhgkZk6KYxRbVObANviiWbNDRbqpiv4zjc+6bTD4hWdPg35irexEd+9w8ylxTlstg2YCJ3I8JnrdGtAyMySTURNjexTlgOM//w/3jstibon7wbxiMOk2OYAGummA2T3z8YR4n9gAApPuORT5gjF9PSYZ+qEqCz2q7Yp+z37PMNIyoByQBAEuoYB+rPXX7Mpecb0cANL5aPM82JgWZu9vmsML0WQlLlCxnld6NQs/kelpdXKHMflWEHCcggocIuzkTirjfAZ2DbJ5C48y1XtYGaWCO8aRUpNnNLSCVGro/HbsNK4V+k64lf1fdDGpFJmmknlZqHZvM9V/om6G8sNstpR7jDD/rNZx1eaImYx3QQfS1hapoTUs5KACL0cJGz871YfAm5xR/odRRctfyTktEWln/iCgwjrRT+hTuPr19Y/olDPuIzcMxrtV1uPJvN9zDzT3Mc4hLAZ74iQ0WtlxUctm1DpVKB2MwtpXkvmbxH79No7HmJ0B3uPPtsNPth7BwKczbYnd1ksPlwMTwpaG0Os+ZNgyCta7VdurFWjY1pkHAetr9Rm/UFCnk3tOyIScWxT1nzt22fQGH5J4ia08rcrabh51U9PDykcZlGZBJ2dur03q7rkhhpT5CxoBvHOfXGgAeAOc4px3PYtRWP3ZbCRape/tZs5ik9h79ZW3tF14Ft21Cvk7ax64PrUw/lXalsc/76QuG5cn1gaTGWroWQVNEgROqwKNVu9xNsbVVJfUMvufioCMwgYaj7TqdZxmO3ucryvV4PCoXnpFbbfpvTCFL3HyrRqrncElcxARdZPv9MguIDALx79w7K5U0orv5MEwHb9gnUarvUF7Gy8kIZh8lpj54ZQ7x/ENp3XIcRmZQSFw+aD+MQlMMgo1mqVCpSsDsAwM5OXakZ6lCs5PoSiBuCSmVbmZdURAEiVatvlM8lWq0M3bcsi/Gj+s92HAdWV1e5ewAQbc5HvfJtzeWWpOw+jnMKhcJzaLfbHEoS0a2qFGm53BLtU/bZ+fwzmpybffba2itqem009qRE2aMUEGDnM2on7Lph24QFoEXqdDqQzz+T6mxaliUxemIp+gTZ7GMJxKVCtwKIY8Beb9O1Lo6BCh3a6/VgZeWFcgwKhYLSskV4kew6qFaryqxYjUbDm9c8NZtN5fl6/a0S3bq39xfOxeDff4/OXzx/bYTkICan/v534X9yNJvvoVh8SQOIVTvIUZi4KAR1hVZF4av8a07QmoH4Dt3uJ19T86rLr629gnjsNkVt6Ri0ZR1JIAf+Wp95VCrbEI2Kqa98c6zYP9y7MNqIOClx8xFkev5cAYngBRH1q5sjYlzs5xDLzIcRlIhiVJnlVL8vlzcD6uPxggrRpkHtQEarMrXp2iAiJMXvht1wkDWo76txavi6W0nmN42ZdRRN8lH2/z33u2D/6fpFZZof9KxRNm/j6PJxricV6ZWe4a/V0ZUXkqoFOOqEsO0TqFS2uaKxKm2PFWSjLhKR+bP15cQdqure9FrPXs6i9PK5H7n7r6y8IAhFY8pLSv1RQKARQlSfaUwx5ZbIZCZxnTkuTVS1+gaMyCQkE9/Ra7E/VcyEbRObuJns+om5Ix6fk9531J16cP+Tv4XCc+oXi8VmA9Gt5zXfB91Ld+7w8FCZoQT9Pf5u19/QpdMPKBqv3W7TOZG6/1Bpxkul5ml9UNaHk80+5hCUrEZjGlOQTCa5+9Trb5WbnUplmwNbWNYR5PPPYH29DIYR5TRj13VpVpTGu79Avf6WxjZubW1B1JyWNIhW6wBmZgjSlx23TqcjoVUJ8Oij0lSLfY1mP0yWwGaJEccLN384H4PWaBAPSCa+kxCUjuNANvMU4vE56bn5/DOIx27T84eHh1Aub9LixWIfVSoVen5j4zXdyJJ6oVGp0HS9/hZMYwqKqz9zfecDZ9iYXH8zjaZUtl0ErUrmb6/Xg3zuR9j5/94KfXpG/dp4HmtAui5QHrW8vAIizczEIZt5KlkD2HXg9+kpyWHMrQPigsJMTOzYltZfe2jYOOjoygtJlgbviPzvLeuIaosqAabbNY5DkxzWxKr6i5oQovdWVl7Q75PJe7SoLb4jgIz2Q3IcB8rlTepz8E24fRIuwphBU6l5oont/1Xy+7iuSxMUiO+E+VLxN47j0GTDKs1R3ECMQ0gaEeLPsawjWFjIwsrKC3Cc06F35l+C2A0Dm8sSv2s09mhYDyF/J84iIjGLTq22C83G/1SiWJvN91DZ+gXW1l5BNvuYaoiNxh5THotfG7nFH6BYLHL3QQSleH/LOoL19TKN08P6hysrLyiKld8YdCjaGjcttm1Dp9OB9T9tSqEkAACzs7e8e64IfVeWmOfMTByMyCT1l+n6GhOkp9MPOCQm21bM2SquxVFDQJKJ76BarXL3rlQqYEQmlRlkcMxoOwoFGh5DkMS8CRSRxNSf5216rcO/SSE+AF7dVgwJY/zEiDAWc7FiVjAEceGz2T51XZdm6UmnvodSaYPp09+9MfB5UTJ5z0NLH0Cv11fyKACmfJ4R5c43m+8ltComfuBrrBIhKSKJk8l7tO6pKPxZulZCEiCYwSHoBrUXlSDTaZFBQm8YASnVNNQIXt01+JmlnZ06JBJ3obj6M+enxEmhYjYAMpqQPQ9AQBx+u3xzpegYZ81xKKzld/M/ZzKPSCYLet20sh/HaWo1jSkKXcdXvgAZOJB0pkwxzyR7Xoc0VAXs++i9M+5aFYoVmR1+Fr9TBWaz14q/wc2bSKr2VyrbwgZBfT1mkVGZ7MXn12o1zmrCxw76v3GcU88PX+N+z45BZuGJlh+Msv5Z3yHeH31+elO5T9VqlUM2B70/+jZV92KFpWUdQaHwHBzH4cZYFIIAhHey99SNPWrnQeXI2LaQknwyOpX9HWb+KZVKHCpVRf1+H3K5JSZp/injcvLvTVDd25IVQjXXr52QBJB3ZGyYhkooDdLydEJsFEauA7VgOIWY4Fv+S34rZzwhKD2+ICvZtfGVN3xmSZI6r0gTGHdsumS/4oTK5ZYgmbwHmYUnWq1wmH4N+v5zBWQ8Pkf9niKDwNRTohZ3EaRLAp1Op5mCubxpSYXeW1t7JQFoUJvLZDIgCsmVlRfK4HUV4tJ1XZoLkxfeLk3dxTO4M2g2m15eUt6fur+/D6ZpSvUoMX8pJj7A+2Pgf6PR4MbEtk8gkbgrVa/o9/uQSCSUGkE8PqeMj+PHwHcdELPfMgCA1oI0qiWJ1WwKhQLEYrPSXMMgeBFwU6/XwTCiNFMU/q7RaEAsNitl2mk09hRj4yOMRa2y3W5L51ErNM0JScPGBAJiWkIfYcyjW7vdLmSzWQrcYn+D1i9R6M/OzkrrAwAgnU5LYVCu60KxWIRcLifdZ2XlBSwsyOW0CoXn2nUgmnCvpZBstz/Ql9UxZZ0wGqTRjSok2evEqh4YK4gw+mbzPSdwUIiSexGtCzNPsMQmaWYnSW7xB2i8+wv937ZtyGQeQeLOtwKKlQRUU4EeMSVEnxGZ5NBsCA8PEnKmMaVMqE6/N2Xw0rg1SZIX9IQzMwJ41QIixCwkMvQvJSi5sckt0WTyLHNaXl6RavYBEP/J2toraRddr7+FculfZV/a+mtOm6P+w61fOD8UAJkXtZ1fpdJYeD0iH9ldfL3+FvK5H6X2oKlWjLkl+UGXpPO2fQK5xR8kpKRt25BZeCKdR3SrHlkpp1nEYHfe0kLO+yEM/mYin/vRSzzRUQrE82iSbOYkHZK4tvMr5BZ/kGIHK5VtyOd+FApV+33NE7EgyecB7OO/Q2bhiWRNwDEQn4vn/WouZ94GhqwnscqLPzY8utV1yXxUmVILyz8pz6+svNCuA1WsbaOxpzwvIomRWNQru3ZUY3MhQjKY6ZxJZ4Ku16n5rI9xnIx2GAYeJHx1vxdBBawpgK2tiOmbWq0Dmhydz7BP0kipYn7EbkQQgu/rIH3vOKck84pm4aOwRgbkOKc0J+04BNm4x4j9zApAcc60Wi2w7RNIpeaVu9bhSJy/PgMjDMnRzlkAL7XaECWgAPxdrqoWpnhvzISiIvZSzNriI6bl9YiE5nJWMIr5RYMIK4vokYjoE+9JGqf+nkdjz57kOKdwfNyl4JZhNsG6NJL4uVbblXyzfH/5n3FDghRsslQlJlDdf3iyrKOBpbMAgMsvO2hjKeei1RO70Qm6r4gAP9/mVh4DsU8vXJMcBVwziFAwImqPnaDDOtZHYcIqZNugRcL/9X/L7yxrYJoTtO6d6xIz8cJClgbCIvV6PbAsi9bBAyCmrHb7A0WO+aZUHHTLy035WBLOmLdw0CYAtdW1tVec6fqyHLoNiTinsKAwAhPQNKWrfzfIB6Oi3V0CSCFxoYTZichKJAzMFmOzAEgOVTQrounIMKKQTj9Q1npkc1bG43O09mc+n4dYLCZdv7y8TDR9I8oJ6UplW2mKwqwtLBPDuUDqVB5y19frdbpRsawjMI0pyOWWmLyh6Dog96pW38DMTBzm5x96KFzCVDEeUFV414hMQuLOt9w5iqBc/onrG9OcgGTynqRx4EaJmP2AYhZYf+Sw8081B9Op72l2GFH453M/euhW7GuAmX+ag2TiOwZF7vdprbYLicRdr+IGQbC/e9dkkMdyTldMPUhMsKRPd3bqStNrp/MRDCMqrQfcjLO+fTZln6itHR52KI9ynFM6TxD1KtbwtO0TmJ29RS1p7Fivrq5ypc7QneT36Udu3fC5W8kax/HgAT3+9Tjfl5dXIGpOc8+/UE1y0A5yGLRhp/MRVlfXIJn4TsvUVUWJx8F88X9ViMIgAckdTK5MTJslBvO6LoG4q4J20TmuMlPk88+EBAJnHqN8xsVXImGowbDvM/DdvpJwZDcqKNQXF/MKi4PllQXyd7U6gJM49wZbOMimZGenrtQMdWNGSjnJFdaLxaIUyN/pfCQm0+JL8H145HtMFICgFBTQlUpFad5rNt97Zaf4JAvv3jUhmbwnvfvhYQey2cfcPC0UnkM28xRK668lDffw8JDOa8s6okhCTEQgpoWzbRtWVlagVNqAWGwWjo+Jrw0RnWy5NqR06nvqk2X5h78OyPxvNPYgHp+DROIuI0gYE2s+T4PRi8WXsLiY5xDbg+ag7vPs7C04POxAvf4WEomEZJ5G1DHbfiwwrMqkhGWz+v0+RZJWq1VmXttcH3W7nyjoJZfLUU2+0/kIudwSHQP8jW2fQDJ5TxKSyHP43K01iM3cgnJ5kyZf8FMT+rwILVW4EczlluDdu3fSGFQq29RN4IOpzqBYLAobmzM6TrGZW5I2W62+Yfz6xJWUSNyFWGxWuS7ZBBvN5nuIxWa9zQx5zlf3SQ4SnI5zCs3me1hbe0UgwwETk2WY42bgOpPqoDawv8PdiW2fSNkzhlWgVf2l2lwMq5Hncz8OFIa69/vaAlLVRlrCiIn1ajT2lP6HYfs+aNMWfO2Z5vzwzwq+9nfmM4/eZIXk+QmFsDyvWP+eWG9Qd5/hz4PShDrq/MYnFMy+AAAgAElEQVRrdDmMg8an3/+NS0c3aP7hxlkMH2M3Y8fHxwP6yC+HpSp5pno30YQpzglxvMS+GH4uq78bxiwLwKOzB40d5h1g239ecpx/SH2JfSyiv9m2ei0BgK8kJIM0x8PDDs1vKPrJBjHyIKE2LiYsmlSChAf5TJh2MnmP6wMs59NoNKDVOoDW/l/BdQkSjKD6+CKx3e4nKfEugJ/7VNRQGo09iMduQ7lc9s74kyGVmoeVlRewuroWqAEP0h4vk6AUTeFsMmXUCMSclVieh9VQRjGr4jWdzkdYWMhKhXQRKLW2tib9NpVKKbMcpdNpavZjv0NzoHyfeQVo64zmrBSpUtlWBFqDF1AflwRrbedXmJ29JZ/3KkCI56vVKmQyj6S+PjzscAkHkLB0kjh/8bw/Nmf++Zlbyut5NLdHLkGrsusGs7/gOmDxAHgeTcvnmYesFSuRuCsJsmKxCPH4HHfedV2o14kpUswIVa/XJV8wGYMaxGO3JUGFuVjFuqk+upWvF2nbJxCP3aaWJhS0+r4m6wZBgUSYER4Vj89JFTgwTZ5q/sZjt5XrIJWaFzRsMmbp9ANlwgEylrybCV0UqjjUSmWb5khm1/zOTh1m43/g+vTChKSO+bRaB1Aub9IyPIHagUIABn0eFxNWpZDTtUX8DR5oysEJ2O1+gkzmETGZGMSfCkAm5sJCFg4O/soNeK/XJ74Sz4xIiHyHaD/2etS6WdMra8vPZh9z/a3bVLDnRXTu1xaObFtwjtB2mROQyTyiMZKYv3NxMU/9QiROLafMNamaqzpKJO7C3eT/TTPHsL9jEZetVgtyuRyXb1ek5eVlKJc3acFXJCyHxo47gJ8Um3+HM6jX33KhJPj8ROKuZ5Lln1upbHMmf8zji+hW0TSKpdQa7/7ixfqdUtNoJvPIY9B+WMXJyQkXE4jPRwYqIiURQem/F3nn4//8BNnMU6neIfaRzgUhVrNHc6DOLH7n/7o30hxU8RwjMgkrKyve83ytqFKpQKHwXDIT+mPAJ5DY2iIbD9H3Vq1WFW4aP3crakrsRptHefsbDxHFiucRYcwim7vdLmQyj7zQEL//MTesOJZkbNR5dQvLP6nntbc+ROvBysoLIV6T8LRyeVPisQDE9YEuCPYZtdouh57lxkBAZ1+4T9JxTqFef0udrqpJ5k+26UDmfBGCUtU2MTGAKv4xHrsNmYUnxLfgTXyduYhUKNhV9hlLLLPHa3SbD9TGVWRZRzTbhkrIBPUlmwlnnOCocY8RHuyCwjI4InDjc8zVmLWFTXelI5zzwxR8xkw0fnvU16F2ICZ3Vl2PGyN1Tlj/s+OcKsFEqj4prb8GIzIJ7fYH+n2ttguZzCOpoC9u4nxTnUNrNw4yL6I/lIRyBF4Ki4uLkE6nB5psUdP3Yy75WMlRN2ri3Esmvgt8r07nIyQSd6FWqw2cb8XiSw54wxP2LwbT57w5LpsSeXxHhxF2+utc14VcLufF3apdCr7514ZMJsPESp4p2wEAUCqV6Jjitap+wHmiArfJ99zwNlc+jgMtB74SQf4vFl9CPi8n6Rff7cI0Sds+oYHMOgY8yLSpmpi634xL02GFQmH5J5JKa4h2m8aUUA8P/JyVwm4XY8jYlE+kz2xvF8znvrRtm8uJyfobxABpcp4EzqNm4qeFC17oQTvly6RJBglKllH2en2Yjf8BYjO3lHF5+Xx+KAGG15umSVNd+UjMIyVaFoCEZSQT30lMngATyty5SmWbM6WylMvlaGgQZiOxrCMoLP+krbyeuPMttPb/ypkda7UaRcASOqPPFosruy5AtfJnSNz5VmLUhcJzz6xoe7v9FVK/b/EHMCKTklBGdCv+RdTk8XEXcrmcMAZn3qbuD2AaU55AI4wOY3vF9ZTPPyMbJCHODk24ODaWZdF1Tepvko0GxgDjJn1YASma/Ou1f/P6jiCME4kE1x6sB8nmz/XHZpcpjQYUzFQqbUAikVBq9hj/jMhmAGIuN40pqShBvfZvXrm7aQ85+jug6ZXkyD0CVrglEnfBNKZobC8SbqiQF2E9zHTqe6EUGdDvkUel7j/kQsuKxZcKgA7JuWoa00wJOdKuXG6JQTCTcyuFfwEjQszcIuXzz7jzicRdiM3colWeWGKtckMJyfM7T8/APv47XSxBwuUiGOmgSa0TAFQrWX9NBpY9b05AxOB/G4/dltJNAQA1RYl+GTS9WpbF9TWWsBFNpr1ez7uPmIv1FBYX84xQ9Sd5Pv+MhnBcdP+Pa+zYsRC1eUnIG1GlD4RF6RGtxPe/sNqPvFs+k+6TyWQ0aFUZxeo4DqytvVIEu59BLrekzAiTyy0pM8gQ1GuJ/t4//1J4Z/IdCkORCCPOcde6LjmvCjFpNPa8Uku8D6zZbArnCWLbR23zQhXLaXW7n8C2bbqROT4+pmZFtk2tVouazlnq9/uCJkKo0+koxoDca3Exz/T1GY3dzOVyUKlUwHVJnPKo60PaYJoTXn/4Gw8xiYNuDAAAdnZ2uPOO8w9oNpvaMWg0GpDP573YQYvyHhwDEXmMvIhFkQJ4Zu7MU0lIYhgOb+Y+IwnFBZ5G6lGeCkh7n3BsSM3KFnee9ymf0bFRWRv4wuL+xgkLPLAuJgCgFkwknHu4IdGBuYbWJAcJSvF7rPTAThz2uEhTnSgUdZqSLql20DkVk9bF3On6TP/9cGODSc+DUJiu68fkXRUBGTQ24vwRhSRbu1JF+/skFZfKP6cei98HXyT9JggVqr9Wd92oa3CYa0fdAA9qlzjnztO2z7l+mD4fdO98/tm5NnHs/FMl91A9/7zo0lFJPW7ne+Ywbf7S4z3oXqM/X9+ekcytgweXSGEM0GaFoc48epGMVvV5WLPtMNoX7iBZx3WrdUDt/o3GHq3ovb/f9nbBvFaJmwvDiEIyeY/ustvtD5DNPhZixc7g+LgLs7O3GMQXD9DB+zvOKTWZjNMcfRFjN6wZGL9P3X8I7fYHT2MgIQokvs8HRHS7fhWEVusA+v2+YqP3D6YoL/GLPXr0RAKB+GPp75ot6wisw79xGhCatIj57RksL6+A45xCu/2BPj+XW1KaapeXl2Fl5YWklZHrC8z68zUXVVqvjY3XHKAHqzgUiy8hm30smfFK668hk3kEtm1Dt9ul1o5yeRMyC08kkEmttkvTurEbN6KJZKS+a7c/CFYRMn/b7Q+QWXgiuRRwPYnrpt1uw8JCVrietIkH7viagq6vEVU/7KGySBWLL4kfb+GJNK8QqCj6TEulDchmnkpjXCpteNcj0Iesb0QSi1pio9GAbDYrxUySdZBV5nQV56/reuczT4WUfr5mz6JbAWRLmW+lsZXoVnYdqM6zySDwXvn8M2XyfFwHYl9XKtuwvu67Mlh8gsq6Uq1WBV4xRk0SgGfwOkYXdO5LCsggYafSMHVCUnWdaUzRkjtiwL4/cfYoyKJafaOYUL7ju1B4DisrL+DOnSS0Wi1AxJroZHfd38G2T2BmJi4guAgRkA9pT7H4MvCdLuuhE4S6uYRFpzOZR2AYUS/1nK1kJpZ1BKn7D73sOClpLqdSKepTo2Y4Jk8uUrf7iTJo1wU6JvHYbaWZEMdmbe0V9VOjoMvnnynNxMXiS5oMn2VahcJzGmLCarumOSFlogHwUH1MyMja2iswzQka7C2atGo7v1LzdDJ5D+LxOeh2P8HOTh3yuR+lSgoYjG2aE1wYDlox2PqkAL6Zm53XnU4H7t9PQ+r+Q04YEn/8CbduVlZWoN3+QNGwOvNepbINS0s/cLFxZAzWpHXDFhsYZn6qsm0R4FyBbkgajQYtPYbmPVFY4fls9jEtX0fO1yCffyZdj4n7/9f/4v3oiNpm0bOt1gFNkCDexx+DJjiOQ102uG7EWpQkYfljqFb+zGzQgBkDceN/KiRQ8YnMX593obk0nX4AxdWfJc20UCjQ0JBarUbv6ZtYeapUtukmkK32Uq/Xletyfb0MpjHFmcrH5pO07RO4fz8dKEiCtIIvzWR134nCL5n4DjrW/08z+rAHu2PEemmYnFw07Z3XjPI55jhyXv6dZR1JgdFXQUCyY6SqTCKO38xMnPqzarVdyOefDZUDc2XlhRRfx6bcwoXYbL7nGD1PZ8yCRv9gUfk8tj1YX1O1YEUqlTZgcTEvxdGp3i2TeaRkSuLvMLRoGMDS6uoaB3BwXZemtWMJGR3bp2jeZs2QatOol+pO6GfdkjEikzQGWWfdQg1d9FOr1tSoLgndpk2cI+h6arfbyvdg28LWgwwiDB9ThVyIhH0alF0KgCBuTWOK07LYsWH/x/jjYfIO4xoW42fZ+wF4+aWFjahu3WLVIvV69AmBaIPmHoA/TmTujiAkBzUWzatkggSbN/HvRfskB2mU2J7YDMkfGJu5JbU7ak5DbOYWnZSVyrZnEuWDghuNhnQeAAELeSlDiW2fcLXykBC44wf5+tqmqjo5alBiodN0+oFSu//aAnDYscO/8dhtSNz5VptDF02jrksCs1kzHtvXGCvJChisjG5ZFikdZEwBohv9ckR+XzuOQ1F9rBmPRfupNHtWQ0DiAQjieT+0A2+Xy+Vo/J1oPlSZkEqlEofqw3bhRoI977oIcMjRe+P11cqfIZn4Do6Pj+lvEEjCo179VHCJRIKeLxZfQqfzEQ4PO8rYS9s+Idrp1i9cibdut6sFgbCbGKR+v09KPDX+J32HTucjNVuWy2VuzFzXpSkAS6WNc2/g2d+xICbXdSGbeSpp9q7rSsAd13Wh2XzPhTzgdwAk5RomKLBtG0qlDXCcU+98giubRe5fg0zmkadp+f1EkMR8mjkcA1/w+Ru/Xq8H0egkZ8U4Pj4m+W0ZXsSuM7Im6+C6XhFpb0xzuSWphieADzwjhbp9bXdtbQ3K5U1pPWWzjyGbeSqMJXh9lwd2bZTLm5Bb/MFLt+j3KeEVdToGuMEbKZnAIC2yWHyp3dkH+fYuilHrhPSghORiein8zFYLR1Sf6M+q1XZJTT0hBAQzs6hK0pAafGL18GPI5XKSH6fXU6P6EB1IYgPJuXLpX6U+kALvL/GBbcSkxcXiS4hG5bmUzT7mhFij0YBM5hFN/p5OPwDbPvH6KCP1tW3bkErN02TH/v2nvd06rwH0ej1uDPDZiPZT5cklaEJ5100Ql5jIHLy/rod69ROcI2HIiAhQKBZfKv01xWIRstmstJYJ6lUuvaY732jsQTb7WMrkgoJSLFi7s7MD2WxWQgxblqX0jaHZT9R20Hwobjxc11VuhBzHkQoDoKkWUd4i5fN5GnYjCrxhN3H4eeaf5qT7r66uKbVDslGRY/XYEBD23XR9HYR65VGp4LlvurCwkJUSrmOtSPE+/X5f2IBjX5/CwkJWaWIltSV5Cw0ArgNZSMroVkL5fB62trak82Jxafy7urrGmYHJd6T2qlhb0t+oyH2NdO44Sdu2IZ1OS5qjaoLphOVFMWn2man7D6Hd+g9Y/W+vvDghdbt1wjUWm5UYoGoj0Xj3F4jHbg9VxieXyymCweV7YgyeP1H196xW38jhKop3uwpHOvU9fS9MCCDOIx9gw8O+8TemQTIasYmLVcTV8zSiYBrTUjFif4xUZ8+A3dUOSwjqGYXOiwjkfzbMM/13wv/9RNYuc83obRsFNSzf80xikLIJ1b9WFazOPh/TuY3KW8S1Jcbcnf/99Newf/XvrCJ+LNmE5KO2ZTQS59B46XPay5uR5TaeS0jWarsUGfi1GajoZJeEAf1+mv6PZFkW9x6q+6DZVbyvuNOqVv7Mof1WVl6AaUzRXQqJB/IHoNVq0eoJhhGljBjrECpzWXptYQsmYzwSZtXHyZLL5UbyqXyNzQvb56qNFv5lTULoh8Cxx2uymadgHf5NiQ7c2qpCPD4Hrf2/ghGZpAHLOAashoKOe/b5iIAUUX0YfG0aU5C4861QfYXspjEGEs1AmDVFRFZSRPLiD1BY/gmSyXueifTMG88lpY8RTUiiGZeNy8N3S6XmiXly9WfOHAjgIy4xdjEen4PU/YccupWlUmkDMgtPoLT+mssEU6vtQjbzlObvFF0Kov8IEcCiNigiLhGFi2OsikPFbFS2fcJ9XygUJIAcjkeh8Bx6vT70+79pc0UPtYaYjVtx9WewrCOafk5MpI19Z1lHXPA8moNFSxOiXlv7f1WOARkb//6Nxp6APCaEALNu9xP1h9dqu7RPRd8mizDGuGLV2CBhGrty6V+VY0OSFvAWsdziD8p5LaJYEeyYyy1prCVejLALUtk3leUAC1mL6Tyxr9nKOJyQHCSNcdGL1eYvw6HSXsXzkW8mpCDpRqPh2ch3pcWRTj+gzKTVOoBabdfLEbihRKahyZSYdmxotQ6on5A11xEwjUWZQ6OxRwXB8fGxEiGGic9F27xt2xCLzVIULBKW0TlP343CIMY9fqLQ9ivHE2LTheGmJ5Wap0HibA1Hf94S1DXW3MNFw44BEiZbYA9k7D7az0di2vYJQZIm7kqmVDSj4/OKxZcUkILoVpHwPJZL8jc9S8rFjmhy9l6u61LUIHsOM14RpCTPQNE/adsn0O//RjPTILrVR0r61+cWf4BSqeSVtSJ+ykZjj/qM0XTmz/cMFzxu2zbEZm6BEZmEZvM9rf6AfceODYIvEP0po8JJNp12+wMti4RtzmQySvNeJpOhoVaqouPnNbeixalQKCiTipB0aM+gUqlwtRt3durKsUHAmOj7q1bfQDbzlCtk7TgOrYcpEuEtWVr3s1qt0jSNaqFn077OZh/TbE6YX1rkUThv2I0l3of4gv0NgeuSMA/DiHJCD99jcTHvJfon/6Miodosknvl/WQpzBpncyCz/JHN9sTyckw4wG5U/ov4Y7Gx+Lnd/qAsbvy1DxWDV8VmImKMLVGFu3fLsjg0YzLxHbV1i+agQX2lo8+5hjWpDGtW8FNrDdd/qvyzFz1+HINimAfmXjw+7kpjjEJxmLJQIkpPpH7/N8q08TmsH0nX98HV4eVxkdsltg9L+cgo1kE06Doxdg5/w6934JiEeg2oTWcImkom7wWiDvF5KysrCv+R/A6t1gHEYrNc3KqOisWil30mGHHuOA61zrDJKkad/+IcLhSeB6JoyTmy8SXI4qMB17o0C5JYYk8krJ2oCgkT799qtTyw2uD5Wy5vQio1L8kF8a9lWZBI3JXyI6vebWdnB1Kpecm/qjIfp9MPAv2GrM+WKCtH0j3Ea7HSFM4T1bsBAPyXQczXdUkAsqg9XhYhKQpDLFXDfmeaE7C+vk7fiUWUJe58y70X5lFk+6NSqSgrtVvWkVQKh0yUI0inH3gqu89MLMtSDApJCJBM3pP8ZXJaOv8+vImKnEfAQq22S+LvRtQkxbG9SEHJMRsGru26LhwcHJD8oN5Ysb/L5ZY8UA7ZDZZKG8Qs542BqPFjoux6/a2HyCTf9/t9CbRhRCah0WiAaU5w0HXX/d1LS6dKDegoATrs2IiUyTySNGYAH/UqCqV8/pkyCL5c3lSeL5U2BBOVb1oSK8q4LjFtqeZ7pbJNc7SyhPGmYlULnO9o3vOvtyiQiiUs+Cvn1T3RpvojlTx4LbHf/40bA3w2SWOXpddXq2+0c3HY+c9uMPF6NcJ4wyvLxfueS+uvlWOmA09VKbqVr/yBSeX9Isrku07nI6RS8+ox88aG7SMCkloSeBFxK8jJ+c9oPHGj0RA2ead0nbFjj8A21Tq4f/8+1Ous24A8n0/D6BPJYTz8OiDnC9L5avWNkCEJ1wJpd6BPstv9RPwYhjp84DIISqUWwkxYkqXEnyDV6htYW3tFA6eNCPE7YiUONHEhos5xHGg230vgDdwxZzNPoVB4zoF5MPyAoPT8BYHAAJEJtNsfaDVsHJi9vb94WTuWJFQfa75wXReKxZfQ+j/tvb13G0myL6h/o1EASa0zBPSx3hModa91Rap7vCtAUpsrkN3jXYHqnrWeQPVcbwlIalMg1eMtAanHWwHSjDkE1XO9R4C6axKg7nr7UKCuN6h4RlZkRkZGVhWlnq+zL8/BAVAoZOVnREbELyIGbyx0K/r7ZGWQ6KiO6kGqNfhrzB99LS+XLCngwYMtfUjj/pJox8GTI/rtGbvP0JKUut0Xuo/5YEkHFkemStdOq/VYSRvFCzAavYXx+MRKF1QuX3Viq+LcuAEHJpbqlZaVlWvO9Sj6c6ySMypLlKhrtQ0xkwlGzaHtUdcbRCKe6zW5s/MM1te/cg7Ivd4rKJVKVj0A6nC5snLNkdq73RfaxkZLp9OBavW24xuH1/F+aofEsebrnbqAUNWiyuLxzKrfVu8Zgkevdzu/cw5nH3NIpP+RUKxbW9/FhFiNP/ah0Xgo+u9xxCWdg3L5qpPA2EhQQ+f+5Ou2FGsj7bGdc5jNZg6NQua5snLNsUFjOi2uYkU1uqQCXVlZYfsA13uNZGox/0EVK69H7QMXzY3XecEUZb7iZZKDwRtYXi45C4CrJf7WTFJikOUrn8a+NrJuH52PZ7MZCwRATnixv5R04uGqqWr1tnaoltUR6nun0/FGnuAF82vy07Mk8QdBwZnkUuni2WwqQUFvVh3CLkNm9p9r7qgmAKUqQwxPtZ3FOrHf/doalyhSBLvbfQG93iuo3/vWiiDDT7ToJ4a56zqd57pdNCRWGJ4qf7B4nBqNhldli6VW2/A6L9OC2oKk9FX4X5QKsqgR19e/spLf+jRGPvcjXj+aXFwbm6t2HY9PoNl8REARhkllKWcxLYzHJzCdTi3Cbddjt28weKPnUqId9POHmCuyBAH4uUtWVfzH1Jn0DOmnD2kTp6tp7UCmm7VO9zf5fu4WIwJ39va64gL4W6njUl/5BQ00wEzUvviHNB8jgDpF3Lt3z3JsjiKTboefdlutloP2w9yNEqBnODyCW7cU0gydohWgZyjmx8Pr6NiMNiRUg/DTNIByqKYnMASTZGVSWjqL1ZyUIf01mCRdW9TZF8d6Mnln2YwxxRf3qUKH8el0pkEBmI2iUqk4to/pdKpskEEBLly4BPv7B0qarnypATpRFFnPzgdLkMvlHW1Au71rhVyrVG5BqXgZ2u1dC2SC86ayTuxCu70LuVxeZ1XHsHR8c9dqG1rap6rZXu8VdDrPrbpRNSZl8mi3d2O1n1GhBkEByuWrsLn5jRUoAECpAzGWJR7c9vcPNArQ3jeRhRjnGRcQYGRLiSeO2rpavQ0r5c+gcvOO45+Kvo54f3H5Eqxe/wIAlGRsEl/bY1et3nZiF0s2yA+xS9J7TWooFRQA1eWbm9/oyEZPn+6IYJWdnWf6cEXdSNzYrUbyzgdLTtg4RM1SQA/ua5XsGWnUXDMF3GfHxxOdos0XZm44HMKtW3c0aAxpJErqdgxYE1Xq+vU14IX7RnY6zzUYT06IXYtDCSoPAuVmdwK9Xk8EZ6Eqlat4d3aeWXNFr/N0ho4kee/ephjCTFJN/D0wyc36r60O3bu3CUFQICoedZKs3/sWgpwcLkrKPdbrvdISJy39/msoFS+Tk7+qv9/7Qxw3dAhcxUqZLZbhcAjF5UtOYOfJZAJra5/LLiDER5JeLxUvWwsAw1VlG0M5qMJfa36t9RTYYcMwR14YnupwVYpBqjZzAtrpPIcgKMBs9h7G4xM9VqPRW8jnF0Alvlb3InEoLl+C+r1v4fh4ojfOeHwCq6s39BxUKrfisTivGTQ9lBwfKwAG3ezD4RF09n6ElfJnsutGbUND5Xd2nmmJt3LzjlZRUUmoWvmSZY9XpX7vW1FVtLn5jeVfivUhscYShqfQbu9C/d634j5AO2QYhpZrhVLJXnTWdbu9C8XlS5pI0/HIB0tw719s+D7a9Skhxji1peJlMfBGsXjBMMniBU3gi8ULlloOc1GurFzzHuwl6fFj1K10HzYaD3WUnUajoRG3m5vfkByShlYMh0fa7k5tahjZS4F2jLq2338NQW6JJDhWBTUi9MC+ufmNNi1JMYwxGXe//xry+bxmyqvXv2DBTFQEpMrNO1ZYODzIl0oXScCVua4/yC3C2trn4uGP7iXU9gU5Ox8nlkrllh6bWm0j7ucJ1Ov3YX193am/Xr8Pa2ufOzleMYm1Kaqt7ac/xFgED5PkdizOEOkCWl29oW04NiM9D/ngvE6oyYltlgWYdsLDd5OE03TSLnPvdT9QyUVs0fcsxYeSOst/z6rCoL/NZu+1bS5N+tfS0ScL7D6bgfrmAINJ0FdSSjJpLdHPW41/dTYxgInpiPY7DMb8cxRqT5TGeTgcQq/3Clqtx9oFKGty5n+EkrZGP1adh8w+DSnOwT1ncT6n/z0+njgJ3n35R6V9kSRN2vcxISK/kBgr2Ici/Rh6QXNHJv13NpvFWqnkoBVna8schof/nmp6AABHw0br4CUMTx2tT7bi79d4PHboRVbarl1A0PldkiL499wnC7C5+Y0+sfDFhrYQlAR8RDppYeJ3VD2iygvvoeCFZrOpY6LSDj99usN8vIxRvFq9rcE2yoH6BPb2uqJNAbNpR5GK2IJqDDwFc6I+GLyBcvmqE5bu8HAEa2ufOzErR6O3sL7+FRwfHzuEws38cXamfXg4gsHgjfVCYo/vqObBF7dJ+ohF0nXpM4+76jDeoOAE3EZ72N5e12ur+Njyl7DrnOV5H0Mo8T/t9q6VBgtLu90Wfct2dnZEKVeFMqs41weDgYO4jCKVoUZCXI5GI41ipev26OjfLWQlXj84OIB6/b6odalWXb+8KIpga2tL+16G4an2RU2iK9Jhj5uUkpilb42jiUTKJ9tqtUTEJaq/+f3dbpf50SoGgKYdbk4aDBQCXKJFPMVaFEX6Oh9rrIcfAsMwhAcPtpz7Ea2KqFSc59lspv3PqSkAr3M0t0EquyrWBw8eiLGQaQYaur46nec6uQD9j8oa4l7vdl/EJg68YjPbcwDGITmJWdFr1cqXsQP7G/K/JU3kAEzU/1ptA8rlqy7RDJRzbL1+X9tbNi6Eu80AACAASURBVOu/1qqWfH7BQvYBKJVBLpd3Tmxob6D2ul7vlX4Wz3mHp0xUXV25sgKl0kVoNb+H8pVPnZMRBnBHtQQSCtSfc4TYwcFPekzoxkbUK71/OBxqkI3JBj7XuvyVlWuOHVIiommScdZ76DUb6BLCwcEB7O/vw/7+Prx58wba7bYmDPhCtF61elsx3Jt3tI0PXzhfzeYjK+7tYPBG22XKVz6F+r1v4eDgIJGhSG2dz+1FnlSy9D2rpHWW8T1Le7L+p16/H8ew5SqnOlSrt7VqFX+u1+uWqw0WTOnGCWK/34dSqWT1F11bMA4oJ0rUZoUFD6P8OsYZ5QTx4OAAKpWKE5QeQAHUVldvWHZj5QJmVOPSgc0nBGSVMPHAh7RsdfUGACgsgxRM/u7du1Aul52529r6zpozfG80GtZBBaVwjGjkxmh9RcbOPLvXe2Xl2bTuFyJ7YTxqKUWZ5J6jUKwVK2cjAGjVqzmEzXU99nW8/wQqlYro6tFoPBRjum5ubloBN7DwfUD3B4/dChDH1a186WeSGKA8i3SAr+b2E5hM3hE7kc38ms1H2n1kfX1dbzpcfHSjAhi/JhraikbmwI4qprECtdqGQCjtjqNbhYwatG/e3PwGVldvWKGIpDIen8SOsq3E+wAUITA2SrmN2A4eaukvSVR9xP+skox0v59JnKmJDpPK8oyk9p312R9yfxZG+ZdsuztebkzUcrkMQRBkekY+WIJS8XJqu/CAvcPcMHq9V460I43V3bvrlk3qLAdAAKXlQZCWT63vo2mSRJl0jyhZ5hdiwm5MOPX6fSvVklRQAq/VNhw7s9Tf4XBIpCBvtRBFyh8wKb40fkZkNw0o7xtrPASnldlsBvV63ZEUpXpRus6SZtCMqVxon/BAmFZ2dp5Z/vO+cT2XRb3q080HQQGKxQtQLl+FavW2kvLIYlMpR5TEd+XKir4unV6R+3PVaLu9a6FJMboKv047XqncguPjidZrR1Fcz807DiNst3dJfEV6vc2QYKooBGXTsQNg2hqqWgrDEEajt2I7cTK5rvzwcAS3bt1xFrmqv2lJbY8ePYFW6zHs7XVhNnufKnFh4ZKWj8BnZQBpzzvrPaZklwjPXrf83w9hZGmSbRLTz1L/WQvtC62n3d7NHHy7Xr/vMD6pTQhEoQyxXr/PQBFqL2xtbVn7JgxDjdjl6sCzljA8hf39A51kt9l8pFIpoUaDaDH49Wr1tvYHpy8dGxg/x9/LVz6F2t2vod3eJYFBMHrXkUrpJoCgKE3DfJvUfavdbsO9e/ec/yFIKggKGuDlW09au5dfcLKvqPc50GAShsknF6zT92y8hsnOsU84z9TnF6/jmNtgK1Uo6nU4PNK8BrVV/LmNRkP7lSsNZT0e013RpIAgv1LpIoThqa7n6dMdRy1+Lk3NUC5fhUrlls4oQe9DVSmi5RD4Q1WvOFGIEMR6qT0MMzuovH22nQJVo1yliWgtjEOoUazxyRZVM7h479//1lL96FPfvW/1hqaLCW20UoxW10Dvov1wQRrVFTrnqvbgYjaSplq8Bwc/QXH5kpVPL4oiSxrn81AouKjdNNXfWZjCZDKBwWAArVYLms0mDAYDZ1yySJb8ehiGMBgM9CsNiEPro4cFuo7wNRi8gclk4lznL9qPly/7Vl0UqNNsPtLuOr3eK2997fauRZwGgzdiG7lNGD/3eq+sU3Ba+1utx7C93VLft59Ar/fK8g3FWJTVypdK7X3zjkYmUnU4b3vaHHS7L3TaqVbze9jb6+oDaj5Y0qEd8YXEE9XsuF53dp4pjMHdr62xwD5J87G93SLXm9ZvNA5yFCn7lG+N0PGTntNu70K3+wIODg702uT1tZrf6+83b1ahWvkSbv7zbT3GXKqLosg6RLTbu/owX6/XdRAHWlqtx5D7ZEHbKBF8Qw/oyhRyAIPBG+j1XsHOzjM4OPjJwSJk2VsAijGpffnGknR92jBsD46hEUbmOtYrD4CBWgBbmlP1oQodr/X7fRgOj7SLH4DSQGL7KpVbMd5DaThxvmzVqzkgIF8xNlDDPwz6W107lwagwQWHMF76G3W4xqJdSGJfl9nsvYq5SQg8ho6j9Umx/uikYKQUdGZOUw/SyeP3JDEGQ8i9t5xZfZj1mUn1o0+UGnt3rs6yAfzFSG5ovypf+dTKP0nD/pWvfArt9m5qPEnejm73hTm5kzWRD5Y0ejWNYWr1moSgjlX+WVIfoRtJFJlTsHQQQekCAJzDCgceUZeM5vYT/73SvgsK2n7U6/VS2y9pfOhawNRfdIx9qsYgt6h9jnmkKr6GkBla4xQYfIIes4RxwmL5LxIpTtJoOX2PJVH8XigsWnanauVLURum7YnSXNPnkKxB2O9C/rz6f/xcPq50v+BrZeUa/PGPtglJ2h8fIkVvbX2nx0tC8dI2StVTKbRW2zCZj+J5wDrX179ybJu+umh5+bIPm/Vfw/V/+hwKBaOBrNy8A0+f7sDp6X+m0lRab2fvR1hb/aUVKrVQUO/o0pUUZOCsppxz0qbBz5Wbd7Qozu2KQW5R+wA1m00damhnZ0dLBgCK2HJXEXvBqwmg+u7BYADr61/Fhmh1CsPFrtS4Jit7FEVWmh9aut0X1oBhGKt6/T40t5/E183pQhpEm9ly9V/a9+RiP8d3l6qTBiwPcouQCxYhyBtiYQij1M4szzefEbWbRNytdVC+CsPhUeoGH43earSz71CG14vLl0hKKrfNUjvw8ICaChyzpBe1fRt/SJn55IMlgAice7j7jJX+aPuJt7+csOI13AvNZjO1/ZwYYp+0+gsjBeU8icYFRmYdhAVTBI6Vn3Yo4AxNZeasHcIkG42Hnj7514k7joaW0EhH9JDgG/ukA0yQW7T7ffOOfhadVwm1TfsQ5BRDt9GbZ6MXdP3TUq3eJs/GcVgC6TAtFcxUZObL/i8fk0rlFtFWSDk9jeqZaiB9Y49+tWkmCUy5Za9jj/04KDB/Y4nGyq6A/JpWt9ITYD4weRARtUWRrLRRw+ERIPhnbfWXmnHSwpmrtGmwQ9PpVPk3xSdERHjdvbtuxRelZX39Kys1DhbM34fS8GAw0FKuyjafbjDPUj7GfpS1UIJvb0RXkswmKcv3vHzZz0Q4ODEoFS/D4eHIy+zRBiATEtkGHuTksIAA4GwM3q5W67Gab0LIpJcldTHpSGoPAIiEg69lHN/N+q9FZuurH4kQgOu3LL2kNeGTJLP8V5oTOxTe3BqrrAxHmicsGALSNz5p/efvFNloJdEW+is9i99D9wtKWb5+SePJ24xuET9XsZmkvJ/wAEHnEEBJZZj5xjdOvI58sBQHBvC3CVMPBjlXuvWtNwmQSdtKwwkm0RH6DCn3pFQ3Mvbx+ETnYcVyjg8oEjtejo8nOro6denAUy+NAs+LdOrki1MyrlLRfjZ7r+0BXLU4nU7joMjus6U0NDR8mK+knTDOpj7N9r+k4meSLmHM2h5+HaP38FOxtPmk78XiBRFANBqNdJ65LMTUegUFB6YO4EpzfG2pdXI2JokRRJLahc/2EVZ8No6vT5KhLy7hIeiDMu2/FJOU5pLOfz5QKkcM/YaEBRM4n4VZWNeDgm4j4gt89aW9uCRP1a2USUp10/9KcakNY1EF255lX+CLjmfuExVJKAv6MmvheA95DavnY4kiFUIwbf9J4xvkFhNjUGN4x3ywpFXTvjXH14yPqeFByncY8O1HKRQiHQNultvZeeZI/JYkef36mjbgYxmNRjCdTqHf71ux8SaTd8qvrf1bB7UEoKS79dqvIAxDhaISNhD9royobuw9qUSRciJeX1+Pjd7mRPD06Y4Yu1Wq4yy/ySecuXNf1jrPyix9TBIXgsT408A7/DtXN/J58m9As2CleIirqzcc1ZtEQHwLXmK+9D5eRyF//oOYJN2IPsIH4EqSvN2cSSW1lfcXCRDaSP/STDKN2OP6ygdLloQstjthDp31Qpgk7SfFK2RhlFJ7aSYUOv5JjNxHfCljwbmX1MhJe0Oadynh9oeWNDOBj+HjQYceDnz72tc/KZIOhgFMW1/0urbjBgXH/Q8TSWdpj7R+KH3E4qONiPilEX/OYQPv3VN2vmLxAlSrt+Hp0x1oNh/prN212oYVbQMfcu9fvomDUtsPLS5f0vEJu90XqRuUO6PywuvHCDE2OlSdSiVH6LTyMeqPsyBFo0jZ5pKS70ptSpIkMej0x5Tx+MRLJPicSeoTytDoKVmKyiRtZol50BddH1EUeevB949hkvz5aUyS94+q0ziT8v1P2tQYaP4vzSST2kevX/kv1/T483ZziUGac+tFADEowWf6X4Y+GJvkXAE8PPvGR3D5uqR7EfebdG8S4eb38NR7H1O4BsRpT2CATVh6vVdO+jmpjqR1ng+WCOJWjQ/d70lr3rfWgtyi5T6C+5KnyJPa5tsP+WDJceug9fNn8Riz54LcorY7KvHTZMCgG+D6P32uT/NZJZRGowGz2UxF30khjj5H1TA8hU7nuYb+at+mypfQePAbyxHWtAM/zXUdGgpP/KMwbJKk+uB9mUzeQaPxUG+6fKAMzpjPLklybbd3oVq9rWNJYp/xEHF4ONK5ANG5mI9zoiSZW4SDwb9pOzKi0lZXb+i0L2mM/OnTndQF7CMyfINR9ejq9S8c9J9EsHwLHF9IVLQkEwc753XgiXR/X8H2z8IkeWANqS0ANpOU7sXMDwAgSjJeYsaYZBZGIbXzYyRJnrCctxmzhCQRJC6ZcIZBxxLARoxK/8kyBvQzxSzQfqXFFJaATflgydozyHSk/yetbak/Zz3I+8rNm1UvUw5yixYmBMu9e5v6muRt4GOKnOFjuE46l0lj7Js763eGKC6XrzrPlf4r7zGT4ehDyznksjx9VKl4OUYmnYfcJ+qBK+XPYDR6Czs7z3T0ByxRpJIQI7PrdDqwsrICAKDDtPmILxIWWqbTGWxtbaUOcJBbjN1C5KgN6L9oDXLeHvBi8YKVe48XCjrhC1F/jnX0tB0+NaY1sUHBVUUGBYf5J0qSCYuH+p4mSbpoF/Iu3ATCyv+DarkwDEXimLYZ+WfcwJT4q/k479yH84L3phFYCt7ith2JCALIkiRlDHQtS5Jk0obHtcSlqyQGwcftQyTJpLmn7UVVWBoRRWIn7XlOsDGbg3vv+dT+S+OAiQ8igkTOotb3EXUAE4AjC4GW6pKkySQcwVkKXSviHgoKVl8AlLcA77/URr6+pbSJlFZJZpW0NSvNAe5LDCSQNkeU0Ys21LjObKY0+9q52t2vY+mq4txQrd6G1etfGL8Z0iiMVKDuV/+r1TasHHYoUYzHJ14Cjy8Km5/N3lt+dHRypI0Z5Ba1T6blT0MQVtJEcSJbr9+3TkXojOzbGNJEIBKQtsOvTpIzE+SDJQvGDpDOJJM2LKrS6dzyhcE3mq9+3Fy+sQhyKEnFKbtS7k0j0vQ3ukbU2vATuG73xZkkySiKNEowaVwBXEmSb0ofk/S7CcgHHWndphEcTnyzMMnV61/oVHJp65wyST4G1nPyC1bABBUcwESMovD8Xu+VCah/hgNCPlDBTtDNIJ9fgCtXVixNhm9c8Rpqg3ggAxpIghbJrSJpzDgYiL6yhHnLUkSfVU97qE2Zr1+pP0kqdN6P6XSqmaSP4abRA3wOmo8w2IS0J/G9uHwJdtq/TfQDzgdLIgBQKo4LyNrqL6Hd3iWBpOf6x8lkAmF4qqPY8A4Vly9lzjbuc8CWCAsH+vDOSr8FOTsHG7exycSP1RMUGKJ25iXoQW7Rki5p3YpRGt+yNHSvejdBmfE6VcekqVuT2sljcEoFVV48xRavt7P3I6xe/yKRiKP9sNlsOn3l9eECT2Ia+E5BQcgkffWexSZJJf4kZhLkFgEAvG2UiB8/VGQhrFmYQxLROiu6tXLzDvR7f/C2g17jTNKeM3Po5Ic8VQxt4SYRWqIo0une0vrPM4PwkkSQg9yi005Z22LaaNac7NaQD5agfu/bVJqVzy84LmgfWhqNh44/okSXcP3ycZHuzQdLMNj/k2PTldYvhjo8ODiw7bV5N2BDqXjZMln59gEeovDwJu+5JT3eg/0/iTSQXnv06EmqqVD63XIBwfBU3DfNRNtxJZ/6vW9hZ+eZk0etXr9vcW58hk/VRKUEyW8naUDxO9r48PlJhMT3uVy+qgeq3d71TpBvEUr9kVCjvhfdUM1tM6kSk8zCIPH3NLRvrbaRWhcyquHwKJYK7FiyuHbw4NRqtVKJ3ObmpvbBlcaAHmRo/lDf5sbPm/Vfw077t6nPtxzvPehe+gx8tu++fLAEtbtfm7nPwKQ+5iW15UxMMjYT0IhO5t210SFQTl4ffib5Ibi4LOODTNtH/NL+L6XGS0KuO/NNHPDzgTpoh+GpN10X/d/PZZMESD5E03YAGOCb9Dv9L4Dtm+hb84hpQUkyiU41m48yMUnkHZJaWKqTxqzl9ZVKF6Fave2gZqUyGr11kMdW7FbMmyhlOl9ZuaYzx+/E6YwwOHC9ft9xkC0WL1iMAp/hC5uEp+/xeCz+nkQU6Tvqx1dXb1jP5IuC/89evEOIokgDmJL+62uHyTyezCTzgXtwwO+UKfDoMWnt4M/iwQb4yanVeuxlDLzfWSL8A2RzhqcLPGlOgpw59UdRlOp/VSpedqL7JBFZABsl6BtHAEj8PcjZzPzvnknG66z99AdvfXRd8v3sW4+YDomrV89SzsIk6Tqk71nGr9F4aKmG09pkjY9et+f19ygCHSbNx7hWVq6deTySShbMQpAz6tab/+wPQICf+70/wEr5s9R6lcuSqteK1BWYsH0Yjq7d3k1cu/gZ13AaPQpyRnNjo1Xt8cnq8ler1RxMiJYkb9z4Qvq/Lr1eD/L5POzsPHMagLEDu90XzKZnPvuYCb6jio7asaRBSUuOiicQHis2iTDxtqAkjX5EIkEMlJO79Buf6DRJ0rf4UE0aRZE3DmkSwbaJieRyYibo8HAk/k9iQPm8CrYsgZToZylCBn+1Wo917lEOraebrVS6aDkF+zbXWZkQJbKSfxcfU3y2tLbw3n80Jil9N3023yk0P20/54MlK65qLpd31l9ayTI+vhi/ku0tyzjiHPuIqm+95T4xe2M8PtEZkcQxCuQAGR9T0swxvG+YXozT1Cx1SPuTjxkGHh8M3kC//xq2t1s6obNv3dFnIG2h18WwijkVgMCnJk/zT8/itncuHyipBzOa01NYp9PRmQ8AQKtaOp3n8XWjCiyXr+qkubxQlJmPuaHaQ4K+S4Pom1hEVlJghzS5jQe/8RJDPJmgKkUiSCoTyKnjLI4bBtsCkMwkt7a+80YvUYsltMbFV4+vL/g5C0hgZeWaWDdlBngt98mClRDaXnBzy5E76dVsPtLR/OnGop/pOsIibZYPYTqUSUqJxyUik8RE88GSlbj7751Jpq0jamKh6EBpnDji27pOIPhZ/YqzjE9ayTqG9HtSsyQmycefarGQVun9ExREn72PLWn0Aa9hwWxGeN0XOs63x6z6g4KVeQZAZkZ2kgZ/3ai+PT4+ttrHXVXwJSVeVmXO2hBfZakCx+MTzbf6/dewtva5pQo/d/Ofld8gt0MqtF/Vil6BD0JfQy49YKxU3sjJ5J24GOkAoSqNo0n5YKJR3OdTRRlc0mR0O78TN4lSCbQBACCXyzt16MUUqNivqI6w23veaksSk9zfPxDRfIYwKZQXlSSlhbW93UokvNR3z1cQDczrlp5LCaFKckrza851v9MI1NkRfqrutA3thFbzvCiT5PMtMRP67CTCgWPx984kk+Za/x4UnBBkfLzTiCrPRZjlBP+hTJJHZkobP95nqR7apqS5l/Y4vU5zIf6cJU3dinsVCwdGBblF5yAs7S+p7kL+POzv7ye2bzabWdlefP64uU8W4PnzHwEgBgKR3yX3E6Q/ADT13hvH3ru+vg7V6m0xlB5NXYZZrKiwdw6zZ0iTNh6fOCcEdX3sVXNI+eh4BgtpIjAoMSJbfRut33+d6GeG0tv162vWZuBEs3b3a50LjsLUEYQ0HB6J/9cTVlj0Rt7AFyJlk5jkYPAmMWYoSmrIJKW+4wQ7IAJST1ZmVK3eFn1CkzZ+kFOnZ5Mya67rSiNS0ikw2X6gAhFLRFnaUGnPp8APyY7E5wwgO5ME+MeQJKU20XWm1Nz2PCQxA3GfB4UzM4asTFJS9dN2Zh1DfJ4qc5DAO765961H+r1a+TJzIoKzlnRJ8jzpmyoYPCOJufJ+8bBv+EpC6lL3Kul5tG7qWoimt6T/5QMleTYaD7V6H++r3Lyj+RHNVyuNO94XhqEjMJ6joeYAlOM/Mg7VWLVQ2u1dePmyD7PZeyuf42DwRldKxdh2u60RlQcHP3kHRncoliQRQCItOsxgLhmTKdEFiAPVsoHlOeQ267+2JpK+JzF2sW3CQkOUZxKTxIShdCFQaRWZvq89tM/Ly6W4HvN/vCdJkqTXwzDUPqpJjEjqM88MkEWSpGCcbEWtMSkYNX19qCSZRkQBXELpzNs/EJOUviNKsFK55XV4TyKoIvP8K6tbz2qTzFJn0tz79or0/a+pbjXPV0wyba+nMUseuQjfkwIj3Lu36dTve4bCvCANHohjKPbRQ69oFih7vAaiqWgwGMDOzjMrR+45+scoAp2mKp9fiCtRRKm4fAlKxcvQ6TzXOmMABdGV4hDSVFQSvJx/RpGZqg2dgYk3Gs+sQD+jRDqbzWCl/Jk4wPT75uamuFl9babfV8qfuRnf4880mn1Wdauz2YKCZm540PD3mQYEMMGC8V56OsoSdQJz/CUtUGk86SLPwiQbjYcwHp/ogxm3Sw4GA5hMJqRlaj0mMZok5slfVJLkKd2kzQwgE0r+bA3a+gdgkqXiZb1uW63HsRvPiTPmtKTtDWfsgoK1zv6S6lbezqzjh9+xnEXd6iPgzmEhWBLySn58SUe30r6Z+UQ/+OVfXNT3rl7/AtpPf4Dx+MRxwfDtfx+TrNfvi/sK1wQdOwp4k/qUtrd9beNZV6JI+eLz5wHEkccCJYzh/J/DP2E5Pp7AYDDQMRpNMQmOjd1xDuPxWLgXoN/vO6CTJIaFEgUySWmh4aag4cN4vdTvCf07RQZE2oE2NQo8SfJL5IRQKlyi8m2eweCNGLoMX6gm5TZJWh9ONmdK+r78QiYfIV4Gg4GCdAfpJ018Xyl/pv9PI9j43mlyZP+8KwmNZqHwEasgt5hZilRzaMZFCnihP+eNTcdHJOlnPCBmZZK+dZY0dj8Xk5Qd/5OLrw9exhAkqzGl4mu3xCQ/1E9SGsukOtPmKMgtiknm+bOMoJFtLNJKVmAffWaWg0pSqjH9HhSsoBxYfKYz+/9qb5dKF+H4eGK1K50uJDNI+lur+b3VtvH4BBqNh85hJQxDHe8ayzkAlaVDgiQjilU1/M9xJafQ77/W9jYclyhSv6EEQAuVylBc551A5iblDeMLWEKU8npoH/L5heTYjXEwcKqz5kxJikIvBVeXShKTHA6HYjg0iUnS/1HVHjJJKYajWcTpTFLaNHjS9G08aY40g/D0m/4HmWQyI1jS9+JaS9s4WQgsZ5K+pNA4hkiUpbXg1ptdkkwkQDnD9EvFy5mI9F+TSSa1+6wMjZcsc5hWV1YmyZm5z84ptYn3n9r6+DzptRO7ivjKWe2VWdCtZg7m3v7R7xShzuuyMBpBwYmdjfGu09oU5FQQGFSJ8rZI//fNWxIdKC5fcuzqlcotCIICdDrPrXSPvJzDm23bkIHwu+jWSMdZBFAMlrsw0HcAN8yc1BHJJikREwCAtdVfegedbnh6IsGkv77BxZiRvlOMpIeXirS4k5gk/u6b+CRJUveZSZJOP2NJMknVdfNmFSqVW2LIuXr9vk5BZj3bI3mhz+vW1neJRDTIKenQp1Yx12y0MIC7eZIYVtKLM0nfRqZMMqk/+Dkrkwxyi07oLzEnXm5RNDNIRORvKUnS/aTitbqxWrOWLHOZVmfa/8tXPrXa6AsmgEKCj87Rz1SC8q6T/EIiYT5rySJJGiZJ+5U8H+u1XyUyItwbtAyHRzrjkUTv88GSBtmUShcThQ1prH3r3rcf+Z7Efm9ufgPN7SeKbiZkCTmHiZOpoRLLeHxinRD29/dhPD7RLwCA5vYTccEYIvQmGYwTv6Mxmye+5UyKDxxfoHfvrosdHY3eQql4OXWRo/gtpffi7wAqiDuGY0N7GkcEJzFJivzCa1RSkSRJ3hafulW3P5AlSQsq77Mb5IydF53tJZsn/Q86/WdJYlyv39d98zkL4zuNrCExETpfa2ufW9E9sjDJtPjCQW4RptOZQzDkerNLkjSPpY/55YMlaDW/944l/fzXZpISIfTXSaWYeeIzsjDJj5UkZeDY3GobdWtS/ZQPCPidurHR37g26+cE8GQNJiBFpRmPT2AweAP7+wdwcPAT7O8fQLfbhTAMobn9xDvP+jNz7/GZWazP+YUYVDNMPLxL/7WuBQVYW/tcB0L38aEgt6gPJdJzDg8PybjYv5/DxuKPOzvPrCDfWB482NKIN1Pm0Go99jK0fLAE7faul5FKBJDrsfl9APIGxWvUbgWAvjNKBdx7+XsoFS97fSyDnIrdqv53Kgb6ps8FkEFEhYKpByCbJOkjzlySlO5DOyDW4zAbsoh9oB1fEPZC/jzkcnmYzWZkbswCldqDkVl6vZ5IHOgzVldvQLfzO3Eu+TUrVZaw3vh6oinafK8kdau577xVb1L2FrwPsxhkkSQp+ltivPi99/L34m9/D0ySpylKQy3/XMCdtAQLaf+n2iPaNp8K0jc3+J77RAUu96Vrstb+9S8yj0VaOYskGUUR7O11jcsEX/fx9cHgDbSa36dmAqG0rtt9kbhG8XulcssbsYsWqjW0aBK2iaCw8R5fYASqieLoVizD4ZGTUuscxlfE01OxeMHqNBb0n6MReADmimgwx306MMXiBTGg1jZTtwAAIABJREFULV88qKLjUqd97xKMRqPETY8Dsb3dglLposnXGLcRgxHwhUsXAvYvCAqJYfDG4xMr+r71ihcZQBpwZ5D4e5IkST/T50htSSv0vxzmXcifh3v3NqHd3rWcgPl48ATaw+HQu2hpH2iMVWlt4DXlyzRXcyPcQzd5v//aG8rPxyRLpYtOO1S95NARFHREJXGs4/FCApCFSY3HJ4l7CD8Ph0dijsa/JZOU9+kirKxc0ypMmn6q2XwEreb3Mcze9cGmJQuTpGaEtHZKr+LyJaV2Y4H6sa3t9i7MZu+dNvkYkmqTve6kdFn4Gx2DsyB/eckiSSrapupuNh+JbhN0LyOoUKKX9Bo9aPhMPpyObm19J443T0/mMzHQ76vXv4AH//U78XkSjwEA2NzcdAQ+Oi60aBcQVClQVSoth4cjnbzXmZzATaMlbcYkIoDSK4364m7CJahUKl5img+UJDmfyyHWCvnz0Nx+oomyjxjr4LpBIaEti6mway1NJDBBzDRCmQy9V/VnrqUiX79RGhQ3B1OHSIWDc9IYFv3OJUVqa/GpuLNeo7/RxSyNpW5DUIhV3wfW3KUxSSnpMq473Z78AvhSdLltzSBJxhuyUEgnvnRNJhHDvzW6NWlc6LU0MJmv3dL8fSi6leckdfwA8wsW0fbtAVpHUvg1/v9Op5PY/qzlLGHpoijSEp/vvkL+PNTufu20XdqXmK82DEMx/nIWGoLPpHsCwHUJ9EXdSeIzlJZiGY/HjsYUvTeC3KJG2gLETLLXeyWeyIbDI0EkncNwONR53HhamKybh/+G6CZpgZn/nIcgCNjE2nWiTVH977yzCcpXPvW6XBgCqzYeMlrfAsGM6kmEGiCZSZqg2vICxP5IYek4UeYAINqWtLLDkpu6m+e80z6X6Kh76AJbr/0qcYP5Ngy/btJPzQEAkv8bj322fJKGUCMq0SVmS9ZYYj+9TOcMAc5xbri6m/dt9foXKnl54B5I+fe/tiSZNq8iQQvSEde+dvvmD8CVxtL+L7Wf96O5/cTqt69v+M5d3pLq9uWz9JlGfCUxVRbRUuj74/yLSf1Pe+c0dzAYiPkkk+iGuW5iXqusImoMMImE9P/E9SX8Zjw1OJ8z/KzXewXF4oU4HKiiNefq976FtdVfQuXmHa3fH4/HMBq91UyCz9XKyjWCBpqTbBl+bu4fnEUrGEESM/ARZ/osJBDcHcL3wlBkWqUWp8oCkP0xeXtywaJ+We0jaKnkVFlyGi9D8AZ6AerDiJAzDUD2acoHS3DzZtWaPzks05HThiTiR5kGvYcGmgBw48HSMQvyngMGG58gt+j4M0kSFX1vt3d1WKuklyGyc9jb23OISxqBMATISCWNxkMDYiBJl31tnc3eW5K8tLaV3WWgx8Tc66qVKJPM8vyzhgYEAO94JK0b2mbeTvEZeTkcor3fkxkt1Rr5iGjai8bxTNsj2C9fQnbp+Woc3IwVWQt1WUuaB0XLbXcW/nvSGvTNdRieagf9pHXB97mXSRPaGYan2gziq0NaF/xdhbuTQqnOtUoZvyufeXPHOUulGDMITKMyGLyxDONRFEG/34d6vW5dTzLWZllUFOU1Hp8kMtWkTZn7ZEGrhNOIDp0Q9dmdIJ5jUZpYTezzdt1ZgTte4ht/n0wmOuJO0kKJogiqlS/1dxqCzwdO4MUX7i8rESzkz4uRRND9Bv+DY0YPFkn184hOGB0nqY00SEHSi6rrwjD0rl/fvJnv9iGL2mh8wRjwHUNB0nr4M6g/aT6QQ4PR+qy1l/L8rKEBJQJrzavQJu9ezeVTGRydY98+xgQAvnbSWMR0b5yFUdLx9NElWqdhWDLz4eYJVAP2+691jl50y0PXLClgCy1Z4mPzqEdII/l4SOvKVy+qWgHkaGnSeGa5h5Z6/b43nnSWZ9AxlujgZPJODF03Go2g03kO5zgzaTYfQbl8FUqli9Yfx+MTGI3eKq5LpMgwPIXDwxFxDyCNC/ynfb6pqXqhWLzgDTrgqyMfqDh91M+RbzLfAle/qWvUhWQ8PvEvkiDOgp2XGTHVf5+FSdL6KXOgYemkegDUqVnqp6ROk0ACCF3ndUhGcGlOfBIr9ZO1gqXn3Wc57Sf+ZJJTNyfS2NZm8xHs7x+kEkAuzfD94JsrX9B3LpVRSU5aR/lASR693isvMcoHS9DpdGA8HrttCGxgWpAzyNqsz6dtTkJA03dpTKT1IffHzJH0DD3HgYyepvX6ij6kJDjDp60NukZ4v2k7+OGAm6CkPc9pLt0n/L6VlWup6teksJX6c4BB5uex9Dnw/gfvl37DPVZcvqRDRlJ7njT3Ur+kMbHnda6ZWKl0URw7X/38neJsoiiCN2/+JKJbB4MB9PuvIYoULWg2H8G54XBoLcZS6WK8aezFVq3ehsrNO9B48BsNXcbrGKeVqp5wkCXiQjskEXDqN0b/k3RqyH2yYMVLRf9DH5GT3oOciqJDF6SOLi8QTakdQW7RimQPcLaky5RJ1uv3CdN3g/3SdwDwLOzzYoxCX8FceD6C51vgpdJFZyHSgllZpHHg1+l88whKWJL+H+QWYXu7lQm4w+Hex8cTDTZKaqu0YYvFCxYSkkYsMev4PHC07GDwBiaTd6ILCj4LTQAiUQlsgJklSaY9P+dGqfIVnySZlRgiMhrpAz1ISgwgLd2dIab+4uIPlqz+p72C3KKVBipNKsc8s1xo4AdN+hmFEdQE4f3IyKmmzccoJfs7pzOFgj1eURQ5SZBT6RL5bnIKzwFAVrfyd1wDvkxOhfx5AjT8s26rdllJoOW+9q6tfe6MF3pl1O99G19RfUCp9eDgJx07+xwA6Bh2YXgKx8cTR/RU3HzixLQDUNIWqpeM/em8RejsTWo6VSpeFsXcMDxVxDrBJsQHZ23tc0fnHIYhrF7/gmxO9wRIv3e7L5xFyNuipJX/xbt4gqDg9CmrJEl/v3DhksV0eGg//l8A8BJ3iQj6Ntts9l5klEkbh4aVkkoURToKh4/gSZ/XVn/pTcnmWw/4GSP5pBFBSeWHUh2fq6T1p8IanjrjitE8UMqVVH1qjFSfLB8wNr/Y7zRiZgF3Up6fD7IBd3i/0safMnD9W0AOzUHBUZVKkqRvz+D1NBUx9p+PVdZUavlgyTIhJK1dnL/B4I2XYfC5rdU2LA0avy/ILVoJ7n1uIqhuTUojKAH4wjBUsWYDGckv0u+gAN3uC2feKFI/bZ8n3pNfsJgvFhrqjrfTtx/q9fsibTo8HEGpdBGKy5diGqOk1vH4BHq9V1py1UxyODwSKxoOhzpkEJ0Ufj/+NhweQbP5CIrLl5yFxietVLwM7ac/eJ57BC9f9r2xSK3v+QWo1+87J3hsE4096mtPsXhBFL1pnzErRpLPX7l8VexPFkmS/ia1ByMA+f4HAFC5+aW92OLfS6WLmX2woiiC2ey9tmX52oifV1dv6PVweDjSzrhIKNQaGul5xcSruNkkQhXkVNQeHg/StBGI1OUegHKfLMD2//lYdNLnL8mFIIoU0bHaKow7XueRUw4ODrQNSfIz498H+3+C8fhERF3nA4rsRQmO/u768dK+pD0/yLmHqOl0qufMDsxxqsfLYYBJjNJZQ3hAkYE7GpnK3AmSDg/2/Mn9963h5NcSPHpk0K1J+wHXIib2xRCPPmZRq23oQ+Dh4aGooi0VL3vHhxZqr/YxSV/otTAMFVI/7zJY/iqXr4ph5BA34aNP8jpgki5LNScdDIbDI629lIK90O/dzu+sNlJahP0ej09gMnmnI+5EEShMTlxPs/lIRdyxfYHm+mZ0xsdJKBYv6Kg13Ah8eDjSabbC8BQajYf6ey6X150ql6/qaChoT7E7cqRtLO32LgyHR7C19R1UKrd0e0qli1Ct3oZm85EGEKUR/+PjiUqPEhvEq9XbUK/fP1PKGowcX63e1lEpisULsL7+FXQ6zx0UMJYkJtloPNRAqVLpItTr90V/VByvILdo7KFkUQCAthdbQRDIGPvAO7INSgGy1tY+F0PWlctXrbFbWVmBICgYopRfgHL5anxKDRzbJx1DujYwTB1tkrRZ8L96A7Px0L6uGZkkfxaWXu8VbG+3NJiCpzXjDGY4HEIul9fXeaohkVgEBb2eq5UvrSgoQVDQ6MooikycV953XBPxvsSS5flckmy3dy3cAQ4JqqgAAO7eVZneEewlMbE0Yimtc1q0rRXHA9d2YVGPGS+OJM8OCWmEWno9eLCl66Zt0msuIIfJ/AKsrKxYY4maGUwqXKttOAeEHZL/ls5VltB1lEHpwycZL9pmaZwojqNW21BoUram7t5d1/vdR2un06miATGNxRdNv0jrpPQMzXyVyi1YX//KO69cINN8gR1GMH0gLUjLfNoeLJT5KiYZV2wI3lzfrLisMsy227tKR7v9hFxX96Jqodt9oW0ntA4MCxeGp1CrbcDa2uexmvZIPE0Oh0faFliv1xOBBEnFiOxzz28/f5EYT1qqLH+Zk3e3D/K92A63TVI7064BKJegwWCg51FC2h0fH8No9FaHIAxySpWE6ngAzPrd0RLiWabAZZRZ/pU2ZnbdaSUMQ2i32/r+8XhMVOLmWaPRW73es5SdnZ3U6DNR9GcIw/8urhep/d1uNzHLBC0HBz9ZGXBstJ/p12DwBtrt3cTxwt96vZ5XVW6Kqdt3YPvYfZp8EEyv26zfLHsQy9yyp/nuofVR26B02MtaT1rJvtZPU9ewXVd6G3zP9rdpnvK7/f/Dw5GmUSYWq83P7GwjauzGx/8Bw8N/1/dRDUmz+QjO4ekHT9TD4ZA9QD2k33+tE+TSEoanmhOPRof6fkocaT3l8lUIcovAGdho+P9AZ+9HfX+v9wqCoABbW9957Jahw5DPUv5STFIqHGFHT7HJOSnP1saP6dNZ/ktPczg36M8EoJhEkFuEYsmoimaz91r9VFy+ZM3rcDjUTBhVtSrY8oFe9Phbp/McRqORxaixPZjajf5HevV6r3QAZzyo0bWEtglVzCbb3m5BEBRIRCF7/VKCUq3e1tL2bDYTTsJDGI9PoP30h/jE2tRjyhMeRxHA8PDfVaqs/AK8fPlS/xqGpzAcHllEOYoiJSFagC3VTuw/ls7ejxAEBViv/cpKsm7qDzVtqN39GorLl6zrnIiG4Sk0HvxGH5KwpB0CaNvpu12yM4Ms/8HEwpwWtZ/+4I3ryelf/d630Hv5e/FQEYanmvgOh0PY2lISKZ0D7OfNm1WbPuQX9PjNZu9hsP8nsU/7f/wp7sOfE/tqlw/3yUyqE4tdtdSmD5lHUyTmjPuAX1d0ZQDNZtPSGvHYrZSmmShh51GSVGo5nHxUZao/mkeiqomPLdpReEEdN9arjdOxvZJnHcHrNrFS13Fj0sGpVm97UXlpp0ZpI6bZ7LKcnn2nYK6io4wSmeTPsWh/DqZ6lnEoFotaVdftvtBITR2JKCjo+52E0ESNiMABn/2Cq/NQHcgPT1x9S1ViVp2xKl+DoYIC8aMyfcFIK8rGHUclIveqMteRcJDRAaiEALgHarWaM4b5fB4qlVswHp/A2trn+r/F4gVxXWN6utXVG5b9vVKpxPfbhK9cvuoEdoiiSKv2sezvH0CpVNJtNfeq99rdr/VYU2Q7pkHj4Jtmswn5/AKUipetrC3tdhvW179y6AFvn1R89sa0e1VxpVUsQVAgjNzch4d+rjHhczMej/Wa4ykFVT0VTRtRmzQcHsHm5jcOzTSRt9RaRSAYAMDdu3et9Y7PaDQeOusOAGLzQNWipTs7z5z7zipdZ6WrP1c5S1uQP/FCXbro74hi5fVg7FacCy1JUsf3wWAgSmjj8Vh03J1M3onSEEoGvBH9fl/HK6Sl1+uJ9sHx+MSKBUpVXbz+tEmazz/uBJPlGdLvlcotB/CD330O1WexH56lPWfdBKrISVpRlQ5A4N9BAYrLl7StAcDYuDjTW/7FRajcvMOSCcvO9Pi6ceMLrQqiZTg8El0oOOPNByqo9Wz23tJG0P6hlETD62FR6mJXjTgcHmnTBC293iuYzWbOM3q9XswwjM0PALRUy9V1w+GQEElzfTKZWH6Rpg+nztqKIiO122UOo9FI2MfzeH+7ISuPj4/FfU8lT9rWMAzh3r17Xu2Pbx+Pxydau2DU9B+3N6JI3Yu+p7w0m01oNBrOM/b3961AEQBqHnd2nonarul0qseu33+t7YvD4dBy08E20bR7VEKfTCZwcHAgjtHW1paW0vEanwPVzlfQbred//u+80LNHDQ1oDn0yPf76jnrb2n3KFrkrtPDwxF09n6E+5v/h7VP6D6g66fXe2XRKm2TNACYua6g0+nAYDDQfoP0pKUIwrt4oT3Xce/URh4CF6cPDw9hNBrpepAAKIbsLi6zAe1T4PHxsUiIlG3IjgzkKx/C5D620Eg4rs0hGThCr6UdCH6Ovimpyb/A0Q43Hp9osAkAQKv5PfAII/X6fS2VcUCCBTIgh4aknJIUZIJrKQxDrZYVJVAG6CkVL2fKQEELZwY4PjwiFZaDg58sUIp9/wkb37n3up1swBxUJLUfAMQovZFVB4DaH9I+wwAh3K41m73XDJzWZQ4Vrv2b+5tGUaTT1EmuWQcHBw7Tk4i7hv3HWoG7d9c17QFw5wYLJeB0LPb/+JP1/6SiDhVHMB6Pnb5Re7TN1PlYU/MTHnL+rH+j13mhkiM+YzZ7L7roGRuiNNY/CWpxNTdn2QdRpDQI+tAaFGwNEANh2kw06wEmO6M8PBwJ+wbDqo4gDE+V1B4UYHX1BnQ6z8W5BFCHyl7vldJqEfrRbD6Cc5Wbd6By845GFEURCeUUI5JUMRvj+vU1HQQ2yJmAANXqbe1uEIansF77FbRaj8XMz3jyD3IqOs3q6g0Ip/8J4/GJzmpNOX8UGdUuDRoAoNQaq6urqYMrDfTP8Vsa8+LqVvpKCs31czFsusmSTpBZGK8a6xtweDjSdpNO53msx7ddfCaTd1bQcEmVij58XKVqpMclzXyxXl7Q6VdirLze+r1vRR+90eitVhfTguuU348obI7EG41GMRrwrnU9DEMoFS/DvX+x1y4G86D2OyzF5UtkXxrJslK5BSsr16y2ACi7lr3PFGNFJDEWqgI3aj/b9loqXnYk6WbzERQKiw7xvnVL7UvOKFutljh26nqgpSnD8AYQBIGlaeLpwYLcoo4GNh6P47Gz1dnD4dCy6VnXgyV9nbYVUafSGNH6zfVKHHTFtgVXq1UH+Q9gcAmSmlDyX2y3d51wjABGHWjjPeIQmsL6bTab2jmetsk3N4eHh5DP2yEDwzBUrn0kvKSr6VF7HA+Hvv1hrq9DUskiiSIall/HORiN3oq+2eUrn0K18iVUbt6BavU2iT3uZhlpNh/BuVLpInQ6z62oEi9f9mFz8xsBDaSY1crKNT0ZjcZDbVsaj8e6HjwB1mobMBq9FVWs/X4fdnaeQa22AUFQgH7vDxBFCiT09OmOMzAYG9BluENRFZxl0JPuS5Oqsj7r8HAErdbjOFdaU+dM63SeOyc5H6Majd7q/9G8a/h5e7sFzeYjy+6T1LYPVcNSNcVweATtpz8QSdEssIPBvwEAwMHg30TVJ91gaelvuGRopCVFIHzhB/l7tfIllIqXnUMWSj27u7t6PtbXv9Io7Farpe1TdPxQ5VQqXdS+cUlqPCSU3B6PJ1xaVldvwEr5MzGAx2j0Vu8ztIe2223H9MFNE7XaBqysXNPPGg6HGixH5xhjMTce/MaqazR6a+1LdW9X22lxv1DphTrCo/vU4eEh9Pt9AFDSxmz2Xv8PAVW0PdRfFdeKCtWmJFjuBjaZvIMHD7bEfdDpPLckSaUOfw+dTseigVj6/dewv78Ps9nMGtvRaMQOC6DHemfnmRN9ajJ5pw/99kHisTVG+PtweGSZn1BSHA6PtNqUmwiQDvd6r/SYhGGoNX1obsKx7nSeW8+Ioghmsxm0221tIgBQdBdTudHQj9LBV+XgbMNkMoFu94Uo6b182YfxeKyl2aRC54m7DPV6rxwAVBSpAwZVZ5u4yDwwghtQAiMyWZJkvV7Xlc3nc2twaEExP4rAMmjbqh+jSo0itSn4iWc6nWqGhvdOp1NoNB6Kqh/uAHpwcACHh4cxOtBVse7vH+ig4GnFEBFXJRBFoCdFEuelIkGmEUEp1cPVTfj+8mXfqRtdYuxJlpkILrz9/X2xrT4VSxieOu2PoghOT09FZj4ejxXgitobY4KJY9p7+XtRzSpJeRKDo/6QqOJZX/9Kq1t5wmJRWo1faBtVWTrM/Jhi1h36bbpjZ++P8fgESsXLULl5R7RhjkZv9TMo4CgMQxFej/tpZeUarK7eSFWx9nt/gHyw5BxC1T6w1Yros9bvvwZunsf1jvevrt7QUoC0hnD+t7a+sxC/GLHJRgGrgmovWvLBEiwvlywwEhZM8N7vvxYJMjJmLPi81dUbVphEV/Vq6qeSJRa1D2y1JQKSJNRrGJ5a7V9eLsHKyjUIw1NixsIBn2tkc6fTgSCnAmdgMYcxU/90OtOAKx7VieMyUFKT1i7Wj33biX0zFQL7vUgzw/BUaQoCN3CEtKev/9PnomZkODxy9k6ttgFBblEc0+l0qsc0ipR/Kkb24utaHeBGcHw80XQS18JwOIRW67E5SKOGNAW3YEmS+BAsQVBgse7m+jpf4ABKlahC+5wCXQyVm3eAhmjDZ+DAIEHB6wi7VQzOqDAQBMIXORImqT1SjrZ6va4DHdCCqD7j9qLKxsbXEAQF5/r6+joEQeAAEDY3v7EYFBYMtM4JRqfznAVxSL6f+1rySabfFfEAyOfzDqINQF0vl8vOdR9j8F2vVG5BjrVjff0rHSA/DEON5JMkPZ9kKfWLxtxESWI4PIJu94WMYCV1myAXNuHrdDpaVUsLZqKh6FacM+n+3svfQ5Bbcog2ph+jBEPnO80vQPnKp8Dte8u/uAjVypcwHA6tcFkXLlwSw8dVbt6J6zEliiKo1Tac+8PwVAcjMKdy9XyMMoIH0tHoLUynU5UPNL8A3EUG78c5wIJBrnnIScw1yB3SV69/oQ8wtOA+2NnZgShS0i0P4G9CioFW/7fbu7C19V0czUbtdReRrJ6PtIUyKbVvFJOhc4nB/5Hm0N/y+QUoFi/o75ub32iVeHH5knOYr1Zva+ZE+3737rqI2kY74NrqL63nIi1VeA9DM9dWf0lUuGZ9qRRegQa49HqvoFS8rN2AWq2W9Vx0w6vVNlSfbt7RftC25EX3nZvaDueGq15RwpPoNWf0peJlWL3+haL7goq1WCxCtXobup3fQeXmHR0VyNDN8+DmgT1vZSOSgt43m4/gHJWiokhFbjBhh+b6ZYv/9sBzdB2eMm2GoaRMhcbbB04cZHSr8peUUa+ygXw0GpGTiS2RSvY/dJR3r584NlEAhTSz71fPkEAHCHbodDpkQtU4oKqBn9LNdftQ4GMmEsPERaQQlHb9UaTSnY3HY2i1Wo7vkNIWmLaq629gZeUak5TmMBj8kcSLVYuu/fQHWF//Sqt8uA32Q17S4aBW24DpdOak9+JjVK1WIYoicY5RhWWM+XMyZ8+dOZhO/z8YDAYWyA3nrNd7JUqG0hyYsXaRnqhSo+OM141GxTxbOf7bDAzAlzA9bR+46FZEDfL66f02cEUhnjHYiAFGhFq1yguiRmlR6s2BnhuqsqXzTWnDaDQStUtqvbuSpEES2xKU8v91AUrD4ZGYzZ4ij+lzfXMwHo89108cmon3Hxz8RLQ5mB1j4nUhk2gm0iJ+/3Q6hW63K95v1rspluYmMO4SK+XPvGA2RQ9c32MaUIYfMN19MPfuDwVCM/uDCl+SFkISMqRXs/kIzhWLF7zx+IbDI00Y8VSsVKh2B5Qeexf29w+8qkUs7fauPnli3DxacPKVbn/HigRiNgFVXyhCxE+iABDXY2+O9tMfYDL+f+G//TeXQE2nUxId5hSazUexWix0TnfqnlBvKJ6XcDAYiGrN7e1Wpkgow+ER7Ow80xB/nwQpqhjZyR/AVgWjbQIXOIejAxjkGICRtjc3v7GuA6g5RB/IILeoQ1ph2Ki/BIOk/UwbC6rSpnYLqQwGA8vxn46d9F/JxQkLvWyAKW/EUGwKxSqr8KXiczc5PDx0mBDaw3yIyKTMLby4Dtt4PSQoePu6hLhE1wjzXLtd0vt4fALT6UyD+nCeKYCJE1lpn0lIz6QyGr0V5wZVpvy5h4cjguS3DxXSHCR9l4rfbemUMWpzXUIe80L3hxQYAQB08AjKGOn+44zZp+aWGO9ZC65rKVDH4eFIj0cSI8zMJNHxe3PzG+s0DaBUOahewCwO3e4LqNy8ox38AQC2t7eNvcyKE6rqQT0xgJGIDg9HWu3AiS4lfpVKRf9WrXwJ1cqXzoAhepYvBiTeWIbDI6MiIDH88F0hwQIAAG0DaLVaOmYlP7E3m02tbigWL+h+YDR8BK9g/Zg4ebP+a2t8RqO3kA/sEFTGIT9wVJYSA6GfeWqYyeQdQ/vF8/LgN3oh0OsASm2N908mE9jebunA