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gizmqdQ%2ByDPHDnbxIyeOPEHT%2B2z4WyYzQ6WcKF%2BCPEuRP6MammU6ZUufeipJFQuKeYLq/X2RR7hrWti2GEbRhUL3PnFBZ0FQlcm5EPM48mgca%2B9KlT2CWqhZ2CdM89LmJBv8lpmZRcuvZEzVaKkQZPRrSoXAIcjrufQx7gwdS84Qc8fYG3mZNvVHuRPTvaKFZuWIdvkEmTOHF6hPqazSdbwmP0jKY9izUXuSpYR4Ki7Byw/ZiENyKdZgLkJJmapBmghPIlev2IC8YtRSvyhpFshT7K1YypET0zPSH6bQvajl8jEzl13eChsKVpBVy0dBLtdlCcudd6qkWNKO6XKuykGk8xg4JF/DcVopBFHD43WwEsuWZhQwlsjNxBRFru2hWMrxMx47hR4Keshc%2B3iYV0dCxxpcXjL0uJhn97k/966GS9IggSj5ZL9gdc1csTBrm3wBJ9JJ/jFyf2oAUlNUGr6lUp5N5wp18kpEiUs6vDz2WHRkS3SuiMmDLh73/z8m95%2B1Ror6jipzByoQKoVBbHnRUyLzPlCZj9Ew2Qyrz0pA0Sd%2BIqyr5aXkzMSnAXNMuzEpB3Pw%2BFd0Db4sZTIhTfvEJB36n3tdnuX9jizwNEtX5ZGuaGzxSeMmVzYN8tBkCaiyaSII5AlTBVOkncVR5IeJG465TEXhJ/uEqYRodhN/hkguZDpVfnsi2sKkgYEtRX0mGUGeKxgxMY/aKhJhnBhCf4a/kDr8bdl6CU109so/IeZS7y87DitoEmPCLKphlKlCrZjIJVIcexz5wcxpuJzFtGjlSjrJu1IwB5cKnwpafkTKT8jIE6oBmTR9Sn0mIyMn3pAiIbfGHBk5g86%2B4dDbjCl198kzd6L91uHTnzYjYx7gH6xUwusUS9jiVuLhmIuiIVZRTuv3sRCrwDLNzIiEGkQooajRcC5Fm6rBRC2b%2BEfpCPJUDhKj%2ByGPEpePIwkXNdpFjLEqu6KP7xWddmJHYi6%2Btmkc3VNmfXso7XU67THFjI3sIyAXUS6uWNikztQsrT/MR6Q8D12GqnqC5olYchmTcVrpZI1XD1HzBs1EQxqCszfyPZhXMWrL%2B83h8/Di6KpwRR%2BHubiQ48gZ9DGyUWYaTyPWI5E9KuypSPXKIcSbSzmtbmbXZzIJM/iwPiVU5Sna2AnhXPovRHxSRU1k5U%2BMQXNDuj8fBTmlXg1bQjUefZHmLoSC/lGsb48d13NFb3sIPcqchoZsS3yp8DXplRLVMXmuY8aXfGbGyjlcjRCsLVJVTpRICidlQeE4zTUTfQVxLYKceGP0zzB1M0NTzpj9jFRtUJtScob2Rr4XczpdgeoXlOeKVE/H9etHYE4MT5O8K57Azkc7hidkHkbg5OZsrtlKdSLsNeyFTY2nvlfsBTyfGiY6aWXWzCym92t8/DVczFgShCWJ1IyhKb%2BZ2UnweQz1q4lMHHkxFk209rQSTXMP6m7VDS0GiPBKw3Q%2Bmiuq2eHMDNcNsfP20xEPTUpnVTQ6Dc8Me1UrGrlRYR0BXHwJQX3ULhxFTvNuNCEBNyXWNYPFkuXp1BTYIHBhc8VCc6zkT5ZoeDEm5VhrVIpkQG0J%2BGGYm9gbWgWfBNwt8s%2BUeHS3zGTxkZjLX4yFWqoap74XdDa9RNd0Hug0JWHHglfajpkSmn2cNX5MpCuSzzAJLrKelBMqWOAFBpd2bOWLCg2X06QFexBQgQj/pMryFuFjTCRYomJE0sd4P3HWEnVhGNq4cMFgWp0jYbfo4XiHVQdM2Kcdp%2BFGNQxVK0I0KHQN3zKYpcTbKOm7JoY%2BVLC2G8x2FHbYSLBHfRztyZqZJf45Pqg81NdRgSafgAbGKXUitV8hX64OcJNCyJOJWn0Ors/JXDIu5vCuGCV9FDob4WdG7OAI74hfQj1BF2Qd5clgAzDxTRHJokPyDis9hKyXHVmxi1sb780w2EmLt0WiNjrlFLmTxwIMv1bMPUUnqCTH5Zx5Pmh2sg4hK7U4S5ATgYb2E8MosMD4MZZvBhNcM5QctdaROcFaxyj6l4%2BnI/8CN%2BTjzOnXOY3akF1bTgjXHGeziXCiC5F5ECYOnYrhIZSLvhdzqSDS9eSECB8TIyMXZQlAnSiZCvt9wZ0pGQVWzUDDD99IMAKdgDuBdgdxc4AmUdA10MIKkfnwIWXTBRV0WekrUMDFmYNjj9VDaiGdjLw7GDVQwzYWMUmO3T88/VB1QnvBGT0cuuc1W%2B0WEXUbHG%2BsBpOBPCLzkYIPwAb/iuvJATR%2Be1p8YqxUCcLEXbws5TBQQR4Hqoxanvo5oynnZPKpwhSaelMnsAsI/JuKpiuT8pVIPqroz9paCarJeWMGzEqAjLNVUYrpZCzLBIEaVZHkPJ56aDabrabX9MTQc2cv5qBdmi3f99sNx6zA2HmFR80484OUy3jo/LB3hniaPGrJ2/O4zVKJIufgcSYkNyCl%2B4XGZIjRx3qtorqcsKkpOugMaCfMogopEeSgWCRNNFODrBuBm8MeRNbINavqllOdt%2BaeTsSR03FbipBzhtyk73Cr1WrDabWazdA43gd61Wv7AN1zyNeg8E%2BsRQoGHol5FDofoWmKaA59/UKzqCTVOsXKzTCaZLHrBbEvUC9VN9C9IchS9EZlcFL5Lxugl4iUz2Actwa1hjox/GTlny4o2jx5sRWmtbM05FiYswjBaa0%2Bm4xXDKDzpEQGJsCwbUDebPrstH1CvUV1qEvUezgCagS6e8YPOl0i6WUbPL8p9jTlxPWjMZegC03DbtTT9NIOc0Ss3UxRwjEFMe6o2/Flke2pCkp74XguMZPmBiThVlBKNhi%2Byiwiz2FEliCX7b5sMmfY865j/VKR6htWO5pT7GnC6yzkheTSAVD0eSyqK0U1S5m4fkQvE9pBJwgodybq1AX3WLXzGOZeO%2Bh0An/RtXRjis17DSX9IOWi7wMdf4ZGu9B/0064dKCMviYdcz/FoY9QF9neiC1jg5KuK%2BAtgW6nM5tqc/oCQW6oBDlWrGBAVjmRlqU8WTPOuYStXhNZIbAdj9ftMvmwNafO8sALz19jlZ0Sv0DJNUW0CiDv4AkYdEK96clHps41uud3Oz3yV54z7RLttZOhP7pCj2oXyl2HvDdLSZlONVzbY%2BsYV1HZqJ%2BSMVpGTP3tyqhyr9CYDNXtxGVRvm6b02UocyOXYirxtAKZHn3qhGxpZ1KFkukR%2BZrLJcICpGzyuKKZ5z3XLtXyLIMkCtbT%2BVxNvP4CuYnIfZRyGTrqdcq9SS9WbiYz5mhDuotBpz/odFvOORT0OPTHZa6L%2Bg6NB42nQ%2Bga36Ohigr5MadUCvtxQu4g7KU5ow5LOIhlbU%2B7rqmR%2B5LcnulcXT9LPr8%2BdTyZjUh5pdzyW%2BW5YoIqEOpG5VStseh75pz6zEwkcpylUs7nhYRSbla9Jt6EMeaInVInxOE0ZejsuK2gMxj0O13vgs2gT0kX6UdgLikX/JX8WyjvFjcBQ5cI%2Bs2wHXBv7kLH8B0FVplaPiVjjlydjnfGc%2BxvFPPo3dS1C0Rn62oiKuVqadr3F029kJZq7JIJ1W483/GdX1YTsSpU2oQuKxamy5nB5wccuS8dRh0NmrHQvVa3NxgMOkHLhZpfVUCn3%2BIjW%2BghdX2PwxSFFOQCyzts8juUsEvxyQUCwT3/ArEDLGMyl07PPFMkNkir6WignMPwYzZV0Kp%2Bxz%2Bt814sqj0SaqVxcdBp2PV0JuLVoslS44P7Q8%2BjDPenh8rc51IeRKG3W/yAmnHdiAXjeos%2BkfNBr%2BN7ZVsX2pUL%2BoFhrj3Jjv8wtn6UsEfBlkxSYkSXEDt01bPhhGKymCTrUnMrW8hhkovZA/0YLE5XiGGeeCqnVMxF33c19R%2BEaCFOVdPmux1/fu6roskT78ivVRqXBoO2peQykVk6SRoSVmJFWyyPyXWLrFjQTgerMUSOco5mo6AOzwt0CxF0nwi6xurYpkSu9SMzH0%2Bct8VPKRDrMyoVm1d%2BMGFX2TNXmE9aGuMtaZq8IML1/Ivk618Kmiaau6qhTftEVdqKyK3RDH%2Bt4nY7XZcqltAsUfVGZ3n50uk5%2BbblJgsrIWLmKquNMzFoQgxFSt0XluK4Q1VLVeTbwV5utrrIvB%2B0GxgBYN3T9J/SniBzNpptCtoxnzqeI%2B70JPakyYEGXrwYtpyNVzIVMd660exeHiwPB522a%2BKn0Eyv0%2B8slo1cUgqEZf/h04A8INKfFpY3tLjU9EZvZXnJ1XMzI0MBWDCRl0aAfM9P8/hKsyWgA%2B92E/g2wx9NiXloLlYxWNAG3TIkgt72psmNpkja5TDluYcGbrBq0FoBMvFp%2BPFUrobUbTmmFnZYSjdqKdafo9Nwu112Gn5/uLpMXtNm1ZkmDw8/MOhe0CcTqaQI%2B2b%2BATFNLvaCeZ3GvrIZOiP0qaf1xotr60NPK8zE0yE0T2GwGATN87CAXYsRZU4/cT%2BjRjk9aCzGr1Bk3vI7S4MhEZSg6RAnriRebxB07QkxD0WcDeQEOQKz4DhRmERqLRHhqTAlo0xF7tOYx8TD7Zaz2BksbwBy/M4aXntpuDzseLYxSd3ULDYzE9OktTS45HxdTYvZRDifUvcG65ur/jfrqWQ8xYcBXEMwZ8ibBDJ4%2BkJtN5nfU5Vayl0pYSMyZZI%2Bb7Y7qFx6nbZTBicFt86hoGu8D%2BxxlUuJ1q0QEZ9NpcKcQ%2BYXyPeeKzytlHhgTThiOPYn1tga7b0EYbdM72KnT%2B5/Fuggl1N/dWWj03WsinGSZlOBcF6x2oPlfkODHn4cI0JXICpao7d%2BZW3pHynpzLikKtGxcqE%2B%2BQeou%2B8HwijEGG4sflutyuXlI%2BUPVQjTdIhXREx0v1G2NHTuikWVPeEnpNBpqZBUmxl%2Ba18iPiSvYggT09x8nIpDlwRe1yyv3Qm6bRAkF4j4S8OVlY2ltucQhwh6l6eIm/pMvqBY/tWVy14FaoeSdLENlLsYFffF9Wu/0q8aieTIVB3oYVHFHrMy745ogvsZMFulzZFjRpT8r8hU8Km41ao7GmCsEu3SBei9oO2Zlg3MiQYA6PiENe1JKJcSlpGkkuPKJVDWa6g5IRHNw%2BtsfJ4qYefcma7SrAZB7nvzFo2iea1LV1dWhsTqBTVTPoe1p3ViIenzz69ubbTO1SENTUtziXNZL5Hrc/3at5Y9PZcaUSwp3h2nScypqLepL8ShuyL/xcp0zHI8iBvPGoEXS72plucsoOVSyD1h5iWeYB9fCITD83EIqi7LeoVeqFNKTNjZJ7XLDZ%2B4cs5LFVo2YDa6/eHLxE4XTTqmaZNvSLOfC1bXli9aRi2fZ61EYA3rmvOr169dW21WCjPxr4hWbSmSF2aGHg3odO79tPCGNCNFUtx5kOuoorkjdKkCdF8bDqyixwE9kP97TK8oKubQwxD7zli/CHuVCfWCctLA4IC8TrYkX6hC0PUK0eVtosgvaNjrrWsLVXKd9pf8ZkMeAjztzDfaS1vrW5caFaIzC4UijDdD/8Oudv6Ta99e8201nY19ZdlkuhhWbUWQI3WC7AyxWljAvMrzMDy/FsaeUerDcoDwU0DsgEAnFxF5S6GtBssFJ7FS8okwx9Ec6VEpF9BpTWcin/uaXBLIo2ylEosMSAtoNLPa6hDPp6zRDDaReo%2B87sTenY/MRyF%2Bdmd5a/PGoGlBqkMVQTzNrgbfubl9pWMps8mYxoPW/4KiSMjLsQQn3pFupGqqbJXj%2B0KtMUUYnDnEDoKAMJ9eYNFVmFGlcOWiPT7zqaJUMRImMiXo8NHUDM2vG9TnsbnEY0puKqSu62dNl9z8i79m2jTTpNsm8acXvbK1AG20jmhMO9MerKyvrw9974KlVeaMkwpGCclr0bh4/ZVbt4eukRu5ZrJY3C%2BylOXIej7HFL%2BsOuENaZqxsn6aq4m0djHBZ5l5DJItuqaFaQTsG4TCvYpopH485kSb55PRftlR6OQ6BX8b7jdsILGlxaeaLs1EKRHk58m9v9iwQPeQU7FOEyn3q/BrLaw4IEJ%2Bsbf63c2tgQ/3qmlalYqOVmbFdv2tmzvfu9qsTCZitRsZGFZZMEpR5GINpTkqtXtCH9/5wupcPIjNeOg9Y01DLpfPwcVuPxFBxyqqVEaexTwyBEF8vzNptJyVUoU5%2BLZsPWJxgnbBA%2BTzfJyBVgapb7uWTiOAFZAwc9okxmN/dX19ddhtMTVgls9pWB7pXPz1V3e%2Bv34Rshcsz38sE06UQxUXKohorWVYKWfyLgpR/RrvHBohz/4iM/abXrXMmEPOK1%2Bg7QYU%2BmMxL9HekfjU1D3nTabyMIlW4Yaa%2BMqxxc4o2c6ZoBOQy0cgP9PtdZ5vLNDrlBVrkG%2BPOKkb61vLPSLlkks4P%2B%2BU3Rdeu7OzvR7MQ%2BkLbkmQ8xTUSowWx5lht8rYkjlayj1S/Tq2hxSeGhYAkAP9kNAniczh2y5pT4Y5uZZzKSn/iGVTkMfca5JtOjGbIxY0b2sQwlMB3VFtBwHRg2BLggHz7HQrGHSedy2bD6xBO0YDW3JAXKTAb4oACMRFWl5rMdi4e2vn3pJrUQFLSb0XdG5iSdujHnFUVYz9I/a%2B2MNyJMe0UM6RORR1KFy5PKaFzszzjBQnxd2EifSX2ISrkUnwqSRd16H8RqkiVTlZRGW0Ll3uLDo/gLpWvE6dF35z0H%2BhwaVeyLo9v7h0dbl30WvwSCAeokWDzsadnZ1X/vHFecwYFHL5FA5tpciLqhKp3NwT%2Bp715/vIOjMM6F8xp7HohLrp0OmUhl5VFtB9bIVuKOT7ykSCGflisYDDZ0%2BdGtf4xrrEa0%2BTS5Pl8%2BBbmSf%2B/WAQVG34nGiwELKDpcVpW4tEjck1ecHrvDzotKoXRJkgBlgB%2BdW72zvbv9UnN4CGKYNckTfrzczi9RlNvR4S/aGaoOOr0Fn1g0LlPEGZP4kwV8ng85aE54nrOCafgg%2Be2qPDk3aKn8AxhoyBeyYYDAdB6wKtcVGMygW/04d0hRbLUFWIvX51eKlRPmvbRH0Su45SB%2BbD3yLIX1/utL3GvLWAbzbMhKY7nlVye8s14Y8AXahr%2BQ/YBxwa0JtSsbsBFfoTYg7WolzakwTfGgYrQLXsqVN7tXgms7CmqVBQaW5jurEYDK8S2XXKWFlEvroy8Yyer1p2LBkLLlLw8vCSu0ArbCyLZXe8pu8P1l65f21zuR9AYNCdt3iNUgHCPnUInVllXje%2BH/Q9sVvRpxKZYGRHHT4s2MS8QoEyRyNVewIxdFTo0doeunYGPzheuYQlcTPEXJ4CFMS77xMpX3T5NCXLJYqi7di6PF0Sc8XTZ3qrq7/ZYkoerE4aGCRXaGf5jfvXXgfkGJJtElvGOkuLZRT0A0U5CGv024%2B8dagTHRtFwYdpehRzldbpYDeHxjshHpd5PsI8A7Yo9k8dxJzm34krXjG9bn8JQhRsEoQ53QyWltqOVhL1J/S70Cznty/f2Bq0L9iRCUFQCnS%2BO/zu9itvDi9jpQTGwdvN8%2B50%2BSxrsVmAN6LqhIVAcrtfOWqoH566FaOuReBwOU%2BLzNSBzCcOw/ypSCQpg5WXxXBo4b6jWKAxwqg4ftBtNebR5QYqz%2BF1SkMuiiEXFM63BqtbQ98ti5E1vFrVaf3m2rWbb77cpVVYvt9F7q3FZnV%2B2mL1feFk1epoC3dI3Xwc6JEEGptmT3WLoYvF3I/FPK7PccovNIBmj40wHzv4Jp2bu9BsN8wF1lRZdc/4XYK823JhMByNupRow499odW7sTL4bccS36SwFE77y5tvrA/QSYKyCFqHBdzbPkYJG%2BT/PKnQk2d5TDqrwBzpANyLetwgHz%2BXTlRCUOYQcWFTNA/ay32I3Bwx0KMZomwahx0cinkyefwbLzW8C5pRr89hkN1x2x1ynQaLvMa3Ijpk7HJruLLSe2Heki1i%2Bt3PN/vrV65fXnRpCAwSbawqqEt%2BBEGXiDy5WNstzB43pTll1VGB3/9SjQW64tMAR5hDM2wiD%2BlhTTA3HlOhF6L5LxoByIwyH4c8XfhG2WtY5MHlZyHwqNvmmU6PXqcUAw4kgcSSoZ/zOsvL/ZZpRexg1MWnFzur62v9M2aZ36hNAb3T6XH8gVR2yMDLpfyyeomhH39x2qNeqRaphpii88jy%2BVyR5YZZa9vjKfSpWMvlMbS/M5lYbHEscijIr5qakf%2BdZIpm44knBFmWFhNAk5ecEu1iO8HyyxeJXS51NvHdHd4lgry3OG1hpxpR3TSkCvql16OJeM4ek0A0sU90TpM2dbvjlPuIrB/GH%2BIL5o1wHhnEFXNSpqj02Mzr6mxyZJpqJhwCtJ%2BUq/pLjlmBYSrMO1dst/VCyzFZXljEtYkNZnlLy%2BT2tDS5pZAPqOlsrG1tPF81y2EVXLVBqHc7S8Pl5eEQaqv6nH1A5Z2DD6chxsCzd6h8eOd/hLkCjSN4FBZXtGnV22MaLoV8Kt7Wmc1kRmLoI%2BdLs3Wd6I4SL5ollqOql2ncmUC9AEYMw14uX/DaS6vLwWmw2EvRPE/V9Qny9eVfbTX4VCDQOtOmAzY7ZDbWlgfS6YlCRFby2WQ1We6YmREjEn8AczHKONQtONZUrVOrlqXHDOPxmE/GdQtPXezPHOqay2XtZI7PAMmmCyXLKWtQeA5VYLSNgCadT3v%2BYGV5ybtQYQ14vB4IKk5awcbWFnGFiI52nGkxvwZ%2B2%2Bsu37n26vrKIHqW%2BijucjU/qndXDPuJMue/OBi6NqLPcas3JKFpFJXplscRdHREZzLHxk1I2E%2BdE8CGXX5Jh2bwULnb5XM68bHSx3O1KWNOo1TJ/zW8YLiy3PM9s6xVNJo3taElG2ztlt%2B/sba8hF0/nlc1mYJBaXfaw2s7t%2B6sDvq9KPX%2BANV7IFWWN0XV5zirPUS/H/TYDGNmK0KxBQb%2B2RDEx2Z%2BMur8U7zHxos5jp7AGefpGgFs6fB3uXL/qk6sgLnCDLR1phOJ3yWvYwUiJI4DdXMrxGLxEAbICrQYYIU%2BXJWDG2urvaDN0/V01AFlcKHVf3X31r1hHwgP4qdPPhzwqn6wI2nHCr2992ReHhdF1yL9EOHiERB0mFRNZ3/TYSNPRM7T41IU8Tw0G9MHJW7JmXTuGxQ5lHtiYeesWrGsilJI8bDAzGzuaczqWNPNSy%2BDlDdp9ZoJVUUWvShdYhMurW7d2Oi2eWEnhFnEqCZy8d7b3f7uBjUZl/qDUe7CiPR58wQvtzUj5KWk6dhYiy65/eHSEVzxgJqF9f1z3fIYCh0c0UJ6XE1RpN6Chs2JPZhOJU5Ao/lUpQzTx3OJ1O8QhyEByt00NSUXFtxCAhUDj/Z8u788XPLPuy6vW3Od%2BWnoCYBuks7y1o1hx%2BfFtMCNMON3qRusb19bGwpTnaMeoi1DtcwgSh2lPaLYw7FbkcFAo0sARpDTgcHE8YB5sXRKlP7Ygo5DDxL7M2edJrO547Tq4PcqBnaO17HE6avEKVYUYpjPE8WSlmeKQAKV/HG70Rks%2BVDfwqcWUi%2ByQdh7Z4LllWVAziqwIOXeamNSGtR62V1a%2B95/ujLoSKfHmOPhtkyftQ6xCzVixsgj3cxxEfQIcnmj0RTbUwfz1ukn4AGXx2JOPncxaiyOY06HGSjY0mQ7rg2hK0XFVR9Tunl63ipXXasCxaZscrmoLiwY5mIHgloLkJ9gwRKoFG%2B3m4utF4KNlZV%2BF%2BryW3LfDyoY0DBeZ%2B32ndVepzNCXWBn6PthW%2BIY63Esc2tUzqXCbkUJu0s00IMuJkntx2deGpn9Mw453c6BT75kz08vQEnZJFF0kBi1m93nW8Qsr5APflml%2B%2BF4L2cqUV844zfO6nMY/55mwzSavHR5aXlra6PT9uSOFAod7EanPN1a2rry%2Bkq/Ezu9Pqe%2BvAw%2B0xCaI/o9LuxhD%2B5Iv/PYpEV0o460yEiIuUVbxflkrgOgH9jWQi7RA6rn6LY3Kud0RhMtbsJdk4re6PrN05b%2B%2B2wLrVKvFY6nU%2BDMQreh13K1egH28%2BnQfoETO1B3%2B363TxweIuZNj2XnJOrgYEKzSX9rfW2jM%2BZQ65HAXsYzZDdqD%2B32NsbDuPnoRuuLxiSKxmx1kZFXLNo3gHLOHdXHkvMRA31Em2fpbnHc716sYY%2BzOOqcbX6T3Kd1VnBYopNFatBMkasvNNqupj4zw4L%2BNnH2Pd7Z1u2/tra5Rgya9mJLps4zFuBjBoPVreVBZ%2Bxh1iMVdqHcQdhlb4n3mVdHDBfLPoA5VedEsyyYbMKlWQ6HZn1U5cLkPJEZRX5KMsz5RNtwBXkCrJU8k3QDl6aC61DALBoxuyoVfY58uVbTd7UaW54NDSlw/4OBCMiXrm5tbhG9gYFa1MBN2qkfhF2dQX/I7ME9Tk/YMcviRl0KvSV%2BpQpvKfSLrDFrdMZoc2LuLpgO68qQ1rg8JvNCer9qaIl5nhyOPJFPJNgi%2BEL4NIqTWEuq2eX5%2BQsmdDEv1Gf5Pm0Y3kx%2Bh0CHC7O/fH1znZkk3YBdfeIuDQKCLaCBxc6%2Bp9fvRa/U0GwXlgwFXw1nvh1GzBUm5UQjumjzT5eliUUfPVeEzIsjBnpEsyDzBGNNh/ED8jwjTn8lYSfU67pVDaAF7bL3dajOo2tvsSWFuKYo6cFwa3199WWBTooVtuV%2B/cOdiLjjjYrYudnuSz1djjmGuTZGzrERmTh101iXUKXzsyz7MIJ%2BoLE4aqDHxBysc5xWnkiEmPO5fIg8EdU9haKqm%2B3%2B8OpGf/GbxFudhd8vwF5PLIYC6K3Oa1tbqzFNHXbQyi37hzx9dFOFdudme7fry06qBH2vlFzIHHr9zzIL13ViYxA/epULGOiREU0jypxNvoqQJQ%2BA6RnOnEs9PAn4qWJ7EArp%2BE3zpdKUWisichZSLJue/%2BLKyvJSZ4QrJuG4qHf3EezxHwa3NDQguZIJhG6nAhsOLNxHzNEI0/GlhFcEAxKc%2BeNVFpVK4R63PaSclzFGNAggpxO1maLJhx%2BHn9ft875n2k7Lb3kX7ArWLYSLxhxv6erqIGi3x%2BgQBoiaNgcrlVHsnDqzIPuDULeH0yxMadA8l/O4dU6QnyWKpUmZR0asfgTmYccVOP/RTNEocqzHDZV5XlYwIPIRxUJ/V9XdoOPqdcNqeIR6dXp%2BAQZ2wRdLvmbT9YfLlxfRUuHjEHq98LIMWGxczKfo9fqHl/dev492%2B1CY7YP%2BkogNNHmgPYQ%2BqlpYE4N%2B1nHYCAxZzD9SF7rc5WbEMkVjkDPdkhd2Yp79JE8FOxcRf1ToSnlpuXOhDmlEi0g10RWtBhbWYbLC8fvDTpu8rg55b1mHIcHa74/KO3sPyG8eZL%2BM81Op2T5keY6A3tOMeijqEnNpezQxbM%2BaLvay01GXln145uMFPTRcpiafkgrOOXOxRkjolnxomqNmid6bOdma/IrdvLriPwtGpPoVvXJu3iMSS97r%2BXOQZZ5uBcN%2B14UKURwR16JoEboMFhkFHfEa9PC5ENsQ/lTvQOVO3VQOnobbOxEFI6CPrHTFVh1iJHrYhcdGFoTIH%2B8SxRHPuRnRBR2XcrrGPJlO89UqDDqWNpEzFvmk7g7W/7MqtEqQX9Zqypx9uolz9OAdNc%2BQq%2B6SOy0WRwgN0wNju8cAjyEJ4gs/EPwh5L6/BNzpjcqj7eiAsVZGafbv6BrdkmaZGAaCRhczGi7QH5O5Arvas5mxUs7WOCWFgQ7suXVYqM8Z6oigY2ef1Vm74duqUPo1pWRDVeNwEJxxWxcH/a5nlqUWZggHtNFOQVFmp9fvjTfDB5T7YbB3%2BkLUhyy3FIADxnvTpW2VsRkd2sI0voTkAVWdcrQ6RtMfXaFHmE%2BFPaJjTBbOPMe2KyYY9FzBsK3KVEG6OLlTpGpnVtYH5lyB3bko%2BurcWSdYvbvWD4LBoNM6XZba3lwxdSWgmDhWjJ/0oggF9B4V9z1pE7ZhWAa1DBV2vCtYc7q8ljU6oAMWCdIgEFXmY5iXPqJCp12nIfP4/cn2aieKbI9FmmuXYv1co2rXc6PMC8p8f32lrdEqBdQ4%2BCTqFe/qze0/WFtZGfgNU15WQwvQibC3mCsUTb9FuPbp/TiQXoe9mbOHuMQj7mGGI/BpQkpkX6OGS4l4bmLznCOmBkTmFT8i89Bwwbp23lM0TszpVJWcAl0wIfN8bqritd2KGsWNYl5f6K693q8agjl7JkXF7tzd2b11c33YbbrzUs5MzMFv8mmUo5nPEHyvR2U8RN/bCzpSp64V6nY5jQrUwb3kyVepmAjDQliVgLV5kYY8yft/JIVeijBXuW6Jxm/FlH1cbUCMyhpTLYhcnasGvlmqoRAXakr9y/w6LejO8t2tM5oqMWdhX91bfmt39/6dVWj/d/kCEzreg0PnRkxvNN086Ml2Sq8/5nmME3U/HP4XlmyQv9INfEyNmBHZxZ3FOkzHpF%2BX48R6IA8p6GORS8xZj2gksCU2TED2mejuSh1r3/n9qby02PHsL%2BdwIIWiv2TrU0WmWazO63cH8watxpFPTTGXruzcv7KyvLI67DQb8jyVKHRA1FsajDm9mDXItc%2Beou4L7F0fQg098g71RTVYu0W9eknQoZ8SUlpYmVOtTjPD3JKqkkSJ3aPKuTRmITphMrw8%2BXK5fMHQS7WEOPmcUml0fMsgKp7IuVo5H1w8XZpkwtxavX19kdyuxThz8jiC17%2B1tfTDYLiy/qNhAI0ZrlhiyCdl8WguM1MwaIWeDbsEe0t92XiktmNU5wdhHCcIoiMWo5EzKG%2BHetZQpdPohDXNN8CZYiBGODzyceO52H6ezoyp1wqRJ3NT%2BGQE8VzNMLsXHb1Gy4SN0/3NteCcAukjVSm/eOVOUD4ZQU5/rhpmb/16cME%2B11za2nx9tX%2BpOTKcrMljuVTW5ZBVmOjvR5N0vT6zHHsRpRKEfQNhopV%2B5i5HT0e9uGB/C%2BjgKEf2QcnTBcyIoH8k5uD5R5u4xEJbvuqTbroq5IWRSNS3YS12zj%2BrUldf1c%2B/fv/W680KUeAFVbu0dvOGV1EnR5gXlErrD9c7pqEYzzYur7x%2B98ryr/qtKHM2NS4MtiD15fAw7kvxUoBezFoPeINMhDmmSdt%2Bi0ctWeqV6JdpsfjJtkWnmLxxgi9p4kvJPjJzWsaVzcQKtqjzyddVZtO54lNCwuvGSUXRGn77nIHTBwjzyg//yYO3v7/h/rKqqt9wr96%2B2zN1LICajJrthvPi%2BvUztlooKPq59mDtjc2tYeCPY96WQ1xhoHBVChf2%2Bvv7Qv64wwp5%2BetE5/rTbAatk4SaPlpj6YhUHN%2BQIdZyHW4X%2Bj4T0HKRjXnh7RnuTQQnlI%2BEU%2BesxmnLIjaLY3yVPYZJ3bv343fe/d4/9SrGnBn80fbKooUzOKcI3VDYC%2BoP2qubL84bVAXZ053l37qyvtrxmzHmbYk5c5LAmVxexSMFaQ%2BgHlXk0sRcNgkdKj6aPEtN50jRHr4qaxJjUi6NAXCiXtSjC7qBiiUfvz8jxGk5VpJlNBNP697G%2BsrlS53Or%2BlfpcY6EWDDfG37nYfv3lxum2Z3bfv2sOWaVsWgw7yLoaXoDDdXF5mrVCB%2B6Zn%2B1ubm6vDiYlOGHkEujDzUMKsS9hj1sUmlYAxyUQzgsYlGaITz1TW4JoANsELkFtfl4V5VeR3gIzLni38z48RcGqAjQujpdM4oD//4we7N9ZXAVNIpaq0Tms%2B2N9975513t9cv9370yv21jt8PWi/xSYJFbrSc6/7Jd/umIex4RTO7L29tQlERzoLnc1ejzHkInd6mhPjKClJnQdoehxuMy%2BUFEdj8yMnRamzkzmlpK7HUPT3NB1tVhaA/OnOc11ccgzwTIpfK0WHjVTp9wmhsvv3w4Tu737ps1ROJWQzBEMPlpNl589b7b%2B/%2B6bXb/2z3W31/eOe7Gw1Lx51R3ExX9cbGleXFiuQpEQXT6Kysr632/HaTadlR5CKEPgiFnd%2Bnolaxw1%2BKYGzSqT0yolisCJKHv5TLjtgeFI6sw71CYjF3uMb1kQf/0bqWdGbPsv7o6s9MFqslvtG%2B8sFP/uyfv7Oz8pxt1BWjrqKBXpg73fnOq/d3dh/8%2Bdu3trr%2B1q3du0u0/KakUOiTih1sgpjL9%2Bqk8stme2N9/UaPD28eBS7b1OCcDiUzJowVSiId4R6WudCBJU1s/WqG63PCIgDQItMufd/kMYFUyllEiP%2Be9RGG0JVQlaf2RB7vAGC6RXG/8/7DP/vJT//iytKZstnw5vUC2os1Y6EZLK99%2B9133v1Wx/PXd9/fvtqiXxeO4iwWVN29emXlBS0WEFCNhcXh%2BvrVbntv5H7EGg%2BT%2B9xq5xa7/JS6QZR5mzV7ifnQEbSir4N8Syz7KY/