La mayoría desconfía de los políticos. Le molesta la propaganda política. La mayoría está convencida que la política es el arte de engañar para sacar beneficio personal. Por eso muchos no usan el poder de su voto.
Es cierto que hemos pervertido la política, pero esto no desanima a muchos y votan y participan en partidos. Otros crean organizaciones para presionar a los partidos y al gobierno.
Muchos saben que la sana política es la forma civilizada de resolver los grandes problemas sociales y económicos. Saben que volverá a estallar la violencia armanada si no rescatamos la política de los que la pervierten para beneficio personal. La última revolución armada la tuvimos en 1910. Desde entonces, han surgido brotes de violencia política y van aumentando.
Por tanto, tenemos que rescatar la política de quienes la han reducido en arte del engaño. Es necesario rescatarla si queremos bienestar para todos conforme a méritos, capacidad y necesidad. Es necesario, si queremos evitar que la violencia aumente y estalle otra revolución violenta. Necesitamos entender que lo mejor es hacer una revolución de conciencia y entender que la ciencia política nos enseña que el diálogo pacífico y justo es el camino para resolver los grandes problemas nacionales porque la paz con justicia para todos es el fin de la política como ciencia.
Es posible hacer buena política porque los ciudadanos tenemos el poder de la inteligencia y somos mayoría los que queremos un cambio con bienestar progresivo para todos.
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LdRGnJP4U+2WRmMjKA0j7mHoMYA/ICs23uzVJJ2ROSWPzEn+lHzD/wDXRY8GTuw789/alAOB6CgQYP8AhilHB53c+gzQIO/KH6kGnL1wMge9IYp4554pu5c9Tz7UgF3AdG6/Wl+fb836UWAyhgjqKQCuokX6Cl+opDF49DR1OM9qQDhjPH8qXn1pAFFAEy+U6OkufmGK514vs9wybe+Mj0pxep24eSasOlTbhh0I5oMk0sITchjXgb85H5VR0pDEgnALRKn+8VOKvaSBbOjthstlie5ok7qwRi1K7OtfUIrm2aMA7sfL7VzlxawRXJNxEWjkbh1OOffHeso6PQ6pRUrXLKafbrhoOPSrqp5MXKlj0GO1ZSd3qKp+7ptohI554peOgBDHvnirPBAqV5A6Uq5xkgfhSAUZHJI5HQ9aU8nkcUgDYp/gGfamlYzwVKn1wadwHbMD5WJx/tGl59OO4NIAC5B+nejYo6HAHPBpAZQ+lFdJItGfXNAxfpS9+2DSYC0vFIAHNOGaGA4EYyBWho2jW2r3uLkhIYxukYdceg96iTaVzbDtqokjF1Cx+yXM9sfm8pyAfUdjVSOFImDEZ781abaPUiveHvL9okEY4jH3sd/aoLvzUbMRxH6AU4+ZU/Ikt5Z3HluwUMOSOp9q2hHG1n5LKChFKVlsXC73IrIPFIY2OVU8H2r0vwBY292l+bmGOVGVV2uuR3rnmiqnwljWfh3bzhptJlELYz5LcqT7HtXEXHhrV7QkTadcDB4Kxls/lRGXRnk1qFneJpWPgTWbwbvJjt8jIEz4J/Ac/nTbvwRr9mGJsGkUd43DZ/DNW7oz9jK1zKm0nUYF3SWVwi990TDFVGBHUE9uO1K5nKMluNPphvz/APr07J7gn05H+NMkT5WPKMf+BA0oZT2PPY80tRC5HQDn15oGMnIGehx1pWGjJH9aB16GuoQtFAC4p3NSAoxTtvpzQBZsbC41G7W1t498rnj2966yb4c30duGjvYHl7oQQPoDWcpWN6VB1FchtvAGpM2biWCFe+CWP5UXunQ+HN0SzGR5ACzEY/Cs1Pnlyo6YYZ0/fkzmNRPn3Esp53HH+FY5i3HBYqPaui3LodFOV1cquZLd9qqXPXAqNru4+6toxPuwFUlcrmadrD0mvnIC20aMO7NmtSCG/dR5s6j0CpUyUVuXFzfkX7LDAhvvZwa9W8Fw/ZtNDf8APQkk+3SsbXbHUfuo6aOZllxn5atz3Aig3dz0ohG5hPuSWsCwxeY3Mjck1OvIyetay3MkBx3rLvtA0nUkb7TYwkt1cLtb8xzWbimDV1qed654G+yuz6ZcCdRz5TnDj6etcYfl4bAI4Pak01ozjqw5XoHGeDn6UpB65O2kZCYGM7uKTB6gqR2Iz/hQIysc9aUda6RBzS9qQxfcVZtbO4vJRHbQSSueMKuaTBK7sjsNO+HV1KqvfXKxA9UjG5vz7V1dn4O0WzVc2iysP4pSW/TpWMpM9Cjh4rWRqx6fZ2rZt7eKLPUogH8qlyJVdO/apVzpskrIozX/AJK7Nu5xwc1554teSe5WRurNyB6V00KFpOZz1q10onMy7xZyuPvAg81mpKsyiROh6+xrSpEMPLoIAGmJ68U9rS4ZxtKoD3NZHVfXQuRaSQQ0t1n2HGKvxwJEDiTd9aU0rFpyEhC/at3QHrXq+gkDTY9vRV4opxumzKs7NIuLfLIQFDbj/skfzrQSTz7mNHBCqMnNWqfKYOdzQku40KqWCg+tKt2hHDK30NZ2b1HYhnum3KsYBJ656CszUdVljP2ePBkbgFaulDmkKo+WNyG30uZ8O5O48+9cT450drC8ivFXas+Qwx/EO/4068otWXQ55QfJdnJc9yfpik6cn9K5jmFweoBx7mgH5iBjPv0oEZIGOelO6dT3rpELwDS0gJbeIzXEcY/ibFegeH9W+wXaWM8AS3f5UbbgZ9KuEOZG1GXK7neRMCoxzjv60O2DWU43PQiyF5BimRzIj8mo5GU5IxtU4nZ0PDGuYvoBPeqjc4Vm5/Af1r0qC0sedXeplXGnAwzRAY3Lx9a4B5W069Kup8tzgj0NRWjqXQkWVmjJ3JIMGrQum8sAHIHSuZo9CLVyQXTFetPk1D7PDljknoKhxu7G/MkrlSyvpbi8y5xGrDIH9a9t8M/8gyEE5ygIrdRSg0jglLmndmm8YEqkY9at2iLI8jnPpkMR0pJ+7cTXvE0AAV+f4iAScnrUqup6YOKxd7XNOpHJKMljwFFUNKtxNI99OMs5/dr6LWlL3YtkVNZJG/FtzyfwrmviDDFN4ccsvzxsHQ+h6H9CayktAlszyHqelKemDlTWZ5wgHOfzzS9R2/CkBk9R7UDpXSIcOnrQBzSA6jwfo73t8bqRT5EXAOPvN6V319oENzZlVXDY7dvpWtOTTOmELwGaPdSbPs1yx82L5Dnv71psQM44z6VdSOppTloMYfLnJ/OsmWZ/P2o3T1qacbsqpKyGXAZo9zHJzxWGPn1qb0SFR+JJ/wAK7KW5yVXoLNGNwOK8/wDGemeSzzqPlPz5/nUVkOg9Tko5crwauRXDRqO/tXI0d0WWVvQTjbjvmpYjJM5JuIIgenmSYpKPUdSo/hLdqFgmUyNC6M2WeNgfxNe46bGsFtAqEbQowR3Fax1izCT1RdkbDZ9BVi1lWKBRn5iMkVFvcLv7wwPlQG5JJ4/GrAYLFhegqJ7WLhq7lS8YvB5Y/wCWh21r2VsqQru4AHSm9KaIes2SyajaWx25G72rP1aK31qwkt2bCupAPpUSi+W5Ss3Y8Xv7OSwvpbWUYkibaSO/vVfsMnIPbbWB58lZ2D7vRPyJBo3oTlmH0IoEZWOMil569K6BCgH8fWp7WBrq5ihXhncKDQNaux7JpWmR2GmwxwrlEXj3PrWgkx6MtXFaHd8Ohk6pELXUILxOFc7Xq+xyoYd62lqkzKOjaIJJP3bc9Ky8EOTjkmnCNgnK4XBwAKyYY8Xt1J/eKj8gf8a3p7nPVJXXPauP1XUINUu5dLaICMKQs2f4v8KdRX0FSdtTze4tprC8kt5kKsjYINTBuRXFI9CDI55OAASPWmxZc4jjLkc8LmqWxnN+8TK+GwVKOPwNez+BPEZvrG2sLsBZ0QLG/wDfA6fjiqS3IudrL90DualD/uRxnHFK3ul31GoRtYnt1pRPuTHSs5q7Lg9BilXvIzI6rFGNzMxwM9hTr/WCzeRbHOe9Vyc0kuxDnypsnsNPXYJ7nLE8hT3pl5cFpNkQwPaiT5pWWyCK5Y3e7OS8c6K0dra6kq8/6uUj9D/MVw2e+PzrjfxMwrK0hckfMemcE4pwLbf4ivrjipMjIOKX8q6CQGQelamiRPJf7o+qKTkdu1NLUqO56Vouq3MIW2vF3R44bGCK2n+9uQ5U8iujksdSndEOow/a9OdR94DIqvp8vnWq564wfrVWvAm9pkdx8r49arlMuoH1rRbGbfvEdyPug9jWPdanZ2BZZmbeTnCrmri7akTVzn9Q8SPOpjtIyitwXbr+HpWHNYSyQm4iByvJI6ihu4RXKivdaeut2obpfRLgE/8ALRfQ+9cyYngdopFKupwQRyK5aitqdlKV1Yc9n5sPow5+ta/h+wgkl8uaZlY8BUA6/WsnJqPum0YU3O9R6Euo6ZDJd+XFKzYOGV1wwrf0hHt7iFoc748Fceorag24u5z4hQjL3HoesRv5xRiMAgHFDXKqvlKf4jnA96vlvYjm3Y8OEQqDnNRRvlfxrKS1NIvQxr+aWW8CjJjU5Cj+JvT6Vp6XbZffIRgfM5PSuiVowujnTcp2NmW4luDshUhOmcdafFax2uJblgMc47muayhG3U6L8zv0Oc8da5DLo/2SIH94wGMenNeaZPXDgd/lNcclZmNd3kP3KTwy5puFyeM596kxMvoPQ07HPSugQoUkjGTn2r0Hw1oosIUWdQJ5vnfI+6Owqo6s1pLW5s3On3LuX3qR2IFFvPd2o2ORJH3HpXakpLQTk4vU0Uu9uGblG4zVeArBeTRKfkPzr9DQo7opy2ZHcOXBf0pYmD4PoKu1kZc15EdwhKj61zGvae1zIpjUbwOfekldDbszJi0CUjLkL7VqWlkLQeWeVYc5pqNhOVzD1HSmsrzzIlJhk5GOx9KztS0lL+Hzwv8ApEY5/wBsf41nON1Y0pzs0zJtbI3E8dugOW4PsK3PD9nHFOpMYWSM5GR3rlS0Oubuy/qFu13rkDHBeTIZsYzx1NdFpmjRxSI55YHNdNBXi2ctV2kkdXboyxnP0qKKMBH4+UMadwS01GyzbUbPPy9hTYZAY+v1qWtSovQq2u26kbZwq8u/pntXQ2tsCi8bYx0Hc0q07aBRh1L5kES4ACj261Tlg+0tnLmsI6am8lfQ4bxvp7W4t5DnbuK9O