59XqbWg//QFWr3+hQRabm99AuXwV+v3XGkCABO1jmaRPXStd5+NjGNlcrwGFAlREGoM700Tjpsw1UhI3PDrzIyrVqLNV/cfHk3jeChrMo9eeoHIaj0+guHyJIS5VXfT6fD6Hfv81rK3+Elavf0Eco82cYRzLKFJmAdW2uYAun1trbHX1hkXwt7a2RDTs5uY3kMvl2YF6rhGXeJIPw1DHdsWxpnvt4OAAgiDQWiKVwedUjxGP3dvpdFSAgjhGp/UKXNunQmi66NbJZAK5XJ7tg3isixdgfX3dYSAK3WrfjypTqibE/2GkJTrOeD9l6FgwIACvByVmWqIo0vY129XH+ClzKQvnhgNcDg9H8f6wtQq4frkLnlLVFhw0OtI/bs5AOm7wA6rY6NY5uHNA94e5TvP8YpFMCgDG5Y4CdiS6meVZeAXHAAAWtElEQVSlbZLt9q6oRsAwX/wUMhi8se4fjUZQq21Av//aSpCL/6Po1gf/9TtNRIfDoa6H3n98fKyRmzQbQafz3LofS6fz3LJB0AnhgQjq9fuws/NMt8G+fwhPnz4FANCoRXUyfAs7Ozvi/Z3Oc9jebsW2E3NqxPv5aa9avU2AOXN9vd3etRbZaPRWI1fR9kCZQFJKHNtmNtdjpBCFthSu1OX71r0AAC9fvowBVuZaFEXQ7Xa103M+WIrbfQrl8lVLcuZJoj+GSfJADJxR8rRH16+vWQcnWqbTGezsPNNjjXYXDLxvo/FU3/E6Hla2t5XtptV6LKo6Mc5xEBQs5CWi/WgZDN5AIX/eyvCOBdGzWNC+Uq/fF1B9qn68ns8vaAIyHA4tuyHeH4anyiYY28aNJDEUNTM4ppxA832Gttu1tc8ttWK5XIZWqwXT6TTWEp1qIt5qPdb7oFbbgFu37migB7og+A5HpeJlR6rDOcPSbDahXL4KW1vfMVWn2R/IMBqNBly5sgKYNskkhVeh35AWdbsvoFi8YNlZkWbSccb2KPukPf84dpROrKxcg0rlFuy0f6vroFIe0i6086KZBJHHnOZsb7e0BwHa+sLw1NoH+L/Z7L1FQ0ajt1CrbZhDu6O5WRLtigBqH6Amcm1tTR/GFMJYCtTxHBqNh1AqXbTWfb//2hGAAGz3Gfrb3l4XXr7sa5dBSZjgaRJTmSR9iIz2m5PrNpGdTN45qD5Tl6vWMI7K9v0qbYlrP+OIKLx+emqCZNMBms1mYj1JhauDePu5xDmdTkVVCV9w1F4pP1dW+3AitLb2uWeByohOXOAG/MH75V4z391xkNTGNAu5sv2ZsFycqH3sS8pN6kiU8eY3fbcJt89hGwkzt8dRNT+9RkOt8XrouIXhqXOg43UBqPWqpPSYIUz/k9071/UdH0+cwx1/LiXKPiQm/U8YhvD06Y6IbKb/QXMHjdrii4CDY+rkQ42RxfQ/YXiqs2xgQameHsStLBeWxkAdkFavfyHaOwGUZInAOirdS/syiiLlfrNyTVQf21LRUNAOGOmRjk+r9RiWf3ExRmb69z6qMyXQFad1e3tdCHKLLAORej6nsffubZoxswCG6n6kswcHBzr8IYBxv/HZ8vCzYvTgnYNcLi+qxvk4YMQbviawUMTrxsbXGsVMr2OhYEeaT/WDJEnK+OgAUcRUPr8Qq/FQ5aCuN7efxNBkykSNHYvrz/GEzfPVoYpV2TbMoOSDJRFZmcvlYaX8Gbmi2nX37l0xHuPW1ndiPQatahPRWq0mtt8g0IbsfuyvXQ9HROKYYoJqgyhTgB4kBurkPzdjJpyAJHVjIX9eSzrFYhGePlXoQJVpYqbr4ws2igzikmsV+P0AcRxTsnEqN+/oeQuCAEqli1C+8unPIklKjDEfLGkJkNrJbUdrNa6oGuW2FkQX2oxvDnt7ewQRadY6qv1QjYml338N+fyCHncKHPCldOLoPX1/bpGsa7Mvsa+ccNtzY+6v1Ta0aYIe2GwVlbl/fX1dkBLn3n2MjIwf6AxK1rZRYkSk/T/akr1BeRsUNo2UgtdpAm37gGhUfsvLJdjc/MZhfqVSCdrtXefQoOZARnlLwR1wrGm/kKgbx3/jBkdp13Q6g37/NURR5NAWLCjtqRSBQzLW69o5nhbU5tiMZq4DWqBLXRRFVmzYILdIktTPNS2yD9fGpseZisUwY3qOABwJsT+dziCfX3DSfkWRPUbY337/tRprgb5jWi0AGywZBAWNMFY27zc6eg4XJnSmoqCQSn8sSZJOOuZvpCqMfv+1aHguX/kU1tY+d07L4/EJ9F7+Xg8GFlRT8M3+4MEWuz6P29NzHKpVe/oMiamKikGpBo7q24+PJ3qR0jIejx2HWgBlv+CG6ChS2SG46srUY5BjKBnPZu+h338toFiVo/Xx8QQmk3daWnvwYEvb0lT/XznMwidd4XVcpMqp/USr/9CJvtd7JQKsUMVMbRi++4+PJ6IkCYBoxSMx+faHvLg6FU/afD3yOaBFUh/iHHC/2jAM4zmz41LOZjON2qXrfTabwcuXfTHcWbP5SAT4mDG11dl0rGk/BoOBw5DUdY72U4XHYjXr+p243vk+wKLudwOBHB8fe/aHXA+CeDhwSc1Bz1G/IVPBfeMLOyhpUwy+QhUe3AF/U2NtMyplM/1JBDJSRDLfN77r0robj8ewt+eiSenc0HrG47FGn9Lrk8lEqH8e329oKQ3yTccNDwJ0H9CCh8gkrRUyuShSc2ajWCGuX6HFpXVqo7ZNOTj4yaHvaOpz+ZCqR0fPCezEBjzPaRiemvuyMkmOBKvVapAPlqDx4F9F1SgOxGg0sk4CyBiiKNKn+rt374KdNssUjH/YfvoDBDnjVGrn6TMD0e/9AUrFyw4wRXLMxgmmPlBuUQSqWLwAKyvXrIzsdv3/HTAuLQUEILpVUqcheMecCKX0NOb5xeVLMJ3O9MkaF4Jkj0xTu1L7khrPE62Woc81Y2sTlNXVG14EGg3igDaqIChAvX7fOsFj/38OSZK/8ESKh5GnT59aEHZqW+NtV6rVQaLKWd1r1LUS+hfAHMKazaaFsvOpdsfjsRBkei7e2263od/7g7gPFOJSXQ/DUNv5eIANVeYwnU4Bs7BLRJsXpXl45kRLkdPTzeHp0x0xcgpHhXc6HR39Ja2grRsLZm1wGGRQ0GAmrdUQDlAoiaj4z+/YdX6fKaPRW9F+RtGttIzHJ6Tdpi5EyUvznZbyj5uTXPTpPJ5/F93a7fxOpB34TqU7Q8fUdwVM9LtO4DWqws7SLxndL9EkNWc0hjFVK9P1PhqNYsaIKng/sK/d3tXrKTOT5NmgcTNUbt4haFLTCYrUwhiKAEYFA6BORcXlS1ZMTV4Q3aqM94HeaAb1agejxbBe3Jm0uHzJcag26pnzDjHiyLHNzW+gVLqoVce8oP1tMHgDxeIFDdJptR5DPlhyFicyCGSSWBSqD9WB9njmAxqrVv3W7b4QF3bSws194gYiAABYKX8G9XvfWvUDKD8iKft5pVKRY1mSNYFqGpTuUA1iUMTpTFJayNb1AOHmxj9StUeptPCAxUMVYmB1Csena9EXoxWRlZj3FPvCfYGVKmpJBXYn6rkwPIUgt+gczhDFSp9N1y/ODVXT5oPzlukA+0xjVg4Gb7SqrHLzDjMpqHmu1TYUUlanvVJrEuPq0ucCqPRYQc4FY6ioM3kiNcXgkXgukZCh+89O+7f6eahaKxYvaLUchjVEexbOAap4q9XbluqVHw7xM47nYDCAUukidPZ+VIf8xkNHIqOH3NlspiV9gyS2iTXGtQ7DU43CBYhT9UlI+5hGcUmxVtuAUvGyw/BWr38holsfPNjScwOgDhhra59Dc/sJoTlz3V6FwM/D/v4B7LR/q3OD0gQDvj1m+5qaGMYcd+Ddp/kFwMht6tD2WKNhbdoyh8lkovPJ9vuvoVK5pQ+spdJF0b6rnrNk5RvGsa5WbyvUeXxIctoZBwsI8tgHFVSg8eA3JIoQVyOf1wcwzSQpsouWbveFY5/C++3Es6rs7XVhZ+cZMcoqyVLF89u1FgEAaJSsK1IPRNABxnS1Q+fN4zQwbv2dznNoP/3Buq4ACG4MyuPjYxgOhx4U65HeyFSldng4EhnScHgUIx9tFaWSJHadE+V0qvxMuSqq338tLk5H/cgWMmcAs9mMoe7MsxFB6aoDe+J1iqDEBY9BztvtXZ1z8SxSJO2TT60T5FSUHTr3qLGo1TYcQMhwOCTZbcy812obWuqlawJjX6Lau9F4CLXahj4M0QACyob75xh9rerE9YTgHr5vMPqQQmHbUixHsapntqBy846oFqdziUnPEcFqr8e5Xkft9q5GjprxkNfveHwCtdqG85u0bwDAQtsCxAmEA6Xeb24/0cxzq/Gv2n6MhBxtWui/2G7vwmj0FhqNhzAYvIHV1RtWOEaJyFOJ9/BwpJNTc9XldDq15kYFVFeq+87ej47bA47dYPAGGo2GFbmHIu3pWHf2foTcJ8ZGSe1sfOza7bZls/bRKFyDaGfk84LaBRy7ILeon//yZT/5EJpbtGyIOAeTyTsvopjOxer1L2Cn/VsNSDo4+ElHZ5P2wXQ6jePV9rSdFNd+t/tCTPuGh1sa1SiKFJobD4A+rRMyyFxg21ab208SXetWyp/puXdsknTSucoOG2erF+VcgwAgxoENw1MxtmoYhrHNhYvd9LOr1qSEC1G4Llr1zzFRdNsotVsq/PesdSib1Xvy3f8f6f/0hORjIHRyi8uXtO3KF9gBJQGKCvM9H++T0J709v39A1hZuebdUFlUqjLTP683fZpaKqlIdj5foWs87T5a0vKVps21up7+HN91sz/+DDT+qK0yPfX+P+tz0/4zmbwTmTW1qWLd3e4Lh5nhnsHsDBJzxFdx+ZImsug4bx/iIdYmuP1CNwgeIF0qs9kstnX6x4b2STrkY6GoV65W9pVe75XjY+sWlCqbsdAzh1brsUZ28j1XXL6kTWcuXVL+hknjnw+UOYuPxc7OjuBh4LYWNQ40/KKv7O8fxMHsDR+iJh2pbblPFiDIy4dxneKv9VhpjQKTjm35FxchHxhA1Ll2e9dapNS/ipbV1RtxZJ6Rc536KeFEIQqUo14RGIIuHFjMicqolQAU2q9ave0MYLl8NQ50YAhTFKmYlZKjNZ44eFGqnbyzUTBwM7cvIAJtMnkXE8W5VtsYVZZRg5iYlR2rD6h69cVubbUe61NhksqVXytf+VQHNlCxL585fcYYl8XiBSserwQ9BzBqMt4HRAdGkZsO7CwMUjoFmt+X4mwcZtOhPUFJ3uaQpDJSBJYNCY39iMCjBzu8zoEsCgafd+am2+1awChcF/v7+xAEBctXFkBJ2jwFEx07caxjNSM/EOLc8H2APnX8cMkdranK2T6R/1nfn88vaIkZ70cVLQcrod8cP7g8fPgbraamY4T7gPtdow1+e3tbXwvDMJFBOger/IJ+SdoUZSJx90GxeEFAXEYWLaLX+ZxhP3K5PEMwq/+trX0euyjYDKNevy8e+tbXvyJzYIpBw9p2VlTJ0qATAADPn/8Y13Mihm2knxFQQzO5qL7JId34O7Ux437iku54PIZS8TLbB2qMgpw/dqtvf6BPcafT8a4JX3+DnEL2NhoP9T6g67HVegyVm3dgdfWG1iqeQ+AFFgkqjX+2I4yo0u/9QQdZNhtMJeHlRAbA6Ox547rdF1b2C4zIc/d//0psT6fzXKNne71XUKvVNCJVem67vQu1u19DpXLLiYQiqWpR1cCT3qIzL6VV9fp9KBUvw1bDBTqhHxzCqiuVW9Dr9bRazkWCneo0WDxaPZ9saVGUr3yq0akYQ5Uf0BqNhyq4MbMBoAqJS0R7/9cLC6ZPVUgIREEmKaXRSXtxpC79P9qDsGD6Nh4kAucSc/9NpzONUJxM3sW2DzzB/1mP9ebmNw7xwbnh6u/j42PY2vqOnGaVczk6xVPCjCHffPuJShsUGMSd0en1bveF46vnqv3i63s/MkCFmtN+/7WjmqbqOix0TPE6AoAAZNVrFEUqLVzze7038dlmH3BE8okea6X2PrXy++mILsKaT9JEULce3Ae8rY3GQxHp65sDOmf0wPD8+Y9igAJf3GlDQ7iG50hUZ6sgJzRQwFzfv1L+31T/CQ0fjd7C+vpXKnB5ihYKaRBNsYfqXZ9PIf6Xu24AKLrJU45Np1Podn4nxqVFtTsfCzoHaA4ZDN7A6vUvoHzlU03T6CGAB1iR+t1oPNRoXglwhGkNlblB0bZznU4nHqAxayiqLk/jjs5ig+zAQZNubn4D+WAp3sSu6oCq6yo372gOPpm8cxB0OCho2+LR+/F3WtZrv7Kim9CBpe3Zaf9WA0wkhNVsNoPDw0PF5ONDQafTcVB99Pmj0VudgoiqNyXVINpgpMwcNNsIfb7vBO1jmI0HvxH7RtObYaGoMV44eg/7M5vNtN0uisCKREMZ3sdIkvlAAXY4+GVvrwsXSv+rYw+X4PomS4U7D1TSRIl7c/Mb2N8/sFIG4TTj5m632xDkDErYN3Zo0zO+aHjddUOgmgNaJNVsvX4fVldvxMHUXUf46XSm1zuVLqgJgttha7UNKBS4XSrUY0rvr1ZvQ7F4QXy2FThg/0+QD5YI4nmuCS+aYHAs0D1pNHrrqFhpXj+6Tnj+UWkdUTctyvx8gT0wvyGAcm9CrcNwOBTRrVg6ez9aAU986eYAQHRBk8xDg8HAyZJE76e0Ag9hNrJZoV15GD9pn0nh3jBHaJJZBGmzFPweP9P13tn7UdNHH7oVx3k4HFr0CiMb0cDqGI+YrgcMFmC1OShAIX9eg0ilEoahFTCFg67ORVFkZd+mHUUVKx8EjEhBS6fzHK7/0+dO3ELMHq5iSkaaMCPSjKMSoyiCUuki1Ov3nYjyGJuSFxSPefslRNnh4Ug5mZKTFxYau5XmvUQncj4Onc5zyH2yAP3+a2vhYgABfmrGpNEc3YqEkgJlELXokxiT7AT1+n2rz+PxGIrFC8R+YJ6NY837Vq1WRTUhVeP1er1EtUZWJokLXH8PCoTIzbX9AdcLXezcZQb7gEySg5j43IRhCCsr13Rgdh7+6vBwpNV37fYu5AOFXMQ8ktSlA0AdIpA4ra7e0ARwPB5DqXTRiSQyHA4hHyyJqqXlX1y0gDaopiuXrzpuUDg3eABVat4aRFEEGxsbomqp0WhoFx6atBxDxdHxBAC48l+uxWNhg/wQQYl7YDw+0eMZ5FQA/cHgDeQ+UdFp9va68T44spikLUEmmxV89+SDJa1SphLz5uamXj8mBOBcr4Fi8YJWc6+sXNOHARXDuOaov2u1mmYkVCJZX/+KjLUxG6Erl5RyrFi8YNWP8Vk5jVK/tfR4ITq51XqsXd4wGIvS7KSPHwcNYWQiej8yH2RGuU8WNEoY7+NaCPRuwLFBZ//R6G18vWH1DWnUSvkz3SdcSwaFavpSvvKpRov7Dkz5/AJsbX1nEkQEBZF/3L17F0qlEgCYWLr0kEXQra6fU2fvRx0/kCMi+aBEUaSvoxoKIEYzNb939NRhGEJz+4klFVDmIyIrO78jMGC7nYhipTZNim7lTElSs9C4iPw6ByJEkUKgtZrfx6e+OVA1iEFWmueORm+huf1EpxHCgionegKlQQQkadL3LjGGMDyF5vYTePl/Y5g0s3kNqs8uvV5P9A/svfw9dDu/AwCjkvYRrSyMkt9LgRi0rZh2iJ+6McYtPUXrOdh+4qhMzdy4p9lm85F4gqf308Dodjg7Nf/oOG2rG80c8OsA5pRNgTd4nc/N+Pg/oLP3o+jzSvelkipDfZ2aCOi63v/jT2SdGpOCnFVHIR55phREc3NbGt0HYXgK67Vfwd5el8yZGtODg58UijWFKfpUq1Rq6HZfaK0XVYHu7e1BvX4fWs3vLds0zmVn70cY7P8JAAA2Nze1FNzv/UEjLmmf+/3X0Nx+As3mI2vuOG2kqFdMCEBL7+XvnbFGtL6hXaYeOje93ivtE4q0ZTw+0YyU5l/1qR+Ly5f0WNTrde/487FGRHuttmGZGowpI7RCI25tfQd3767D+Pg/lDre8pc1uI5W83uo1Tb0PsNACOj7mHVtFIsXNP2aTN5pBLzPa4KOKc+FmoBu/Z/lb1nM4jibyjIfuClr/lIFT5If8+IL/K/V9v9Z/n5KvX7/TAcrSRPBD1f/fy0YOIQfJpLGDxMWcCaaJLn/NfYpalmyzD9fP76AHh9S/gcHnpHRUlSBuQAAAABJRU5ErkJggg==" style="float: right;" width="136" /></p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <p><a href="http://blog.ac-versailles.fr/mescoursdeses/public/Planification_annuelle_rentree_2025.pdf">Planification annuelle rentrée 2025.pdf</a></p> <p> </p> <h3><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><strong><span style="color:#16a085;">Q1 </span></strong></span></span>- <span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><u><strong>Quels sont les sources et les défis de la croissance économique&nbsp;</strong></u>?</span></span></h3> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Plan du cours : <a href="http://blog.ac-versailles.fr/mescoursdeses/public/Plan_Chapitre_1.docx">Plan Chapitre 1.docx</a></span></span></p> <p><span style="font-size:12.0pt"><a class="media-link" href="http://blog.ac-versailles.fr/mescoursdeses/public/variation_du_PIB.png"><img alt="" class="media" src="http://blog.ac-versailles.fr/mescoursdeses/public/.variation_du_PIB_m.png" style="margin: 0 auto; display: table;" /></a></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#f39c12;">VIDEO</span></strong></span> : </span></span><a href="https://www.youtube.com/watch?v=mcMJyHmjvv4" hreflang="fr">La croissance et le taux de croissance (Citeco)</a></p> <p><span style="color: rgb(255, 255, 255); font-weight: bold; background-color: rgb(192, 57, 43);">COMPLEMENT :</span><span style="background-color: rgb(255, 255, 255);">&nbsp;</span><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:Calibri,&quot;sans-serif&quot;"><a href="https://www.lafinancepourtous.com/2024/10/14/prix-nobel-deconomie-2024-acemoglurobinson-et-johnson-recompenses/" style="color:blue; text-decoration:underline">Institutions inclusives et extractives : Acemoglu, Robinson et Johnson récompensés par le prix Nobel 2024</a></span></span></span></p> <p><span style="color: rgb(255, 255, 255); font-weight: bold; background-color: rgb(192, 57, 43);">COMPLEMENT :</span><span style="background-color: rgb(255, 255, 255);">&nbsp;</span><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><a href="https://www.novethic.fr/environnement/climat/une-septieme-limite-planetaire-sur-lacidification-des-oceans-en-passe-detre-franchie" style="color:#0563c1; text-decoration:underline">7e limite&nbsp;planétaire&nbsp;sur 9 en passe d'être franchie franchie</a></span></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#2980b9;">PODCAST</span></strong></span> :&nbsp;</span></span><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><a href="https://podcasts.lemonde.fr/lheure-du-monde/202510020200-limites-planetaires-la-terre-vers-un-point-de-non-retour" style="color:#0563c1; text-decoration:underline">Limites planétaires&nbsp;: la Terre sur un point de non-retour&nbsp;? (Le Monde, 24 septembre 2025)</a></span></span></span></p> <p><span style="font-family: &quot;Times New Roman&quot;, serif; font-size: 12pt; color: rgb(236, 240, 241);"><strong><span style="background-color:#27ae60;">PRESSE</span></strong></span><span style="font-family: &quot;Times New Roman&quot;, serif; font-size: 12pt;"> : Les effets de l'IA sur la croissance et l'emploi&nbsp;(polarisation, revenus):&nbsp;</span><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><a href="https://www.lemonde.fr/economie/article/2025/10/28/le-geant-americain-amazon-annonce-la-suppression-de-14-000-postes_6649938_3234.html" style="color:#0563c1; text-decoration:underline">Amazon va supprimer 14 000 emplois (Le Monde, 29/10/2025)</a></span></span></span></p> <p><span style="font-family: &quot;Times New Roman&quot;, serif; font-size: 12pt; color: rgb(236, 240, 241);"><strong><span style="background-color:#27ae60;">PRESSE</span></strong></span><span style="font-family: &quot;Times New Roman&quot;, serif; font-size: 12pt;"> : Un bon exemple d'innovation de procédé :</span><a href="https://www.lemonde.fr/economie/article/2020/09/23/tesla-promet-de-reduire-de-moitie-le-cout-de-ses-batteries-electriques_6053220_3234.html" hreflang="fr" style="font-family: &quot;Times New Roman&quot;, serif; font-size: 12pt;">&nbsp;"Elon Musk et Tesla promettent de réduire de moitié&nbsp;le coût des batteries électriques" (Le monde, 23/09/2020)</a><span style="font-family: &quot;Times New Roman&quot;, serif; font-size: 12pt;">&nbsp;&nbsp;</span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#27ae60;">PRESSE</span></strong></span> :prévidsions de