3YiMz%2BTxp15V25x7IvCQh/1ou8aXMgULOkWfoeni1vPTKBw8f/vnuG6u/GfSWV4OyQtVLTi0tuMHWv3hnd3XRXFzd/YCI%2B7wJ0%2BYqCgwEUQ0rePPewDJGvFPlrL9KrJf2GOQBPfEY%2BlKPW49yEVE/fmWCMxqaLm1pX460uyXM0NEVJFVWvu5IYwRo3BP94zYrpHQF9P2YyzEWHdcZplN7ddyOHx9CTMZ8rdLcfO%2BDd29dWRn2Bm%2B%2B9db1ll7A5FHuOHg81wnrlUWntfHKg1v3Ok2ozixrBoysrGutlburra%2BDzNMjzPY5Z7C1EbTHID%2BohEgKCIi4%2BJ5HVNG5rPeANzhyexvrEejuQxk5izS3pBGl5I2pCh/qQOaidKuwtyof/yQwcUHcH2/12q1X1l/r%2BMHgZz9%2B/27XVgosLz1Zad/78fvfIwb384N729trfb/tQeci3KKqMf/i7duXTQV1exHGhnLsNcPtrwy7Ef/zMHVcLKwoMR9E6uXa3Ofh27jCboAqjyCHe2jZQgzTAfORIccuVxpnbjKvloWHId/BdgodyJwRV2qFRPIXx7Pdq8MfmZ9Qzvl/ePuN6/0u%2BdqX7rz/4Hv95%2BzSFE4hKCrzw7d2v71%2BFTzH1a3rGx2f2N3zZ3UFVEvlh%2BvbWx43WghzAb1ATP6Vgc%2BZtw/LHCO68agjp85qFJuUfNtvt4UHGh17TiMovHuJQha6nOdTIF3blaJmmNpjSl3bV7nw8HBdmu%2B3N/JTrPOfm490kSfkljcJVr/hON0f3b91e/WSS3R0DoOL/q/c%2BvZy22sHFy91li61Md/4rG4Q5JPG9Mb3fn65LIyWUL8U1Wf91eUlzlyol8MWzsWSG7zuHzPH/NJs8esvCl0yE3n7dXRbsxlOc4Wvp88rZQIq6TTbcfAlChVEOTqBK1YHGkGOv5eEoW/SttpkWrUXl6%2BvbJD7yj/vNJd%2B695vLfcX5/VJNECc1e3tVc/WoF3/X2JxvFZhs0/J33vzlTVPm4qUCRDmRMvMlS9v4RXKHJZxIdcDsPfi0GlyX8wdETFLeoTTE6vQtcSqcWmWq0OnbPCwD4uvMegQ6bUPYE4LK%2BIVoSPIsWAxk00cz8F8QxHTTT%2BlmP5g4Df9i13Q1YvkyS91PQuT/3Wrc3vnyvN2HRd30aUXddYdUDh5euPanc5LSmEkjVFQK2euri13fc7cfzQxH01N93iIq00LKkBru1VB3vM4dbpGUirQ5cwjrXaMeReYE1NpZXV5Y3mwtAQrL1kOaX/m0IBbnJ1J7nFNhuUWIObJdK2QS0iJC2gB9Tod19btC9WqU36pPO8SYxWWqYKX2dy69dZVx%2BA3Y6Eg%2Bl9yTz/b3by20tTV0TQGcUX91bUhMc%2BjyB%2BVOWsflXKjYu4865yrumJvblMYitO8QBfH91hmvNGOQm/iNBlgvrKysrqysnx1AHPaWCfrfsqFbnBPH0CcIj8FK%2BBU9TiRc8E8nTPm/a6r1XGPSWmO7niozKEs1xcuf3vnT56v0AkzvM4OY%2B75Arldb/68YykUecRQJAZN5/p1uELbIqMwPnSyd/QQMhBBvKKLjnpp8trnsMLAdeXNimaY39RsS9oDEO4Z5WNNyKu0DNCB%2B/LV/lLQbjbhVdmXOQyBTh9Gr4CYpwpT0H8RnnSubi92Fl8iuimRKxTJSwBDARX0/nOTlcV7O9cG5skar40OD9Hml%2B4QTV9SKWtqKbKfEff05U2qzv2xzvtBxGV3tTsaaIHqTtQhbMg/lXd567sIWGl2GLDlhQjUlkfDBZwCiPZw6sPBEgyfdZz9mMMK23TmcMgzMwXyiBIy8kSh4voX5%2BdgtXwaKwBgcFceJk7mi8aFwbf/9E1PV3MjzMEAX93%2B2cCaU5lu4dY5LkSxu1ubK9Ds7/sfRZXHIzM07xZInhDrkBDBE7bPSKwcoFFCWjAsYrZ0pCz%2BoKOq2tRwAegU%2B%2BoquU7JP0RepH2YFxKjfaB7SXn6q8RZJZdtqFiIZrnwfKdpK1hYFB74VU7VLm7u/NF/DhVGceT5nPLS5ds7/6p9ji5YEn4oNpcS1dLf3NwIfMkFDR6h2DwI/MhGuTbbUCSnKJosKmWJeVQwM01Ew3mUEMebSNEVGugMq24ClhIfLLM4PkTwwUJq7ifoo4PNxt2eeH9CbQWswuaLsIksq7bX7TpzBSwsSsvgE7mSu/XWW9cbRlEUkYaFpKp%2BZn33vbVFnGJp1GEsKDUSAblSaa7e3Bz67cO4oL3RAkU5nELXVCKr1iJzhujsLlAikHrjW93pGFcYVudMi%2B3t9BZlcVsMr/Dti1j%2B0ZWto0j3dXc/5sljx6LTnscKOfn97HHDxh2foZQnanrV73i2UjtOmeNhSQvVvvjznW9drEzmYiIO9VvG6Y3tD3682XUt3CuKPesFqmEI9LMX16/95cCPhxODvZD39tAtzLFvhukfr%2BU1WQSXBcRNySyMDe0OP15myxlZjhCDkLxqmIYb%2Bny0AxR6gJm0H/P99copgfwX/wvFLtvK8VDKiSgbC4ud7rRm1GuimIufp3Xvxvb2sqNIvyUavlStfe/th391bQAlRPNOGT1TGgKAsSjnLt995UbHHw3hBp3gMDaLP9oGKt2CbiyGOO1Eerf47G1bmoRXZlNlEDn9rKDNJSEfLdU7NPPxQo4mS023LJ0bLdhoSDz7RuC7C%2BSqUXKinYsKckEpX765c8//gSpqSPO8Bpq4Q87Gez/5Lx/uri%2B1XLfVWlx0TZiIQe9Sdc5Z/tnPly/JzNs4SJHHlA6JPJJuiwRLnMiKOTcm72PGcNOpMiwOQR8kHfZItYqorumS29o/kPnE3sgB9ocMeWb2JHnwaiIldu4R5KV53/fOwaI7o8i6Wup1pT6pQqmFv37rvxqYBqxQ4ylS3oahaMHtt//sX//ZO7euLxGcg%2BXXhu3GOQa9ptqL69t3B0GEOc4MPU9s4nY8X7GnnSj23sobiWC433SZyHaVDbaHCDgbycM1uKZJw0xtsaueVfC12zR%2BQKcO0pj9kJVH%2Bvy2DvzgkMxHhfzDDz/E6zWTnvq6ZYPRIhRLvmBYsCG7Yhga7pkgp3bS/penyZ87qZbcq/fvb7YrT2OtNFfktOGiYJxeee/hv/nX/%2Ba/fnd7c6O38a3t7dsrnXaZQKddR8G97df7tG2WfPlLg46/6Dnz5gUT3%2B92ex/oQeBHVprTAEhMiC0muF6T7egCjg2acgintkijZC2TuftsaJJHzfMAjJahyMKyiA6r9Dsc8zGaHJjTFeRzRJhraSblqMzrWsP353Xcoati3SI4SIPVjUsNs%2Bx27u6%2BNbhQL3JDkdBmyIvEHXr13Z8%2B/G/%2B24c/fXf3n6x/9/7bb7%2B9e3vZvzCHm5bm5jdevbZF44BEZ/aJ0bvUcs5hJJuNeWntFQeQkPMckFR4xRqzqC3CJLfN/wJtyaJJZLHaBMdD0SFhdNkuTU7Q1ps2DStepXVNWG6Azr9H86cHMx9rlDMxzyRzis0GbYntkk/rTos4/QpaGjXU2rmT7ms3/%2B392yv9zuC7u7t/7WuToqkOmaO0Fwz36vaDB//de7s/fvudd3e2bz34m4cPP9h9daOJqY5aqbG6ffvXOfPLq3/55tbSGZzPaMH8C4/43t75xfG9uTHmvFcl2vEDMkyuRZctEvC7YRyGSXrJkAZXo5ijJqJXaNOjFcPohi7xqgOU9B6RdPpIyF84iPk41/NDQP4hHTmv6JJpjtq8oFitYPFcvUDjr4k0%2Behxo3Hjvb96%2B8c7r7y6/RcfPLi3qE8WWXU/a6qDGoz6S53bt17Z2ri6cvfa7u5br/z3773/9tvvf//u8uJZCKUX9Ob69mafzltp%2B73VK3fWuo49BxOYLXjDIRkzD9vI9y5dkepVYsjpVnEcGoNNKnwYrN%2Bi78S0xZf8GDxpCRGXapUxZ4FJtpu0y%2BuamKCTixTeGGomHaBc4tkgLuSoWI5lE8QbIso8LTv9qu74vmngBZmj05/SCeWbl%2B7%2BDw8ePPjx%2Bx/89Kf/49%2B2bWirKIrOdGT%2BtN64/tbOqg8jLa/%2Bqz/47taP/t3tN%2B789fVB0MA/rtrde6%2BsEebUi%2BxsrCx3ToMpqRgl2yI61SNcrOn5xuKYhui4NnddKcvGOyZYKTlfFO3jpktqVEJEAJdqYkML2yhTDtOfvJAxbBzu0yY8KucDXr0OaaX9mY8k4LgyP0XnZ/2uoRFlnpICLamcsrDoP1dRIRIAIp6k01j0/%2BnS1T959f6P/%2BrhT37yP78RmCWcmlMrhiMAaso3%2Bzd3N30bxrZ4Sy9vvNhZAj3oLzoLmLFTrMHN7RsdXmXVDYIzkHRKzMLUkQWX3FJVE3T7tNsauUujpnnTizj4Gkdegm5UtlmQsfOpTSnGsWiwc5n%2BYZgagqsE6J9sN9nANuYTUWORN1f3OHR41vsxHyvl3C6nytzWuJlIT0K1Xb/5Ui3BJv5lqTVDbBl7uj148713Hv7k4Z/f7jgw7BGu2Mkanzrytd9ovbn77182FZxoNb0Y4BfZgJdah%2BG/qlFdfWPztcDnFW2eaxsn0nQmZk2fbnfaDdpYYrrnRyQ9xlwWcyblABH1M1R80qxFs73o0Yq5Kl%2B6GPbMlaic8wworsLjUcVAnrzG%2Bz3QSsWHfSDzPZFnE4pmkdsNWdPqcxo1900lFy1ehH5R1fiB9/L3//wnP/npv10PXAvXdFd0o/6VYgFbXqbKw%2B3dO%2B0KLj0lot6gRoM7DVW7MLGusnj9ylqPaRaiZh1bYaPBfjGb%2B6Xyog9NRzif23JbcehBdGqrK/qCQsUCk3uoRFMDEB7MvEmjXNNykS2V9RJe3Th9HUUbM7rUQeKaZcCnIfV4kwbNi%2BynXPZCTm/XRIE4oNrTiSSrO8cpuOQC9RtaLRmpUc9SWTROv/zWXz18%2BO6r/4s/zwNIdOkm7GDVW9dvbV%2BlRaHgc1ZMFJm21yCWPqyutLorW8uddpsWtrQ9R6vnvsTXakzZHs05EOhEXsmV0N2TeUSzaGysc0mz5l3oYYZsENroLs5HZBsKab4zjHDRphax5M/3WZdZlZktouNjWRJzZsFXD2AeQf7hh9RIpM4QmImaMpvMSqOIJ3/gddvf/HIiM7p8LpUrPbd1H4qgV31syaHh6QUomDsJYdrhtbfeXNREq/SUUTnnNFrgM5%2Bft56t2I0%2BuTSZ0QLvqWNVnn6KQU%2BrmtNCCxh3BGuW6/nBHtWfETEXw1U12zzThpkaJlVPLv1M5F4twYZH2xZbosSjYi4RFe12s2qW2XxZXwTPhX0OXlGbRxz2Zx4R8g/xMMWSTNQrtqZA20VYvJUrVbtdp5TLZkZX/qUL9vN3dj94d3slWKRJLlPoSGJiX7h0Z3d7YBoiEVeYhFXWVqPVIRITBD/0O8uwmFsEclvnHfAMEvDMszOqbmJc0HPK5NUpaQtu2x9JBLVlMS9Hm99s8i%2BRT%2BpOW8ylr4LlL1adUnEvy73NzA2tUj%2B06VI1BGPYeWoOK7FXaOS8I8TcdU8fSs4l5GzkZ/pp8pyNQlouJErUrXanZU%2BmxyDP5hXi0jx479WV3gt4gbHuD1bBYPor39%2B969t8UD6Ew4q1ySnl69aZpdX1e7%2Byfu/NO9c7YWMVfAeuY/9GHZeNEd932qMybNrQP6CV3TZdaz6OuSPVyrL70HLhkvAci3aslGFQH71IYBoqpHTpVkxbjjTS/QQYyoVl87TtghZbEN2yyjNzQ2Ersiz3voK%2BJ/JUEfr3JxOSlGdnChUv6J42RqfSkwv2mS8vdP52Z/vK1aDlOVJ1Ao3que3law9u/ahlG1P1WjEyIW3ObgTLf7D77gcP3trqRZt9iP4uE5tZUepGiWgTWgcL67yIqtLKnlymG0jqPDRamDInOBdAD7eJvqK5TkgBWRVdmRK7pxVY4RMNcHGzBZjD%2B4V6n5j3uH9wieb9OXR0ilo8dnwI5sIREmMsUoWTtqmdzM3IYp5TzHbH03HIeYQ3cY9maz9obm3f2hx2FzFUhzmtKq/Ucbz%2Bld3dNzZAWMh3OilTV5WKufi/br/z8J33Xh90o50nzVazMY37iywHVsdDSMq1wLRUjbPTnpTQEDO2eB1tOCoBNMfCNCCHR8huR1AhOuYHWY5KncJZkBJ2PtoEq7%2BqZVH0Im5RnvfHFHQft6N79Fs%2BmHkYYeHIwTI3Tb32H2QxT9e05/yWpSbkiUWQNJqFnub/rbGxvfO3w%2BfpmHj29TLmptu98cqDt14Pmt4iMcnP6dLoUZgFWDrXXv8LwvzNaBaZ3aWgI6ddl5kzRK9CbrtQ1y2nLYpfhHUOeSCXT3oKxdwEldxyLRY9rIBJpeGGdSz1KBaxagF2/rIQF4ysAjOR7dZ0%2BT6TMhvCGWDeX6T9r8I9Cl8rK6c%2BKOQSuz5BNxMHv%2By8pBznw4XhzOQMc9E/PTc7w%2BxGKt%2Bw5JB8tZXppbs7b73eabEibkzd8gn7Tmvjjd3da4OW98Ll5eFS65yuysyJc39h8Md/8ze3ri9ReY22uNHNT7xMt9Uoa1OJNIGuTbusp1ZKVvChcLJ3o1fKVWJpkr8ZBmzRoKFiLmrIQNZ5iAv8p3BtL42BsX4XhxZb9CCwCA1NLAENgu432Ut2QMhFhFhC5OkThu2U9RwfX04XVChnvfZ/1NR/yHKiMJfyRAGlwzB0s/2jt3beGLb5tSmKn6YJ84Z//f6D7dWW4zSDwUa/bVbqhbBMERSF7d/94IP7W/2Aaegg3t4mzYie179MXGMYpe42R4rKJdVC9zXhunUQ81ZV3l5Ke75VeQoBfiVwnYI2grAadK/QBKro4EJr0aUFLoMBS/ov8zBXQKEfoFyYWS5fn6BZVM0sa3xkPNUiM6p2ut0kLk0a9xXn8sc5b4gI2c3Bqzv3f9TxYL%2Bh2O8%2BbdI1zN6Ltx%2B8d8c3Kz8wG%2Beb/9EBZ19W6Iph%2BW%2B%2B//72jaWAa%2Bg9y/XbTaei5qCoSalc8FojzZ5oOpR5aBbF/KzpktuXGOYabS6hxfeGEmNO3zn8nsAJPVdl2X70fqWt9bSSi7qiUlcw7hegJXSOeRDzEeTpgm6XK/XZpDRRkXzsQqtNvl2cXFGjlz2Le5ZKZ52lv7x/625/cTrcJInehQbziS3/O7ce3Bxc0Ot4S1X0ORjMw4bnwCZt7aVG7%2B7u7u2XO4J5hHM34LNXwB90KnUIsCUmS8Tkbse6mhlzvjoIx1