/UVx2M9wfwrnqW5jkqK0rCgZOD0xS4PQ549zzWe5BmkGgDiugk1NBltYNYt5btS0StnHv2r1iFbe/VZ4H7cD1q4aanTSs42J48wHDKce9E1rFcITGAG9K6ItxdxySkrMpIuwtbzL8p4rOl32uoRxuc8FQ395eoreO5zy+EtHlSPUVTgn8mZgx4zir6ELcvMQ+PpVCaMGcfSlEcmRvGPSq0qYGfQ1TJROsSSJtkAKnpmql3pUYXenykc0JKwne5x8TQ6ZqUs8JDEtxxwB6Ct6HWLO5KtNGgb+93/ADrwql5Tcon0VNJQUWiVbeD+04biKYFDnhjzyK6C1OHUV6OElem77nl4ynyVFbY2x9z0rPn3pHKUI3Z6etaR3IlsUXbdGNzYJHzU8zf6JJ5YIG07fXNU1qRF2iPtZVs0jto/nmPbsDWwl08fyBtzfxNWE1zSubxfLGxegHm4Zsn61dRVHAGTWUuxrHuZuu6fZX1kVu0aRVbcArYwfrXleuQWVtqLJYgqgUZUnODXPJdTKvFWv1M3dkDc2B75o3BeSNw+hqLHKZuRTgMZzW5Jc06xkv7xIEzzyT6CvUrK3WytIY0JBReTnqa2pI2p7XNeC58wbWAJ9+9KxiWT5g0TevatEmnZGraauJLCsy5Rkdh055rB1o4hjkZSskDg/geta0nqZVVoSIQVBrPvId2/nBzW5z3JbWU4256DFTMMtmktwbEZKhmizGeKbEVjdRW1kzzHAU4A9TVOS8ku4Srghem31rzsdXlBckep6mAw8Zv2kuhh3UenpJloUznnNLDe6XG4jWCPcOnyCvOSk9z1LxvoTXFqfNjuIuI85ZVrpLKcSqjqeM4JruwbtKxxY6KdNS7HRrc23kHc5yBWdLewFiFHBrsjF3POlJWM+QqzKvJJ9qjuJDHasy9cgDH1q+pn0Lejw7I2uJOXbgVu2gRhnZx3Y9K5ZvVnVBbF8MkMeT8q+p71WfUCx2pwtZxi5GknykqTRPCyTg7WGCa8o1/TJtL1OSJ2MkbHfHJz8w/xrKpFpmVb3o3MwE9Rk5/Cnbmz1/U1kzlMvOfSp7eAz3CQqVDO20EngVuSt7HpujeHINLtVeNxNI+N8gH6D2rdWJSMn1reGiOvlS0JRbIDndj8amJjKbHIce9W22CSRRms1PMEuD6E1iak1wsEkM+WUqRk9RW8Hf1MJrl9B1nL5lvGxPVRTbtlVSx7nHStjArwN85q+OcUhitwKaw3IaBHCa/d+fqK26NiKJsvz1atm0Ba2UhsnHTNeHi3z1D6HBx5KSTMy+ubOVilxEpkXqCMEVTW00uUjZGRnukhzWUVJdTZtPoXYpjajy2dnhP3Wb/PWt/SjEbbMZyA5zXZhf4px42/sWvM1CVIwfyqIxglgAORXpnjlMhohtznHfNVNRuBDZxknAaVR+tJblPY3tNn226F03kj5EHp6mtiOXageUKzD7qL0FcFTeyO+nsNkhuJW8yd1jz0DH+lKgtYfvuzn2XAq1orRM3q7yLkd/aqMCAn61ynjx4rrToZBGFMTfLgdjWFSErasqUk4M8+wD0HTk4pMAHP/s3+PFYnEUadHlWBHUHityVuehaLc3kEKINxJP3etdbGoaP5/kY9hXRbsdcXfccYCejhvbNRtbEdiRWsZLZmcoMglglQZUnFZd7ckowm5XGK0g1e5nNO1ijpcyvarsOVXIz9KuyqskLZ9c1q9zBbFJB+9OOtXonyMHtQMmB4rI1zUjptmzRsolfhQe3vWdWfJByNaMOeoonn0pJm3yZc56g8DNbdjqaw7UlKqnZhk14rV9We/toh99LYXf8ArYklIHyuDg/mKzrfTwG87T5huzzDKeaI6IbuzTdjNB9nuEMcnowx+Vavh+J4NNCyn5jISSK6ML/FOXG/wbG1uyQBUTlkcfSvTPHKksm98jnPfNc94zuTBpVvg4PnqfyzUSejLjujf0aaTUESSOTZAyjc47D0rq/tMNoqrCuMDG5uTXJKN5WOuLSjcQ6yJl8t4PMI/ixj9aenlSJvaEY9N+DWnK4xI5lKQ9VttwA82MnpvwRWP4w0+4bSmeGJpFBBJQZwPWsKraVmXy3i7HnGDnB+8PwxQflPfmua5xGeB6da6LSNF2tFdXgYZIMcAHzP6ZrqhHmY4q7O2topkUbmWDd/BGuW/E1dS3Lc4uT7swFdaaRo1dk/2R9uVllRvRsNUMl1eWhBZS6/3k5/SneMtGFpR1QR69G42uVwfWsrWXhktpnhdD8hOAfapguWQ6j5onKeCrxrjR8seRIwOfrXWI/DqOcjiuhPS5zNa2IRp92Zi4iZVHJLHAH51mS+KdEhujbi986QHBMK7lH49/wrKdaKNoUJSLU2u2scG+JzLkcYUj+dcVqmoyXszmXkt27AelcWIrqpaMTvwuHlTblIrxwiVDubA9KjkvJLaJo0CFe4K5zXLsd0feepTtbidpfl43HhetdDe202mRWssnzyTHBUDBU4zj3rWFPmTfYirVUGk+o621uK43W9yp+U4ZXGGU10unSQfZxFFIWI5wecZ96rDe7UM8XHno37amlGARmmzkMw9q9M8Qgg066u2XyIGK5PzngfnTNa+H17rkcMZvYIVRsnILH+Vc1StFaHXSoyepu6d4QbT4oLdLhFtoB8qoOSfU+9a40q0iO51dj6ls1ze0d9Do9mluSLZ22cKqH/AH0GfzqOVEjUpLApjPR4+MVUXK9myWla6Mqc3FgcxsJbZjkAjOKtRaq81u6jauEIAH0qpxuKMrHn/iKxjt51urUbVlOGRf4W/wADWESCPvAE+prlaSZy1VaRo+EtPivdQkklZMwJuVW7nPX8K7W0tIlvC5fzZegPYfSu2m1y6BTjpctCZgzKiqcHGFOfzNTLIwb95h37ADAFatFJlmO4HmKjMAT29KlmjcnmXap6BaxukzezaKa6Xa3Mm+SEO2cDJxn64q+ukWax7PskByMH5BVWlJEXjF2ZHDotpbRlLa0tolPUIgA/QVKti0aYQRq3qBTUJdWLnj2MjxJ4f1LWdL+w2l9HapI375+csvoMevesCw+GT2OAl1b4A5/dnJNZ1KDmrXNaVeMHdq5auPh/POu3+0ET6Rn/ABqovwucNk6oue/7n/69ZxwnKtzWWNTexMPhs4GP7TUf9sf/AK9QyfCvzR/yFsf9sP8A69V9V8wjjbLYtaX8MoNOvFuHv2mKcqvlYAPr1rR1LwUuopEDemMxyiQMI89AeOvvXRCCjBxOWrVdSakwu/A1tqF7Ld3kySSyRiNisIXgdOh6+9TWXgu0sYvLhncKTk/LyaI04xfN1B1puPJ0NKHQbaLkvIx98Vai06OJs7t6/wB11BolFyerJjJR2RNNIIFTGF3OEHpk1XuL7yARsErDsh6fX0rndFJ2OhVW1czxdy3Un76+SGP+5E4/U1YWfS4cE3SMw/iLljSm4x0iOClLVkgu4JI8xTxknoelOV3Aw/zK35UR1WoS0ZRnUROQMmJ+3pVB4zbzbl+6a13Rlszi/EchW7a1Y/Krbgc+vT9Kw8xqMEdOnNcT3Mar5plvw/K8N6zD+7g/SuplnYQbY2w7nAI967qWwRdomtaTQ2sSRrhiF45qZLgDLEgu36Ve9ytrGfPcyfaCU5K89cVMuvzqoj+zkgnqzjiocblqVtzZ0rURLcrbSQlHK7kYcqw781t1pFcqsZyfM9BaMVRIYoxQMMUtAgooAKKQwpaACigLGD4suDbWFqwxk3KHkemTWbI8c5xO7vn+8eB+HSsrrmaZsrqKsVJdJjb5oZCvsKoyWU0OeprCpR6o2p1nsyOO6eFhgkEHpXQ2WrSz2mxX27OowOlRTlrZmlSOl0WheoYWZhvaoA4nUhsZ7VunqYNaHHeLIwl5DKOCU2n8D/8AXrg9S1FpGaCNsIPvEd65Z/Ey8JRVSvrsjYsro2hk45dcA+ldTBmRIfVUH612UnocUPhRbQ7ZSSegqSO4whd2xk4FWnoaW1F+0QuWYSIx9mFQTSR8EOvB/vilzKw+V3On8MyrcFyuD5a4P410laXvqZ2s7DJS6rlNpOed1QxXYYssiGMjpk9fpQBZHIzS0AFFAwpaAsGKMUrgGKXFFwDFGKBnGfECfZBYxA8l2f8AID/GoIpVlhR+PmUGuZP95L5HRb92h2/yzlRj6GnrcoRhsGtFKxm43K15a29xGzIQJO1Y9nffZrvY+R/CwrnrWjJSR0Um3HlZegu1W/NqW4k+77+laIJt+W4Apw2uEmtjhPGuqb5AFP3V2j6muEJ4zWT1dztwMVGLfdnSenB4NdNHO6mCWNiML19q6qezPDpPQbNfvJceWr8nkkVBe6rDAPJZ9zr1OamWx0rcpDXLQk+csb+56/nUU+p6W43KAv8AwLiovpsVbzPSPhssUmiXF3EBtlm2gjvtH/1zXaV1U/hRhPWTIpVlZcRhQe+4ZqJYJllDfusZ5wpz/OquTYsOGMbbOGwcZ9arQxXiyJ5syuiZGB1b0J/z29+AY6eO8MoeB4wqggK38XB5PHrj8j600xX/AJuRNGVAIAxjP3cE8f735igByxXv8UsffGB/vYz7/d/I1IqXIL7mQjB2j+X/ANegCBLe9URA3Aby85OeX478f5xUoiu9oDSpnjOO/PPb0pDHIl0HBeRCu7JA9MD29c03yboTO4mBBPCnoBkf0zQAscV2HBklUrnJ2+mOn55q1QB5n8QrvOuQwbuI4Bx7kn/61chJfa+W8vToFaFQMSO3H0xXnzklVbZ3Qi3TSQRT+Ms8i3+jAYqx5/i5V3Nb2co/uqxB/Wmq8dtROhJEEGt6jcXn2MotrdDny5yQT9OOauzrdoxuLyON8L83lluv5VE52dnqOnTvqYx8YyL5UjaYDcoSAwJ2gdscZ/WpZPH2qTjBsY2B65Vz/Wtly23IblfYyL3Wru9PzaahzzjymPPrzzUdr5l7OIJ9O2B2GXVCpA71DcIq9xw9qpKx0SJGxwVH5VsIq7IwF4Ax0rGk5W3BKC2Qpto/N3hFzjrioJ9LtpmLNDGWP+yKqSb6milG5X/sKyLfNbRf98imP4esh0tI/wDvis1GXcpyj2PU/DUVjpfh+0tIpIECruZVYDBJyf51r/arf/ntH/30K9aLSilc86SbkxftMH/PVPzo+0w/89F/Ojmj3FysPtMP/PRfzo+1QD/lqv50vaR7jUZdhpvbYf8ALZPzpP7QtB1nT86XtafcfJLsH9o2f/PxH+dIdUsh1uY/++ql16a+0h+zn2E/tWx/5+Y/zpv9saeP+XqP86l4ml/Mh+xn2E/trTv+flD9KcNXsj0mz/wE0niqK+0NUKnYUaraN0kJ+img6rbDvIfpGan65R/mK+r1Ox5Z4q0nUdZ8RXV5CrLCxCx+uAAKtaPp9xYWPlXCs7bsg7a4J4qm5anZGnJRVjQGP7v6U7co6gUvrVIOSZjeJdPhvtOaQYW5gG+GRRyCO30NJ4e1KPVNKWR3HmD5XUjnNU69OUHLoiUpKVu5cNjbbMbRuz2Wo/7PhP8ACPyFc/1il2NbSKtxpQdhtdF+tQrpOw586Pg56Vi6yvoirPuavkaIoyl/EfpCaXdpI/5fvyiNbckE/jZgm/5RRJo//P7Jn2h/+vSiTRs5N7cY9of/ALKhqn/Ox3l2Hi40HJBu7wntiEf/ABVRm50fPEt4R/uAf1pP2XRsLz7IcL/T1HyteHFI2pWv8Jufxak3DuwvLyGf2lbZ+7Mf+BUh1GDskp/4FUvk8x3kN/tKLr5TnHq1IdQQjIiYVL5ew7sYb854iP5Ghr4gf6k/XBqbIfMxPtz9oaQ3kh/5ZY/CjkXYOZgLxtv+p59ab9tmP/LH8hRZdh8zEF3cn/ljintd3RxiNFwO9FulhXY0Xd0Dxs/Og3N4epjH40BzCefdE/ei9+aPMuT/ABQ/n/8AXotcOYPOuAP9ZCPx/wDr0wzTH/ltDTsFyCaaby2Hmw5+tc3o9xJZ6rPbb0VZTuB7c/8A1/5100IpxnHujKo2mmdIblwM/ao80z7S/X7Wv5f/AFq5uVGt2Ibhsc3v6VEble96fyNOwrsd/bcgHyWtkP8AtitA1+5HSCyH/bFa39r5EcnmSDxHdD+C1H/bJaVPEt2Ov2Q/9sU/wpOtLp+QKmh58S3WMlbXP/XGP/CmjxLeDPNsPpDH/wDE0vazHyIQ+JL0n/XRAe0af4VE3iG7Y5+0L9No/wAKXPNj5EMOv3Pef8AKP7dnIP8ApP60nzMLIi/tqbPNwT+NO/tptu0zn86nlkOyGHWGHHnN/wB9Uw6qT1nb8/8A69PlkGjA6uMfNP8A+Pf/AF6b/bK4x9oH4mjlmw0G/wBtJ/z3X/vqmnWox/y8L/31R7KXYLojGsQjP+kDn3pP7Yh7XKj8ar2Muwc0RP7YiH/Lyn/fVIdbg73a/wDfVP2MnsieaKGHWrf/AJ+x/wB9Uz+2rYMM3Kkd+apUJ9g54h/bNr1E4P40z+17Uf8ALan7CfYXPEjfWbfnEpPFZst9F9ogkjb5g2D9D/8AXroo0pRlqZ1JJo0f7Zth1c/98mk/ty1H8T/981k8PJlqohh1y26fP+VNOt2/YP8AlVLDyF7VGP8A2pfA8y8fQVINRuyOJj+Qrf2MOxn7SQn2+75PnH8qjfUbscCdqapQ7BzyHi8uyOZ2Jpwurk/8tmP40ckOwczGtczn/ls/50zzrj/ns/8A31T5Y9hXYeZP3mf/AL6NNMko/wCWj/8AfRppR7CuxhlkxzI351HvYnl2/OqshXYhJz94/nTeWPBp2QXY5VOcGpggxSYC7RSbB6UrjF2ijYpouAbB6Uzyx2/lTTCwCMf5FKUHpRcBm0g5WpA47ijcQFh6imMwCEgjI5FC3B7AZjngDFJ5nHpVNaiT0GliTjIFAbaeTkUAf//Z/+0A4FBob3Rvc2hvcCAzLjAAOEJJTQQEAAAAAACoHAFaAAMbJUccAmcAFFRNMlotd0xaUUwta1FGemhJenlKHAIoAGJGQk1EMDEwMDBhYzAwMzAwMDA1ZjI0MDAwMDgwNGEwMDAwM2I1MTAwMDA2OTU3MDAwMGQ4NjgwMDAwZGVhODAwMDAwOWIxMDAwMDFlYmEwMDAwMTRjNDAwMDA1NjQwMDEwMBwCNwAIMjAxOTEyMDIcAjwACzE2MjcxOCswMDAwAAAAOEJJTQQlAAAAAAAQfMMGHfUkXArMPGahIxZKJf/hMeRodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvADw/eHBhY2tldCBiZWdpbj0n77u/JyBpZD0nVzVNME1wQ2VoaUh6cmVTek5UY3prYzlkJz8+DQo8eDp4bXBtZXRhIHhtbG5zOng9ImFkb2JlOm5zOm1ldGEvIj48cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPjxyZGY6RGVzY3JpcHRpb24gcmRmOmFib3V0PSJ1dWlkOmZhZjViZGQ1LWJhM2QtMTFkYS1hZDMxLWQzM2Q3NTE4MmYxYiIgeG1sbnM6eG1wPSJodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvIj48eG1wOkNyZWF0b3JUb29sPldpbmRvd3MgUGhvdG8gRWRpdG9yIDEwLjAuMTAwMTEuMTYzODQ8L3htcDpDcmVhdG9yVG9vbD48eG1wOkNyZWF0ZURhdGU+MjAxOS0xMi0wMlQxNjoyNzoxODwveG1wOkNyZWF0ZURhdGU+PC9yZGY6RGVzY3JpcHRpb24+PC9yZGY6UkRGPjwveDp4bXBtZXRhPg0KICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg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