croissance : "</span></span><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><a href="https://www.lemonde.fr/economie/article/2025/06/12/les-previsions-pour-la-croissance-francaise-rabotees-pour-la-deuxieme-fois-en-trois-mois-par-la-banque-de-france_6612472_3234.html" style="color:#0563c1; text-decoration:underline">Les prévisions pour la croissance française rabotées"(Le Monde, 12 juin 2025</a>)</span></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#27ae60;">PRESSE</span></strong></span> : Les défis de la croissance : "<a href="https://www.lemonde.fr/planete/article/2023/01/26/la-foret-amazonienne-est-detruite-a-un-rythme-sans-precedent-sous-l-effet-des-activites-humaines_6159472_3244.html" hreflang="fr">La forêt amazonienne est détruite à un rythme sans précédent" (Le Monde, 26 /01/ 2023)&nbsp;</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#27ae60;">PRESSE</span></strong></span> : Les défis de la croissance :<a href="https://www.lemonde.fr/planete/article/2021/10/04/maree-noire-en-californie-les-autorites-deplorent-une-catastrophe-environnementale_6097107_3244.html" hreflang="fr">&nbsp;</a><a href="https://www.lemonde.fr/planete/article/2023/01/21/disparition-d-especes-animales-les-coextinctions-une-menace-pour-la-biodiversite_6158779_3244.html" hreflang="fr">"La&nbsp;coextinction, une menace pour la biodiversité"&nbsp;(Le monde, 21/01/2023)</a>&nbsp;&nbsp;</span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#27ae60;">PRESSE</span></strong></span> : Les défis de la croissance :<a href="https://www.lemonde.fr/planete/article/2021/10/04/maree-noire-en-californie-les-autorites-deplorent-une-catastrophe-environnementale_6097107_3244.html" hreflang="fr">&nbsp;</a><a href="https://www.lemonde.fr/planete/article/2021/10/05/les-coraux-diminuent-rapidement-presque-partout-dans-le-monde_6097132_3244.html" hreflang="fr">"Les coraux diminue rapidement presque partout dans le monde"&nbsp;(Le monde, 06/10/2021)</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#2c3e50;">RADIO</span></strong></span> : Les robots pollinisateurs : <a href="https://www.rtl.fr/actu/sciences-tech/bientot-des-robots-pollinisateurs-pour-remplacer-les-abeilles-7792653435" hreflang="fr">l'extrait audio</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#e74c3c;">S'entraîner</span></strong></span> : un&nbsp;<a href="http://blog.ac-versailles.fr/mescoursdeses/public/exemple_de_sujet_d_EC_croissance.pdf">exemple de sujet d'EC 1 + EC2 sur la croissance.pdf</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#e74c3c;">S'entraîner</span></strong></span> : un <a href="http://blog.ac-versailles.fr/mescoursdeses/public/Exemple_d_EC3_sur_le_chapitre_1.pdf">Exemple d'EC3 sur le lien entre le progrès technique et les inégalités de revenus.pdf</a></span></span></p> <p><span style="color:#ffffff;"><strong><span style="background-color:#8e44ad;">Synthèse rédigée </span></strong></span>:&nbsp;<a href="http://blog.ac-versailles.fr/mescoursdeses/public/Les_institutions_soutiennent_la_croissance_economique__synthese_redigee_1.pdf">Les institutions soutiennent la croissance économique (synthèse rédigée)1.pdf</a></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#8e44ad;">SCHEMA DE SYNTHESE</span></strong></span>&nbsp;:<a href="http://blog.ac-versailles.fr/mescoursdeses/public/relation_progres_technique_PGF_croissance.pdf">relation progrès technique PGF croissance.pdf</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#8e44ad;">SCHEMA DE SYNTHESE DU CHAPITRE</span></strong></span>&nbsp;:&nbsp;<a href="http://blog.ac-versailles.fr/mescoursdeses/public/schema_croissance.pdf">schéma de synthèse croissance.pdf</a></span></span></p> <p><strong><span style="background-color:#f1c40f;">Je révise en autonomie :</span>&nbsp;<a href="http://blog.ac-versailles.fr/mescoursdeses/public/Maquette_chp_1_fichier_SES_terminale.pdf">Maquette chp 1 fichier SES terminale.pdf</a></strong></p> <p><span style="color:#c0392b;"><strong>Correction DST n°1</strong></span> :&nbsp;<a href="http://blog.ac-versailles.fr/mescoursdeses/public/Correction_EC2_contributions.pdf">Correction EC2 contributions.pdf</a></p> <p><span style="color:#c0392b;"><strong>Correction DST n°2</strong></span> :&nbsp;<a href="http://blog.ac-versailles.fr/mescoursdeses/public/Correction_EC_3_croissance_2025.pdf">Correction EC 3 croissance 2025.pdf</a></p> <p> </p> <h2><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><strong><span style="color:#16a085;">Q2</span></strong>&nbsp;-&nbsp;<u><strong>Comment est structurée la société française actuelle&nbsp;? </strong></u></span></span></h2> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Plan du cours :<a href="http://blog.ac-versailles.fr/mescoursdeses/public/Plan_Chapitre_2_-_web.docx">Plan Chapitre 2.docx</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><strong><span style="color:#ffffff;"><span style="background-color:#f39c12;">VIDEO</span></span> </strong>: <a href="https://www.francetvinfo.fr/economie/societe-les-oublies-de-grigny_1825233.html" hreflang="fr">Les oubliés de Grigny (un exemple de ségrégation socio-spatiale)</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><strong><span style="color:#ffffff;"><span style="background-color:#f39c12;">VIDEO</span></span> </strong>: <a href="https://player.vimeo.com/video/110090108?title=0&amp;byline=0&amp;portrait=0" hreflang="fr">La théorie marxiste des classes sociales</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><strong><span style="color:#ffffff;"><span style="background-color:#f39c12;">VIDEO</span></span> </strong>: <a href="https://www.youtube.com/watch?v=1adJUtUhvp0" hreflang="fr">Les inégalités de salaire&nbsp;hommes/femmes</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ffffff;"><strong><span style="background-color:#f39c12;">VIDEO</span></strong></span> : <a href="https://www.youtube-nocookie.com/embed/nkGqxGpZl7g" hreflang="fr">L'individualisation du travail (par Danièle Linhart)</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ffffff;"><strong><span style="background-color:#f39c12;">VIDEO</span></strong></span> : </span></span><a href="https://www.youtube.com/watch?v=_TtYaojWz3Q" hreflang="fr">Servir les riches (Alizée Delpierre) </a></p> <h3><span style="color:#ecf0f1;"><strong><span style="background-color:#4e5f70;">SIMULATEUR</span></strong></span> : <a href="https://www.inegalites.fr/Salaire-etes-vous-riche-ou-pauvre" hreflang="fr">Etes-vous riche ou pauvre ?</a></h3> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#27ae60;">PRESSE</span></strong></span> : <a href="https://www.lemonde.fr/international/article/2022/02/11/en-inde-les-dalits-dans-l-enfer-des-castes_6113302_3210.html" hreflang="fr">La persistance des castes en Inde ?</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#27ae60;">PRESSE</span></strong></span> : <a href="https://www.lemonde.fr/idees/article/2022/11/25/le-sentiment-de-declassement-des-classes-moyennes-a-toutes-les-chances-de-s-aggraver-sans-une-revolution-fiscale-et-sociale_6151607_3232.html" hreflang="fr">Le sentiment de déclassement des classes moyennes</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#27ae60;">PRESSE</span></strong></span> : <a href="https://www.inegalites.fr/Pauvres-moyens-ou-riches-Les-revenus-par-type-de-menage" hreflang="fr">Les classes sociales en fonction des revenus selon l'Observatoire des inégalités</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#8e44ad;">TABLEAU DE SYNTHESE</span></strong></span>&nbsp;:&nbsp;<a href="http://blog.ac-versailles.fr/mescoursdeses/public/synthese_mutations_de_la_structure.pptx">synthèse des principales mutations de la structure socioprofessionnelle.pptx</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#8e44ad;">TABLEAU DE SYNTHESE</span></strong></span>&nbsp;:&nbsp;<a href="http://blog.ac-versailles.fr/mescoursdeses/public/comparaison_weber_marx_2021.pdf">Comparaison Weber-Marx.pdf</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#8e44ad;">SCHEMA DE SYNTHESE DU CHAPITRE</span></strong></span>&nbsp;:&nbsp;<a href="http://blog.ac-versailles.fr/mescoursdeses/public/schema_structure_sociale.pdf">schéma structure sociale.pdf</a></span></span></p> <p><span style="color:#c0392b;"><strong>Correction DST n°3</strong></span> :&nbsp;<a href="http://blog.ac-versailles.fr/mescoursdeses/public/EC_du_19_novembre_2025_-_Correction.pdf">EC1 du 19 novembre 2025 - Correction.pdf</a></p> <p><span style="color:#c0392b;"><strong>Correction du bac blanc (DST n°4)</strong></span>&nbsp;:&nbsp;<a href="http://blog.ac-versailles.fr/mescoursdeses/public/Correction_BB_novembre_2025.pdf">Correction BB novembre 2025.pdf</a></p> <p> </p> <h3><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#16a085;"><strong>Q3</strong></span> - <u><strong>Comment expliquer l’engagement politique dans les sociétés démocratiques&nbsp;</strong></u>?</span></span></h3> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Plan du cours :&nbsp;<a href="http://blog.ac-versailles.fr/mescoursdeses/public/Plan_Chapitre_3_et_lexique_2024.docx">Plan Chapitre 3 et lexique.docx</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#27ae60;">PRESSE</span></strong></span> : <a href="https://www.lemonde.fr/planete/article/2023/01/14/en-allemagne-des-affrontements-ont-oppose-policiers-et-manifestants-ecologistes-a-lutzerath_6157890_3244.html" hreflang="fr">Affrontements entre manifestants écologistes et policier en Allemagne (Le Monde, 14 janvier 2023)</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#27ae60;">PRESSE</span></strong></span> : <a href="https://www.lemonde.fr/les-decodeurs/article/2023/01/29/droit-de-greve-preavis-remuneration-requisitions-que-dit-la-loi_6159710_4355770.html" hreflang="fr">Que dit le droit de grève ? (Les Décodeurs, 29 janvier 2023)</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#2980b9;">PODCAST</span></strong></span> : La consommation engagée:&nbsp;<a href="https://soundcloud.com/user-644925027-188992252/3-questions-a-sophie-dubuisson-quellier" hreflang="fr">l'extrait audio</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#2980b9;">PODCAST</span></strong></span> : Les partis politiques servent-ils (encore) à quelque chose ?</span></span><a href="https://www.lemonde.fr/podcasts/article/2021/10/19/les-partis-politiques-servent-ils-encore-a-quelque-chose_6098914_5463015.html" hreflang="fr">&nbsp;L'extrait audio</a></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#2980b9;">PODCAST</span></strong></span> :Pourquoi l'antifascisme attire la jeunesse militante ?&nbsp;<a href="https://www.lemonde.fr/podcasts/article/2021/11/12/pourquoi-l-antifascisme-attire-la-jeunesse-militante_6101793_5463015.html" hreflang="fr">L'extrait audio</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#2980b9;">PODCAST</span></strong></span>&nbsp;: Le vote des femmes en France (Anja Durovic) : <a href="https://www.radiofrance.fr/franceculture/podcasts/france-culture-va-plus-loin-l-invite-e-des-matins/presidentielles-europeennes-ce-que-votent-les-femmes-1319515" hreflang="fr">Extrait audio</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><strong><span style="color:#ffffff;"><span style="background-color:#f39c12;">VIDEO&nbsp;</span></span></strong> &nbsp;: <a href="https://www.radiofrance.fr/franceculture/la-greve-ca-sert-a-quelque-chose-8586738" hreflang="fr">La grève, ça sert à quelque chose ?</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><strong><span style="color:#ffffff;"><span style="background-color:#f39c12;">VIDEO&nbsp;</span></span></strong> &nbsp;: <a href="https://www.youtube.com/watch?v=_jpB0LLexWk" hreflang="fr">Un exemple original de répertoire d'action : Haka au parlement néo-zélandais</a></span></span></p> <p><strong>Pour aller plus loin</strong> : <a href="https://ses.ens-lyon.fr/articles/lengagement-politique" hreflang="fr">Conférence de Lilian Mathieu</a></p> <h3><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#8e44ad;">SCHEMA DE SYNTHESE DU CHAPITRE</span></strong></span>&nbsp;:<a href="http://blog.ac-versailles.fr/mescoursdeses/public/schema_engagement_politique.pdf">schéma engagement politique.pdf</a></span></span></h3> <p><span style="color:#c0392b;"><strong>Corrections DST n°5 :&nbsp;</strong></span><span style="color:#c0392b;"><a href="http://blog.ac-versailles.fr/mescoursdeses/public/EC1_2025_18_decembre_-_correction.pdf">EC1 2025 18 décembre - correction.pdf</a>&nbsp; ;&nbsp;<a href="http://blog.ac-versailles.fr/mescoursdeses/public/EC1_2025_18_decembre_-_rattrapage_-_Correction.pdf">EC1 2025 18 décembre - rattrapage - Correction.pdf</a></span></p> <p> </p> <h3><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#16a085;"><strong>Q4</strong></span>&nbsp;- <u><strong>Quelle action publique pour l’environnement&nbsp;?</strong></u></span></span></h3> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Plan du cours </span></span>: <a href="http://blog.ac-versailles.fr/mescoursdeses/public/Plan_Chapitre_3.docx">Plan Chapitre 4.docx</a></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#2980b9;">PODCAST</span></strong></span> :&nbsp;</span></span><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><a href="https://podcasts.lemonde.fr/lheure-du-monde/202510020200-limites-planetaires-la-terre-vers-un-point-de-non-retour" style="color:#0563c1; text-decoration:underline">Limites planétaires&nbsp;: la Terre sur un point de non-retour&nbsp;? (Le Monde, 24 septembre 2025)</a></span></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><strong><span style="color:#ffffff;"><span style="background-color:#f39c12;">VIDEO</span></span></strong></span></span> : "<a href="https://youtu.be/uZI99xZDVkg" hreflang="fr">Déchets électroniques, le grand détournement</a>"</p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><strong><span style="color:#ffffff;"><span style="background-color:#f39c12;">VIDEO</span></span></strong></span></span>: <a href="https://www.youtube.com/watch?v=t6Y0Tfunxh8" hreflang="fr">La France est-elle un petit émetteur de GES avec 1% des émissions mondiales ?</a></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><strong><span style="color:#ffffff;"><span style="background-color:#f39c12;">VIDEO</span></span></strong></span></span> : <a href="https://www.youtube.com/watch?v=v4divdVIrYo" hreflang="fr">Comprendre le fonctionnement du système d'échange de quotas d'émission C02 dans l'UE</a></p> <p><span style="color:#ffffff;"><strong><span style="background-color:#27ae60;">PRESSE</span></strong></span> : <a href="https://www.lemonde.fr/planete/article/2025/01/10/2024-annee-la-plus-chaude-jamais-enregistree-et-premiere-a-depasser-le-seuil-de-1-5-c-de-rechauffement-climatique_6490633_3244.html" hreflang="fr">"2024, l'année la plus chaude jamais enregistrée" (Le Monde, 10.01/2025)</a></p> <p><span style="color:#ffffff;"><strong><span style="background-color:#27ae60;">PRESSE</span></strong></span> : Un exemple de réglementation : <a href="https://www.lemonde.fr/planete/article/2022/10/12/la-ville-de-paris-vote-l-extinction-de-la-publicite-lumineuse-la-nuit-a-partir-de-decembre_6145531_3244.html" hreflang="fr">"La ville de Paris vote l'extinction de la publicité lumineuse la nuit [...]" (Le Monde, 12/10/2022)</a></p> <p><span style="color:#ffffff;"><strong><span style="background-color:#27ae60;">PRESSE</span></strong></span> :<a href="https://www.lemonde.fr/economie/article/2022/10/11/les-villes-face-au-defi-de-l-acceptation-sociale-des-zones-a-faibles-emissions_6145269_3234.html" hreflang="fr"> "Le défi des villes pour faire accepter le passage en zones à faibles émissions [...]" (Le Monde, 11/10/2022)</a></p> <p><span style="color:#ffffff;"><strong><span style="background-color:#27ae60;">PRESSE</span></strong></span> : Disparition de la biodiversité : <a href="https://www.lemonde.fr/planete/article/2020/09/10/les-populations-de-vertebres-ont-chute-de-68-en-moins-de-cinquante-ans_6051606_3244.html" hreflang="fr">68% des populations de vertébrés ont disparu</a></p> <p><span style="color:#ffffff;"><strong><span style="background-color:#27ae60;">PRESSE</span></strong></span> : Un marché des quotas en Chine : <a href="https://www.lesechos.fr/monde/chine/climat-la-chine-lance-le-plus-gros-marche-mondial-du-carbone-1286373" hreflang="fr">La chine lance le plus gros marché mondial du carbone</a></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#27ae60;">PRESSE</span></strong></span> : Gestion des externalités:<a href="https://www.lemonde.fr/planete/article/2021/10/04/maree-noire-en-californie-les-autorites-deplorent-une-catastrophe-environnementale_6097107_3244.html" hreflang="fr">&nbsp;"Marée noire en Californie"&nbsp;(Le monde, 05/10/2021)</a>&nbsp;&nbsp;</span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#27ae60;">PRESSE</span></strong></span> : Gestion des biens communs :<a href="https://www.lemonde.fr/planete/article/2021/10/04/maree-noire-en-californie-les-autorites-deplorent-une-catastrophe-environnementale_6097107_3244.html" hreflang="fr">&nbsp;</a><a href="https://www.lemonde.fr/planete/article/2021/10/05/les-coraux-diminuent-rapidement-presque-partout-dans-le-monde_6097132_3244.html" hreflang="fr">"Les coraux diminue rapidement presque partout dans le monde"&nbsp;(Le monde, 06/10/2021)</a></span></span></p> <p><span style="color:#ffffff;"><strong><span style="background-color:#3498db;">COMPLEMENT</span></strong></span> :&nbsp;<span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><span style="font-size:12.0pt"><span style="line-height:107%"><a href="https://www.touteleurope.eu/environnement/environnement-comment-fonctionne-le-marche-du-carbone-europeen/" style="color:#0563c1; text-decoration:underline">Le fonctionnement du SEQE-UE</a></span></span></span></span></span></p> <p><span style="color:#ffffff;"><strong><span style="background-color:#3498db;">COMPLEMENT</span></strong></span> : <a href="https://www.vie-publique.fr/eclairage/268585-le-grenelle-de-lenvironnement-quels-engagements" hreflang="fr">Le Grenelle de l'environnement : éclairage</a></p> <p><span style="color:#ffffff;"><strong><span style="background-color:#3498db;">COMPLEMENT</span></strong></span> : <a href="https://commission.europa.eu/strategy-and-policy/priorities-2019-2024/european-green-deal_fr" hreflang="fr">Le Green Deal européen</a></p> <p><span style="color:#ffffff;"><strong><span style="background-color:#3498db;">COMPLEMENT</span></strong></span> : <a href="https://www.conventioncitoyennepourleclimat.fr/" hreflang="fr">La convention citoyenne pour le climat</a></p> <p><span style="color:#ffffff;"><strong><span style="background-color:#3498db;">COMPLEMENT</span></strong></span> : <a href="http://blog.ac-versailles.fr/mescoursdeses/index.php/post/09/12/2022/Ouverture-de-la-COP15-sur-la-biodiversit%C3%A9-%3A-l-humanit%C3%A9-est-devenue-une-arme-d-extinction-massive" hreflang="fr">L'ouverture de la COP15 sur la biodiversité : "L'humanité est devenue une arme d'extinction&nbsp;massive"</a></p> <p><span style="color:#dddddd;"><strong><span style="background-color:#2c3e50;">INTELLIGENCE ARTIFICIELLE </span></strong></span><span style="background-color:#2c3e50;">:</span> Exercices d'entraînement réalisés par IA : <strong><a href="https://h5p-live.nolej.app/documents/ef55556c-515b-4a0a-aa39-63b10cc52660/previews/grade/index.html" hreflang="fr">Quiz</a> </strong>/&nbsp;<strong><a href="https://h5p-live.nolej.app/documents/ef55556c-515b-4a0a-aa39-63b10cc52660/previews/practiceq/index.html" hreflang="fr">Mémo-cartes</a></strong> /&nbsp;<strong><a href="https://h5p-live.nolej.app/documents/ef55556c-515b-4a0a-aa39-63b10cc52660/previews/dragtheword/index.html" hreflang="fr">Faire glisser des mots</a></strong>&nbsp;</p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#8e44ad;">DIAPORAMA</span></strong></span>&nbsp;: <a href="http://blog.ac-versailles.fr/mescoursdeses/public/Cours_environnement_2024.pdf">Support cours environnement 2025.pdf</a></span></span></p> <p> </p> <p> </p> <h3><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#16a085;"><strong>Q5&nbsp;</strong></span>- <u><strong>Quels sont les caractéristiques contemporaines et les facteurs de la mobilité sociale&nbsp;?</strong></u></span></span></h3> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Plan cours inversé 2025 :&nbsp;<a href="http://blog.ac-versailles.fr/mescoursdeses/public/Plan_Chapitre_6_cours_inverse_v_interactives.pdf">Plan Chapitre 5 cours inversé vidéos interactives.pdf</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><strong><span style="color:#1abc9c;">Vidéo interactive 1</span><span style="color:#e74c3c;"> </span></strong>:&nbsp;</span></span><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><a href="https://h5p-live.nolej.app/documents/3343f50f-9e86-41b4-a1b2-9267f387d44f/previews/ivideo/index.html" style="color:blue; text-decoration:underline"><span style="font-size:12.0pt"><span style="line-height:107%">https://h5p-live.nolej.app/documents/3343f50f-9e86-41b4-a1b2-9267f387d44f/previews/ivideo/index.html</span></span></a>&nbsp;;&nbsp;<a href="http://blog.ac-versailles.fr/mescoursdeses/public/carte_mentale_formes_de_mobilite.pdf">carte mentale formes de mobilité.pdf</a></span></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><strong><span style="color:#1abc9c;">Vidéo interactive 2</span><span style="color:#e74c3c;"> </span></strong>:&nbsp;&nbsp;</span></span><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><a href="https://h5p-live.nolej.app/documents/c65f68c5-37a5-4d8d-82c3-2e0895fe98f8/previews/ivideo/index.html" style="color:blue; text-decoration:underline"><span style="font-size:12.0pt"><span style="line-height:107%">https://h5p-live.nolej.app/documents/c65f68c5-37a5-4d8d-82c3-2e0895fe98f8/previews/ivideo/index.html</span></span></a>&nbsp;;&nbsp;<a href="http://blog.ac-versailles.fr/mescoursdeses/public/Fichier_d_activites_C8V2.doc">Fichier d'activités C8V2.doc</a></span></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><strong><span style="color:#1abc9c;">Vidéo interactive 3</span><span style="color:#e74c3c;"> </span></strong>:&nbsp;&nbsp;</span></span><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><a href="https://h5p-live.nolej.app/documents/4519a780-21f9-4d6a-afd1-00ee6a72a5da/previews/ivideo/index.html" style="color:blue; text-decoration:underline">https://h5p-live.nolej.app/documents/4519a780-21f9-4d6a-afd1-00ee6a72a5da/previews/ivideo/index.html</a>&nbsp;;&nbsp;<a href="http://blog.ac-versailles.fr/mescoursdeses/public/fichier_d_activites_C8V3.doc">fichier d'activités C8V3.doc</a></span></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><strong><span style="color:#1abc9c;">Vidéo interactive 4</span><span style="color:#e74c3c;"> </span></strong>:&nbsp;</span></span><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><a href="https://h5p-live.nolej.app/documents/68b9fef4-d143-4eaa-8928-67d1b12bd40a/previews/ivideo/index.html" style="color:blue; text-decoration:underline">https://h5p-live.nolej.app/documents/68b9fef4-d143-4eaa-8928-67d1b12bd40a/previews/ivideo/index.html</a>&nbsp;;&nbsp;<a href="http://blog.ac-versailles.fr/mescoursdeses/public/fichier_d_activites_C8V4_-_version_2024.doc">fichier d'activités C8V4.doc</a></span></span></span></p> <p><span style="color:#ffffff;"><strong><span style="background-color:#27ae60;">PRESSE</span></strong></span> : <a href="https://www.lemonde.fr/campus/article/2021/10/19/le-paradoxe-des-transclasses-heros-malgre-eux_6098904_4401467.html" hreflang="fr">Le paradoxe des transclasses</a></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><strong><span style="color:#ffffff;"><span style="background-color:#f39c12;">VIDEO&nbsp;</span></span></strong> :<a href="https://www.youtube.com/watch?v=x2tj3CE2qQE" hreflang="fr">Peut-on vraiment quitter sa classe sociale ?</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#8e44ad;">SCHEMA DE SYNTHESE DU CHAPITRE</span></strong></span>&nbsp;:<a href="http://blog.ac-versailles.fr/mescoursdeses/public/schema_mobilite.pdf">schéma mobilité.pdf</a></span></span></p> <p><span style="color:#c0392b;"><strong>Corrections DST n°6&nbsp;: </strong><a href="http://blog.ac-versailles.fr/mescoursdeses/public/DST_mobilite_et_environnement_-_correction.pdf">EC3 mobilité ou&nbsp;environnement - correction.pdf</a></span></p> <p> </p> <h3><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#16a085;"><strong>Q6</strong></span>&nbsp;- <u><strong>Quels sont les fondements du commerce international et de l’internationalisation de la production&nbsp;?</strong></u></span></span></h3> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Plan du cours :&nbsp;<a href="http://blog.ac-versailles.fr/mescoursdeses/public/Plan_Chapitre_6_commerce_international.docx">Plan Chapitre 6 commerce international.docx</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Documents de l'introduction :&nbsp;<a href="http://blog.ac-versailles.fr/mescoursdeses/public/documents_pour_l_introduction.pdf">documents pour l'introduction.pdf</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#27ae60;">PRESSE</span></strong></span> : L'Inde et l'UE signent un accord de libre-échange :&nbsp;</span></span><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><a href="https://www.lemonde.fr/economie/article/2026/01/27/l-inde-et-l-ue-concluent-un-accord-de-libre-echange-qui-reduit-les-droits-de-douane-dans-de-nombreux-secteurs_6664269_3234.html" style="color:#0563c1; text-decoration:underline">L’inde et l’UE concluent un accord de libre-échange (Le Monde, 21 janvier 2026)</a></span></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#27ae60;">PRESSE</span></strong></span> : Un exemple de mesures protectionnistes :&nbsp;</span></span><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><span style="font-size:12.0pt"><span style="line-height:107%"><a href="https://www.lemonde.fr/economie/article/2025/03/04/donald-trump-seme-le-chaos-politique-et-financier-en-imposant-des-mardi-des-droits-de-douane-au-canada-au-mexique-et-a-la-chine_6576160_3234.html" style="color:#0563c1; text-decoration:underline">Trump sème le chaos (Le Monde, 4 mars 2025)</a></span></span></span></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#27ae60;">PRESSE</span></strong></span> :&nbsp;<a class="media-link" href="http://blog.ac-versailles.fr/mescoursdeses/public/Edito_E_Combe_riposte_protectionniste.jpg"><img alt="" class="media" src="http://blog.ac-versailles.fr/mescoursdeses/public/.Edito_E_Combe_riposte_protectionniste_s.jpg" style="margin: 0 auto; display: table;" /></a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#27ae60;">PRESSE</span></strong></span> : Un&nbsp;exemple de guerre commerciale : <a href="https://www.lemonde.fr/economie/article/2020/10/13/airbus-boeing-l-omc-autorise-l-ue-a-surtaxer-de-4-milliards-de-dollars-les-importations-americaines_6055870_3234.html" hreflang="fr">Airbus versus Boeing</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#27ae60;">PRESSE</span></strong></span> : Un exemple d'accord régional&nbsp;: <a href="https://www.lemonde.fr/economie/article/2021/12/31/en-asie-naissance-de-la-plus-vaste-zone-de-libre-echange-du-monde_6107811_3234.html" hreflang="fr">Asie, naissance de la plus vaste zone de libre-échange (RECP)&nbsp;</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#8e44ad;">DONNEES</span></strong></span>&nbsp;: <a href="https://www.insee.fr/fr/statistiques/2381436#graphique-figure1_radio2" hreflang="fr">Evolution du&nbsp;commerce extérieur de la France (insee)</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#8e44ad;">DONNEES</span></strong></span>&nbsp;:&nbsp;<a href="http://blog.ac-versailles.fr/mescoursdeses/public/Chiffres_cles_2023.pdf">Chiffres_cles_2023.pdf</a>&nbsp; ;&nbsp;<a href="http://blog.ac-versailles.fr/mescoursdeses/public/Synthese_des_chiffres_du_commerce_exterieur_2023.pdf">Synthèse des chiffres du commerce extérieur 2023.pdf</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#2980b9;">PODCAST</span></strong></span>&nbsp;: <a href="https://www.franceculture.fr/emissions/entendez-vous-l-eco/deficit-commercial-record-c-est-grave-docteur" hreflang="fr">Déficit commercial : c'est grave docteur ?</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#2980b9;">PODCAST</span></strong></span>&nbsp;: </span></span><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><a href="https://www.youtube.com/watch?v=oB-NF052nJo" style="color:#0563c1; text-decoration:underline">Protectionnisme&nbsp;: faut-il faire comme Trump&nbsp;?</a></span></span></span><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"> (Débat éco, France inter)</span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><strong><span style="color:#ffffff;"><span style="background-color:#f39c12;">VIDEO&nbsp;</span></span></strong> : Documentaire Arte : <a href="https://www.youtube.com/watch?v=Iva5Luy20m0" hreflang="fr">une histoire de la guerre économique</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><span style="background-color:#9b59b6;">Diaporama</span> </span>: <a href="http://blog.ac-versailles.fr/mescoursdeses/public/Vol_d_oies_sauvages_et_specialisation_de_la_Coree.pptx">Vol d’oies sauvages et spécialisation de la Corée.pptx</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#c0392b;">SIMULATEUR</span></strong></span> : <a href="https://oec.world/en/visualize/tree_map/hs92/export/show/all/1788/2019/" hreflang="fr">Simuler les spécialisations (Observatory of economic complexity)</a></span></span></p> <p>Entraînement à l'EC1 :&nbsp;<a href="http://blog.ac-versailles.fr/mescoursdeses/public/Entrainement_EC1_2021.docx">Entraînement EC1.docx</a></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#8e44ad;">SCHEMA DE SYNTHESE DU CHAPITRE</span></strong></span>&nbsp;:&nbsp;<a href="http://blog.ac-versailles.fr/mescoursdeses/public/schema_commerce_International.pdf">schéma commerce International.pdf</a></span></span></p> <p>Entraînement au baccalauréat&nbsp;:&nbsp;<a href="http://blog.ac-versailles.fr/mescoursdeses/public/Entrainement_au_baccalaureat_2023.pdf">Entraînement au baccalauréat.pdf</a></p> <p>Sujet d'entraînement 2026 :&nbsp;<a href="http://blog.ac-versailles.fr/mescoursdeses/public/Entrainement_dissertation_2026.pdf">Entrainement dissertation 2026.pdf</a></p> <p> </p> <h3><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#16a085;"><strong>Q7</strong></span>&nbsp;- <u><strong>Comment lutter contre le chômage&nbsp;?</strong></u></span></span></h3> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Plan du cours :&nbsp;<a href="http://blog.ac-versailles.fr/mescoursdeses/public/Plan_Chapitre_7_chomage_2026.docx">Plan Chapitre 7 chômage 2026.docx</a></span></span></p> <p><strong><span style="color:#ecf0f1;"><span style="background-color:#2980b9;">Complément </span></span></strong>: <a href="https://www.vie-publique.fr/questions-reponses/271537-sept-questions-sur-la-reforme-de-lassurance-chomage#:~:text=En%20outre%2C%20la%20loi%20du,de%20gr%C3%A8ve...)." hreflang="fr">7 questions pour mieux comprendre le fonctionnement de l'assurance chômage</a></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ffffff;"><strong><span style="background-color:#f39c12;">VIDEO</span></strong></span>&nbsp;:<a href="https://www.youtube.com/watch?v=9mR9BtoNfWs&amp;t=153s" hreflang="fr">L'IA va-t-elle détruire des emplois ?</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ffffff;"><strong><span style="background-color:#f39c12;">VIDEO</span></strong></span>&nbsp;:<a href="https://www.xerficanal.com/economie/emission/Olivier-Passet-Intelligence-artificielle-et-fin-du-travail-des-fantasmes-aux-realites_3752831.html" hreflang="fr">IA et fin du travail : des fantasmes aux réalités (XerfiCanal)</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ffffff;"><strong><span style="background-color:#f39c12;">VIDEO</span></strong></span>&nbsp;:<a href="https://www.youtube.com/watch?v=TlBbsM3hg5k&amp;t=229s" hreflang="fr">Le modèle danois</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#27ae60;">PRESSE</span></strong></span> : IA et emploi : "</span></span><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><a href="https://www.lemonde.fr/economie/article/2026/03/18/l-ia-une-menace-pour-5-millions-de-salaries-en-france_6672064_3234.html" style="color:#0563c1; text-decoration:underline">L’IA est une menace pour 5 millions de salariés en France"(Le Monde, 13 mars 2026</a>)</span></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#27ae60;">PRESSE</span></strong></span> : IA et emploi : <a href="https://www.lemonde.fr/economie/article/2025/01/23/l-intelligence-artificielle-met-les-acteurs-de-doublage-en-peril-imminent_6510985_3234.html" hreflang="fr">"L'IA met les acteurs de doublage en péril imminent" (Le Monde, 23/01/2025)</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#27ae60;">PRESSE</span></strong></span> : IA et emploi :&nbsp;</span></span><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><a href="https://www.lemonde.fr/idees/article/2026/02/28/les-predictions-pessimistes-sur-les-consequences-de-l-automatisation-par-l-ia-sur-le-marche-du-travail-ne-sont-pas-nouvelles_6668721_3232.html" style="color:#0563c1; text-decoration:underline">«&nbsp;Les prédictions pessimistes […] ne sont pas nouvelles&nbsp;» Gregory Verdrugo, Le Monde, 28 février 2026</a></span></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#8e44ad;">SCHEMA DE SYNTHESE</span></strong></span>&nbsp;:&nbsp;<a href="http://blog.ac-versailles.fr/mescoursdeses/public/schema_chomage.pdf">schéma chômage.pdf</a></span></span></p> <p> </p> <p> </p> <p> </p> <p> </p> <p> </p> <h3><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#16a085;"><strong>Q8</strong></span>&nbsp;- <u><strong>Quelles mutations du travail et de l’emploi&nbsp;?</strong></u></span></span></h3> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Plan du cours :&nbsp;<a href="http://blog.ac-versailles.fr/mescoursdeses/public/plan_chapitre_8_mutations_emploi.docx">plan chapitre 8 mutations emploi.docx</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#2980b9;">PODCAST</span></strong></span> : <a href="https://www.franceinter.fr/emissions/l-invite-du-13-14/13h30-invite-de-13h-du-lundi-28-mars-2022" hreflang="fr">Le futur du travail par Juan Sebastian Carbonell</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#2980b9;">PODCAST</span></strong></span> : <a href="https://www.radiofrance.fr/franceinter/podcasts/le-debat-economique/le-debat-eco-du-vendredi-01-decembre-2023-1895306" hreflang="fr">Quel est l'impact de l'IA sur l'emploi ? (débat entre D.Seux et T.Porcher)</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#27ae60;">PRESSE</span></strong></span> : Qualité de l'emploi&nbsp;:&nbsp;</span></span><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><a href="https://www.lemonde.fr/emploi/article/2026/03/31/semaines-de-soixante-trois-heures-moins-de-1-000-euros-net-par-mois-une-enquete-alerte-sur-les-conditions-de-travail-des-livreurs-a-velo_6675579_1698637.html" style="color:#0563c1; text-decoration:underline">Les livreurs à vélo travaillent 63 heures par semaine […], Le Monde, 31 mars 2026</a></span></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#27ae60;">PRESSE</span></strong></span> : IA et emploi :&nbsp;</span></span><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><a href="https://www.lemonde.fr/idees/article/2026/02/28/les-predictions-pessimistes-sur-les-consequences-de-l-automatisation-par-l-ia-sur-le-marche-du-travail-ne-sont-pas-nouvelles_6668721_3232.html" style="color:#0563c1; text-decoration:underline">«&nbsp;Les prédictions pessimistes […] ne sont pas nouvelles&nbsp;» Gregory Verdrugo, Le Monde, 28 février 2026</a></span></span></span></p> <p><span style="font-family: &quot;Times New Roman&quot;, serif; font-size: 12pt; color: rgb(236, 240, 241);"><strong><span style="background-color:#27ae60;">PRESSE</span></strong></span><span style="font-family: &quot;Times New Roman&quot;, serif; font-size: 12pt;"> : Les effets de l'IA&nbsp;l'emploi&nbsp;:&nbsp;</span><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><a href="https://www.lemonde.fr/emploi/article/2025/11/26/dans-les-bureaux-l-intelligence-artificielle-transforme-a-bas-bruit-la-nature-du-travail_6654844_1698637.html#:~:text=Alors%20que%20l'ampleur%20des,les%20m%C3%A9tiers%20cr%C3%A9atifs%20ou%20intellectuels." style="color:#0563c1; text-decoration:underline">L’IA transforme l’emploi (Le Monde, 26/11/2025)</a></span></span></span></p> <p><span style="font-family: &quot;Times New Roman&quot;, serif; font-size: 12pt; color: rgb(236, 240, 241);"><strong><span style="background-color:#27ae60;">PRESSE</span></strong></span><span style="font-family: &quot;Times New Roman&quot;, serif; font-size: 12pt;"> : Les effets de l'IA&nbsp;l'emploi&nbsp;:&nbsp;</span><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><a href="https://www.lemonde.fr/economie/article/2025/10/28/le-geant-americain-amazon-annonce-la-suppression-de-14-000-postes_6649938_3234.html" style="color:#0563c1; text-decoration:underline">Amazon va supprimer 14 000 emplois (Le Monde, 29/10/2025)</a></span></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#27ae60;">PRESSE</span></strong></span> :&nbsp;</span></span><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><a href="https://www.inegalites.fr/evolution-precarite-emploi" style="color:#0563c1; text-decoration:underline">La précarité du travail a été multipliée par deux en 40 ans (Observatoire des inégalités)</a></span></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#27ae60;">PRESSE</span></strong></span> : <a href="https://www.radiofrance.fr/franceinter/l-intelligence-artificielle-pourrait-creer-plus-d-emplois-qu-elle-n-en-detruit-selon-cette-etude-7408404" hreflang="fr">Etude de l'OIT sur l'impact de l'IA sur les transformations de emploi</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#27ae60;">PRESSE</span></strong></span> : <a href="https://www.lemonde.fr/idees/article/2024/01/22/sortir-les-francais-de-la-smicardisation_6212253_3232.html" hreflang="fr">Sortir les français de la "smicardisation" (Le Monde 22/01/2024)</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><strong><span style="background-color:#bdc3c7;">Article scientifique</span></strong> : <a href="https://www.telos-eu.com/fr/economie/les-travailleurs-pauvres-ou-en-est-on-et-que-faire.html" hreflang="fr">Travailleurs pauvres : où en est-on et que faire ? Gilbert Cette, Telos, 4 mars 2024</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#4e5f70;"><span style="background-color:#f1c40f;"><strong>ANALYSE</strong> </span></span>: <a href="https://www.melchior.fr/note-de-lecture/les-ennemis-de-l-emploi" hreflang="fr">Destruction créatrice et loi des 15 %</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><strong><span style="color:#ffffff;"><span style="background-color:#f39c12;">VIDEO&nbsp;&nbsp;</span></span></strong></span></span>&nbsp;: <a href="https://www.youtube.com/watch?v=UAPXUrq3mKQ&amp;t=42s" hreflang="fr">Chaine de montage de la 5008 à l'usine PSA de Rennes</a></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><strong><span style="color:#ffffff;"><span style="background-color:#f39c12;">VIDEO&nbsp;&nbsp;</span></span></strong></span></span>&nbsp;:&nbsp;<a href="https://www.lemonde.fr/idees/article/2025/03/07/cinq-ans-apres-le-covid-19-le-teletravail-semble-declencher-une-evolution-de-la-repartition-des-taches-au-sein-des-couples_6576874_3232.html" hreflang="fr">visionner la vidéo dans l'article du Monde sur l'efficacité du télétravail&nbsp;</a></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><strong><span style="color:#ffffff;"><span style="background-color:#f39c12;">VIDEO&nbsp;&nbsp;</span></span></strong></span></span>&nbsp;:&nbsp;<span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><a href="https://webtv.intefp.fr/video/905-Camille_Peugny_Les_jeunes_d_aujourd_hui_et_le_travail" style="color:#0563c1; text-decoration:underline">Camille Peugny&nbsp;: les jeunes d’aujourd’hui et le travail</a></span></span></span></p> <p><span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><span style="color:#e74c3c;"><strong>Correction&nbsp; :</strong></span>&nbsp;<a href="http://blog.ac-versailles.fr/mescoursdeses/public/correction_activite_formes_d_organisation_du_travail.pdf">correction activité formes d'organisation du travail.pdf</a></span></span></span></p> <p> </p> <h3><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#16a085;"><strong>Q9</strong></span>&nbsp;- <u><strong>Quelles politiques économiques dans le cadre européen&nbsp;?</strong></u></span></span></h3> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><strong><span style="color:#ecf0f1;"><span style="background-color:#9b59b6;">Cours inversé</span></span></strong> :&nbsp;<a href="http://blog.ac-versailles.fr/mescoursdeses/public/cours_inverse_2024.pdf">Cours inversé 2025.pdf</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Escape Game :&nbsp;</span></span><a href="https://view.genially.com/6679552d6294b50014ea9af4/interactive-content-escape-game-ue">Escape Game UE | Genially</a></p> <p><span style="color:#dddddd;"><strong><span style="background-color:#1abc9c;">Fiche l'éco en bref</span></strong></span> : <a href="http://blog.ac-versailles.fr/mescoursdeses/public/20230719_eco-en-bref_europe.pdf">La banque de France et l'Europe.pdf</a></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><strong><span style="color:#ffffff;"><span style="background-color:#f39c12;">VIDEO&nbsp;</span></span></strong> : </span></span>&nbsp;<a href="https://www.youtube.com/watch?v=R2SNf_Y0p4c">Comment fonctionnent les taux directeurs&nbsp;? (ABC de l’économie)</a></p> <p><strong>DONNEES</strong> : les taux directeurs de la BCE :&nbsp;<a href="https://www.banque-france.fr/fr/les-taux-monetaires-directeurs">https://www.banque-france.fr/fr/les-taux-monetaires-directeurs</a></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#8e44ad;">SCHEMA DE SYNTHESE DU CHAPITRE</span></strong></span>&nbsp;:<a href="http://blog.ac-versailles.fr/mescoursdeses/public/schema_politiques_economiques_dans_le_cadre_europeen.pdf">schéma politiques économiques dans le cadre européen.pdf</a></span></span></p> <h3><strong><span style="color:#dddddd;"><span style="background-color:#2c3e50;">CHATBOT :</span></span>&nbsp;</strong></h3> <p><strong><em>Pose tes questions sur le cours à mon chatbot, il te répondra !</em></strong>&nbsp;<span style="font-size:11pt"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><a href="https://poe.com/SES-Bot-Europe" style="color:#0563c1; text-decoration:underline">https://poe.com/SES-Bot-Europe</a></span></span></span></p> <p><em>Demande-lui un tableau de synthèse, des cartes flash pour réviser, un texte à trous pour t'entraîner, etc. Ses réponses sont alimentées uniquement par le cours de SES fait en classe.</em></p> <p> </p> <p> </p> <p> </p> <h3> </h3> <p> </p> <h3>----------------------------------------------------------</h3> <p style="text-align: center;"><strong><span style="color:#c0392b;">Chapitres sortis du programme pour le Baccalauréat 2025</span></strong></p> <h3><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#16a085;"><strong>Q</strong></span>&nbsp;- <u><strong>Quelles inégalités sont compatibles avec les différentes conceptions de la justice sociale&nbsp;?<span style="color:#c0392b;">(Sorti du programme)</span></strong></u></span></span></h3> <p><strong><span style="color:#ecf0f1;"><span style="background-color:#9b59b6;">Cours inversé</span></span></strong> :&nbsp;<a href="http://blog.ac-versailles.fr/mescoursdeses/public/chapitre_5_cours_inverse.pdf">chapitre 5 cours inversé.pdf</a></p> <p><strong>DONNEES</strong> : <a href="http://blog.ac-versailles.fr/mescoursdeses/public/Donnees_deficit_dette_recettes_depenses_PO.pdf">Données 2022 sur les finances publiques</a></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><strong><span style="color:#ffffff;"><span style="background-color:#f39c12;">VIDEO&nbsp;&nbsp;</span></span></strong></span></span> <a href="https://www.youtube.com/watch?v=9TmP6Y0WJgU" hreflang="fr">Différentes conceptions de la justice sociale</a></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#27ae60;">PRESSE</span></strong></span> : <a href="https://www.lemonde.fr/economie/article/2021/09/07/illectronisme-les-laisses-pour-compte-du-tout-numerique_6093657_3234.html" hreflang="fr">"Illectronisme : les laissés pour compte du tout numérique" (Le Monde, 07/09/2021)</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#c0392b;">DEBAT</span></strong></span> : <a href="http://blog.ac-versailles.fr/mescoursdeses/public/Debat_sur_l_heritage.pdf">Débat sur l'héritage.pdf</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#2980b9;">PODCAST</span></strong></span>&nbsp;: <a href="https://www.lemonde.fr/election-presidentielle-2022/video/2022/02/20/presidentielle-2022-nos-impots-sont-ils-justes_6114506_6059010.html" hreflang="fr">Le système redistributif est-il équitable ?</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Vers le bac :&nbsp;<a href="http://blog.ac-versailles.fr/mescoursdeses/public/Exemples_de_mobilisation_des_connaissances.docx">Exemples de questions de mobilisation des connaissances.docx</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#8e44ad;">SCHEMA DE SYNTHESE DU CHAPITRE</span></strong></span>&nbsp;:&nbsp;<a href="http://blog.ac-versailles.fr/mescoursdeses/public/schema_inegalites_et_justice_sociale.pdf">schéma inégalités et justice sociale.pdf</a></span></span></p> <p> </p> <h3><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#16a085;"><strong>Q</strong></span>&nbsp;- <u><strong>Comment expliquer les crises financières et réguler le système financier&nbsp;?<span style="color:#c0392b;">(Sorti du programme)</span></strong></u></span></span></h3> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Plan du cours :&nbsp;<a href="http://blog.ac-versailles.fr/mescoursdeses/public/Chapitre_9_plan.docx">Chapitre 9&nbsp;plan.docx</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#e74c3c;"><strong>NEW !</strong></span> Synthèse rédigée 2024 :&nbsp;<a href="http://blog.ac-versailles.fr/mescoursdeses/public/Chapitre_9_synthese_redigee_2024.pdf">Chapitre 9 synthèse rédigée 2024.pdf</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#f39c12;">VIDEO</span></strong></span> Vidéo de sensibilisation : <a href="https://www.youtube.com/watch?v=hgFDjoBEjic" hreflang="fr">Qu'est-ce qu'une crise financière ?</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#f39c12;">VIDEO</span></strong></span> La crise de 1929 : <a href="https://www.ina.fr/video/S588487_001/1929-le-jeudi-noir-video.html" hreflang="fr">1929, le jeudi noir</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#f39c12;">VIDEO</span></strong></span>&nbsp;La tulipomanie : <a href="https://www.arte.tv/fr/videos/092388-000-A/et-krach-la-tulipe/" hreflang="fr">Bulle spéculative sur les tulipes</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#f39c12;">VIDEO</span></strong></span>&nbsp;Affaire Kerviel : <a href="https://www.youtube.com/watch?v=TXRvDLyE4PM" hreflang="fr">C'est quoi l'affaire kerviel ?</a></span></span></p> <p>Quiz d'entraînement :&nbsp;<a href="https://learningapps.org/watch?v=pe3kxz3av23" hreflang="fr">https://learningapps.org/watch?v=pe3kxz3av23</a></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#27ae60;">ARTICLE scientifique</span></strong></span>&nbsp;: <a href="https://ses.ens-lyon.fr/articles/comprendre-les-crises-financieres-elements-de-retour-sur-les-crises-de-1929-et-de-2008" hreflang="fr">Comprendre les crises financières (ENS-Lyon)</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#8e44ad;">SCHEMA DE SYNTHESE DU CHAPITRE</span></strong></span>&nbsp;:&nbsp;<a href="http://blog.ac-versailles.fr/mescoursdeses/public/schema_crises_financieres.pdf">schéma crises financieres.pdf</a></span></span></p> <p> </p> <h3><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#16a085;"><strong>Q</strong></span>&nbsp;- <u><strong>Quelle est l’action de l’école sur les destins individuels et l’évolution de la société&nbsp;?<span style="color:#c0392b;">(Sorti du programme)</span>&nbsp;</strong></u></span></span></h3> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif">Plan du cours :&nbsp;<a href="http://blog.ac-versailles.fr/mescoursdeses/public/Plan_Chapitre_7_2024.docx">Plan Chapitre 7 2024.docx</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#27ae60;">PRESSE</span></strong></span> : Travaux de recherche récents sur les inégalités face aux exigences scolaires : <a href="http://www.cafepedagogique.net/lexpresso/Pages/2019/09/09092019Article637036118722625651.aspx" hreflang="fr">Résumé d'Enfances de classes (sous la direction de Bernard Lahire)</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#8e44ad;">SCHEMA DE SYNTHESE DU CHAPITRE</span></strong></span>&nbsp;:&nbsp;<a href="http://blog.ac-versailles.fr/mescoursdeses/public/schema_ecole_et_destins_-V2.pdf">schéma école et destins -V2.pdf</a></span></span></p> <p><span style="font-size:12.0pt"><span style="font-family:&quot;Times New Roman&quot;,serif"><span style="color:#ecf0f1;"><strong><span style="background-color:#27ae60;">PRESSE</span></strong></span> </span></span>: <a href="https://theconversation.com/la-reussite-scolaire-un-travail-pour-les-parents-225843" hreflang="fr">La réussite, un travail pour les parents</a>, The Conversation, 28 avril 2024&nbsp;(lien avec les investissements familiaux et le capital culturel)</p> <p><strong><span style="background-color:#f1c40f;">Publication</span></strong><span style="background-color:#f1c40f;"> </span>: <a href="https://ses.ens-lyon.fr/ressources/stats-a-la-une/massification-et-democratisation-de-lacces-a-lecole-et-a-lenseignement-superieur" hreflang="fr">Massification et démocratisation de l'accès à l'école et à l'enseignement supérieur </a>(ENS-Lyon)</p> <p> </p> <h3> </h3> <p> </p> <h3> </h3> <p> </p> <h3> </h3> <p> </p> <h3> </h3> <p> </p> <h3> </h3> <p> </p> <p> </p> <h3> </h3> <p> </p> <h3> </h3> <h3> </h3> <p> </p> <p> </p> <p> </p> <h3> </h3> <h3> </h3> <p> </p> <h3><br />  </h3> <h3> </h3> <h3> </h3> <h3> </h3> http://blog.ac-versailles.fr/mescoursdeses/index.php/post/04/09/2018/Donn%C3%A9es-macro%C3%A9conomiques-2018 urn:md5:9530bb48be64ea8c8d795e65c4722f9a Tue, 04 Sep 2018 18:25:00 +0200 M. Yven Terminale <p><a href="http://blog.ac-versailles.fr/mescoursdeses/public/donnees_macroeconomiques_2018.xlsx">Données_macroéconomiques 2018.xlsx</a></p>