JYLtzFDiAv0Y%2BFm8yK8SJVvExhubflsJV2EJ4QXbg8mMtd0aGIcvXpKOQ2fdH2YR4SPxU68uCAQgQ3K1WbHzcWPL%2BJRbdcGhS%2BDZR8Vy%2BsXtv52Wv%2BfJkVi5hswwZMbCuZnSu797dcHVaeFGqT6iRb20bT0gS52bq0cnPnf9/qdfwoczntTBuxyDfVsOEaT6YKin1aFvS2ZCmKNTaAfN6jth6dxxRZ2BerUi0WJ7nlSK5oj0atqhdE5zPGXlpSYJH1MUX8f4gM7%2BcVfRgRcmr6PYXI1TQWPrPBRIUvP0u%2BAkwOFagkyJtAidt%2Be2dns39eKL0ybq5U6mqtoJbc4fbu7Yu2mk%2BkWclFkWWRcrmnDW3e8zsvr2/fXLvaEXYIE%2BtxuYn2c5byTObYLxBHWS9XZUH3eZkWUy2YpSA%2B/3MQ7nOexWegy1KuFuOVwajTVRqyB%2BaEoDMtEqm0eatNZUHq2OOtetjogo99P90yEdMroFnIO2tpMDI7K/LOOeXv5n0Uc5WZspKU65p58Tvbu6%2BstuctPvQBrF%2BoQs0loJLu/7h1f6Vh5GBMQCpSDgPzRNovb62trGxuX1npBxFze2zmE15e62QeLvY0uUVxPqbMXNTea9w0t4jN0vLmbZbr5MzVMWJO61TZnPPKhQa%2BH9ZCuPTODau4pAEbLGnB22gmDjoxxUKczZxhl0WiIsWKK375gh8swniKAnfbFLFoWD/nDa/t3tpccvncBxhRSO4o8j2kE8f/z/mN7d27z1dqBDl/hmlahpHPKQsXN2/9X%2B99/9rN7SvLS4HwK4O9SuYgjl02ctljULiqaBfcpizoLJaKNwmY5hgEb0A7IXE6S/wYdLPzOOYCOmwhuOASzWzRGgxe6iJlLDDeAj94mCvYP%2BcfYS5POsvOqpUyRHBTgjjM8TObAWoW8kUWJkPq8K7qleng9Vs7rw69cMwvEXLIcCZSUL/7w7u7t65WMcPH7PpkioJPFAz313f/5uHDt3d3b/0BzPjngj6OOd/m1zKNHMh58riqm24zYrpw5qjNUflZJng2lh1FHsr5HpJO3CPNJnauVdGZc4oxO9ozx7L%2Bq5IbOuhMHPrQZHOYfkgXDNAskHWmxAmaovIDL%2BhgokyyqSh2ovisX9t4Y2d73Z/XKliVU0HTt5aHhS2pxFdOD7cf/O0lDV6cLDP2syyfTZh76%2B8//LN//vCDBzs/%2B9GAzhOi4jzSe8sntBDmc6BbjiUT6pzlnG%2B1R3QLLmvisS1iasybEnJ5/%2BqonHPoCu57tqitQ6nTxW2eKD4nyLfIWdlaWZ14tBMd55fK/X4FwonIix5CRnf8oG2WcLU9VGRBTDBXrFGBMMxg7dbOvSXHRm0JM0nqqnocNhrDuDStvblz89fNOuSqs8ytpQNJUqlErm7%2B39/7m588fOf93e03bjCrnOY3R3uE2KiQYNExckmM8BeIQm/IfaT8DrVCo8WsVh0TtsQao8xH79DQSsfEki1NK8PQrsmgQygXkK%2Bvr008%2BjklV1ykc3Ud6uFmo1lnyKM1KmoC5oWkaO0zHStfgBEgZza%2BvfPq4LxNxL5OfkxBuBaeGRg9aeX08h/v3Av%2B7gSIeVaajpFluWtv6/t//vCd3e3ba8v9zrgqXFp%2BC1WwrBhzsWz8P/joUKFj6CuiW0Lm4MFXXZciD5nvd4niEg60EuCvi6F8DDrMieLx8%2BHq6tbERzuRpQnkbSWXT03uqID1t/OLvmfX86LkIgWaIUVbK05aS/duvfX//tAGu7BQI%2BrnqURiJsm6Gv%2B/ysW7O9vDMlRSs6kkUkaPOJOq3d763o/f3d1%2B/bVBZ3zHFg4g7ou5iQHR54kMy5FrJt8nJetzE1OCWBczTfNBMvPQCd2DOZdzSR/pXKtD0qIJ8fOJxzjy/UleVs3S67mkGNqSBQ%2BJeEOepRTS5BeY%2BhT9FkTmC7q7ur3zrcvzvwQGN5RVpNA8oQ8xUZ9fvbXzl02iDLD9K5uk41%2BErKdy6rPegBj3f7QyZI7QyCAFnCMXDpgLvLP1GfwExELXym5T2pNGdQtxiTQWTyy7XsOkv%2BLQxbga1uYxRqHzYBedaBkOh9dphNedeNwTZnpSxxXNrhi1mchibSLmzdZ8qSAn6cQguoT6jzo/37l//TyagumkxBv%2B8gmtc2fn5ouWKlUlZekcOwY9nXj679z%2Br9xef63HYiwycxjB3ZOnP0MJrPcDNcWy5CrximQLnWZMpy0bF/DqFSi5c6dtPZTzcD/NPoJOUxhM9cvMiX6ZeBInXHCeqJH7E9asZuhonAxE0mcN67mW86w6mx23dztnNFe2b93pnKvnU4KpOLOKs7G9ve7p1AyawdtghlyuqaR4bMQvqpx5cQV3tgRsDVEgK/N%2BbD2oP6%2BDeQ5f8TNq6VzVa47oljIXc2JKNqtoJ0aZo6Crewr6JA8lxZhPPKkjmM/gOG3YoR3m3Ygga47XsJQwrsv%2BNGrkGXWhc%2BfWK695xu8y4FkJeapgk9%2B9u2TVoRgrn6vlCgX8cSKXxmVcqd8hN0JN%2BT2nM5SWVwSxZRQx5q2ywsoO4KqxHYk58/2JMkHGFQzHOtyICa9Cjc0GU9XCOEEnCn0qKuelJ4c7oluyuSmiryBPIaU6ZwpzZsO7oJ9IgRqOp0Gzs6Xm6vb2ZvcHrA0j%2BhI8o5%2B5/tZb612bfHtTah02XhpzaDPUMa5I%2BKt1WIDqXdyzNa4XH1ThP6d9Lf0LXCAgEsW9ojaNn8OdqRksO9RsuTSeKCNHJ1XZlzlX5/ifiSd/KMIsMcOJZV6LTBFNPqWcJQ6wps6MVldAeYX6zaXNV97oWPVETMTRvSIvwW1itHho5WLCy1qwIHxRqaAgGnMlrCHxWt29mfdjzNtEtbAxHJlZtURcnmZYSt7CxQdlGLYGk/mdZqvplilznakIG6NBOk/5q%2BMUOsa4Dtw5/NjMM%2BmvEm8IuuNkqP%2BBXKDEcSZuaUzE6RPJ/V175dqr1xdLuZiIo4tPdP36rd07S%2B65s5a9gLHQ%2BdMsd1S%2B8JK98JJlTmOkLjhwFk44Brp5Tk0f42KiatZpT1yidFSiUC067PcCt9%2BWkkNQP0HsGnLHspT/OEGnV%2BjEx3go8hyUENVzaRnt7xRgoZCpF1KZMdvnkwnldGdzez0gFGIWDZjeT83ND7%2B3e2v9IiSOprFIUAzaxp5j8v80ZBQcvDlOTKnoNio1LhbEFAXLJCrnUBGHZgoxFFncXErJ0Vpb07JD5iPDNXKT6tTEx3xQZGfRAY3AzSSPG%2BQCndbUxDjkmWTt9/wbN3/%2BWsPAXLWYv5DCnVHHv2IHd3d2bw%2Ba82HXvDt2uvmesz9xG070DvVZsAW/kJxiT7syc2zohzAy3qAmZW5JG541XLfq0FJgrlxi0Cc%2BgYMWAFHmlq4%2BI8PNPqPa0567YMRL5ZhmSRju8N6ra4EG6Y0sbkIXs0Rzha9UmtffenBr7VerfHx/lLk0ZzsYY7BEnaFQobetKSEXWBESYU4TaZS5jurcq8r9WWwRJZF9Q2Iu7faZ%2BKQO2tmaVYnCzUBjqNc8rddmxuzkzmRmaucu3nj1W0PXSKQwBpnLnSBXfq0wOTlFrBG72r%2B5u3vttTYblyIDZ30OfMwZj4wH%2B96feAJPK4gbh3zVNrlCeRkGbflxTFDWcIWWXVQ1EeYWNoPB%2BDvOXOjziU/0gHlCo4ky3FS%2BbrvNqq0ksuOYJ3Nz5zfu/u2Ntq1iyu0pKAMgph9aWRXNng/evP/g1l92PJa5dSOjmfgA4mghVhCPJI6sUrh4%2BqQwrMhTLy04LFsmmrdck8Va7Atuq%2BVFmds4GtSrntMMjhx1y8QnfogSITabHvOG0mql7HkXjDEruamPea6zfufNQQNGKmLMuX4S9oFCKOisZc371/94d/fmhi8PQGk25UHbnPmeybhROb/csr8qxDyTrul0n3SbLnilow7LTLXY803c3yS3ftrWPBaeWxVWqUhu0Im/l5NQDag0jxiENDjtzVfUmXEzXog1ry1ubN75Q98y1Kmpeh0MBSgopiXF5fn24O7ug3%2B/5Z93xMYhVCd8qTmdVhtjProQMT68z5nLiS8nQ0xFkzVv%2BqJpllqKJXRC26BqypErFALgVdOmk0zUib%2B/o1Qsey6itqFsi3xDjmaIJ8HNbrwt0yf06tL6G6/3z9tUl2DZvFg7UPW6W3%2B6e%2Bvuy4t8ihXV4LToB2/PUeaxaOKYG7TfXlBD/yGTJ1eomOnJepCq0wvoEREnFPKgoN7l6i3cTWFClenE3/OhmkUeskiT6lVrjliPckUouSsTUKRYhMFZ/%2B7KDWzW0mxRuc1K%2Bqr%2Bxp3d3T/eungmsuapyVcZ0LEebK35%2BPznOOadhvBB6RWKbaPNtugMDa9QnV%2BhpqRaSnoFv8KJT8HRYd1QMur0qxXTwaktEd4JVsVlnG0Nv/vq5nBxni94sKxwWLXjdda2d966139BzOissgLXFp%2BBLdaDcOYHuP1w2pb6pfCLJFfoOWkAAlXnUO1Mr1Cnya9QeXO8PvEpOXpFKUQH5hK3VCubv6fkeAM0441FuFP1ObvRX7v9xvXgOYtOOSnLk9pN9/mrb%2Bzs3FzpetAEWHWccEi7FwLnQ4jHG%2BcR6LRQ6qJTCrX5sWxahTpOyW7BAFcZm4QIc7fZBlXDXX8APvFpOoo6G0GeTBUM0PEqNb0TgvcU1rXoVvXS6uYbbw5/eJoveBDMQcyb/Tff2t35637Lhd5tnCNJN2yJzSDtcExosOcCCn6Jsh7MTsMuzEiGFWTmqp6YIcQsRRa5rZSrwByuUPuJhr6f2JlMR7whcoMWFL1iKCd4tVtBLgolxnf75fUrm8udRlkmXmatct7F1Vd3d7/3h9RoqbIh17z9WGypYMz3HG%2BGGl1iftFU8rKbXDPs6aorFo1g7Xl1mlZZQMsW9F2h5z/xqTzh1m1ahZvMQQSZrWCVSrdYBNpaHGzdvbLeb89z5JbE3G3/0zs7u7fuDNvVMM4yCr0VDmQZHSXfGwm1DJZakguKxixufpfkHAfg0HJcYrYsQpecOfGpPcmwnQJuy0S%2BoGKpE%2BwbnuRFuKxUjlgpXmf19dtXVgNyYcXEHOpuvO6NV3Yf3FwLPCeMJlbFGENuv7RouIXV4MagCxkPT9esy35yJgHdLaxQVtyg0AyHzC236U98uo8chYUluIiZ14OyxaXoYkKlluP3169cWes3TXsc8%2Bbg7v3d%2B1f6v01bWxC6uEcZ86awFcMlK7ECopjNstQo5ZKR2IMBxStCztHyrzqsSG7iM3BEnXkKW4RUHOZMHMwpUZZI1Qogt7zO8utXNje6jajRwoaNecHKz3Z3fnbDx54L0wy3/jhibSI3GJF5ZKJfEIyGzdEd%2BmGYq8DzJeJATDv8pWHl/g7x6vWJz8iRDfCiqkhb7Y1IqQEwd9tDIuarRMyjRgs97uLGlVu797/74qLrRMdYhwqdQacuUTCWeVzMO41KLhJoTkwy1ULlnDGf%2BAwdrB5EC6XIkoF0qX0UOZYylb3%2ByvqVrZfbbtmyxoh5Z/WVnZ1Xf73jjYwOl%2BfsNdmWbb5DNYjWKcaZ9xctNbKMIJknDgSdZsbE/MzEZ%2BzABFy0UcDHRMps%2BXSEODC3nO7y%2Bub6aufMOORl8hL8fGdn%2B/XhoutEj9jyTNeacc8/Ovw58Mcp9OFwqaFHPYiZAjFNqpz5xGfyMJ%2BHFgGzqptxzFGbr69vDTxnDHFitCyt3t7Zub0aeHQZ4Z7MW60xM3HDAi6Z%2BXB58MOzX/tSJLoJVgvGwpsTn9nDSsqhlkbXNQl5DLoNymNl5Wo35g4x5K5/9cr2zvbWkseHW4%2BDHu40j%2B0zE8xZfIs6Q8NhYCrRnGyaOkQTn%2Bkj9U7omqZHClkjzC%2B0usPV5V9tTltjVItzfulHN3d2fj70GzidXRgs1TjzZoQ5Uy2BL9R5v9fjs1H7g45bKkbE/EsJ1Zj4zB/RmSWW6IxlbhM595eWOm1HbHaUwJvO4nBze%2BeVrQ7xurn7SWljCjq66bndjst5uKmSMac1Lb0z52oR5BOfkyP8H95aNo45uUKJMdj2Ww3Tko5stLxx//69Abigwv2s8gz0yNLhmD4Pc0Ug5/2wpoUVnH%2BueMMpsE4Vg9nmwm4phcB1Ormt6TXEBtOyDN1Z7K2/sX17dQmMFsqc3aQx5qHrHzJnrc5sN6i4Qwlzz2Z24sTn7LDo4ZRSnwKvXwmph%2B4Q7WOqumzaMoa2JOQmMRTXrvz8O4O2K5VXRJ0hwbwdFfSIkunLKaKOX/79xOePN1roiTQs0J4sQF94sTbJIy0yc5vuj5GWaUaYl93nB9fXt65ewglJvEZO1BLF/KH2eOY4uzBULYNB0Jz43B6oeEO/KJFO5xP5Ihs3wOeZUDHHQQPlcjyuVWajcfz%2B8srVJeoOCeaUt8tXpLL7cw859/2oJzrxuT4ZLDOk/VewepgmPkXQPFxNZTLLnM2uYMzJL5xGq9vvd1peFLkXMVfEmuc9kIfxxd7E5/5AxTg5ySzbhAvbWXIF1kEWdo3RyYVWOL1CMCec237QbTdjUj7KvI3l%2BXsw7x64oOBzxDybFMgZdYykY6skyw%2BVTUca2SPpFhwnA4Oq2lTKqxy5Iy91Ezl/ugBhdFMI/u/EF%2BhA8DxJk3SnOPU0NnpQUWcb2MplK%2B6CopJxoOMByxukklBygwoR574Q2wzaGl0iH3yheFPmSRk5h870izFeznF0JY3Z0p0yrhsre3ZlvSKKLNrtkQ3bE1/Ak%2BHIpfw/2jKTbIgMZx4L4rKJyjB3EPNjbvTI7r5U2RJhPvFFPcfG7H%2BG0eYIHSZU2VbZjNjm6BSZ4WLNFlv54I1n3mpFoX/BeSNzPm3xWLimGKwXbCRTKfPRw/NALhTfs8WDfOGS7AkJ5MJY/KLzFtAjI9CPUZsdVPqUQpc7crVimpF14DgXvMU3PsjQR6ScK5kj3nBOnToVmztPoWOOFEqjLMk0DFewU%2BgYRGl68t5Zzx1TpAjQj1BLzOnQ3Aj0bJK4RjVVoXN9sdyZbX4UysVkFygf/%2B0yKfek0gpB/Ahz5HwojrxiAcYgFOgVGkEuBxRxZhLY5q7EnIHngcRm88wR4n2gy7IOkp5TDS7nFlMsFh3dTtW6U4U7Ur433SjzI31yaOZsZ85MTq2jPrfZZGToXqjA7MIydYgcly1LFms6ZWk/Anso5h9GoScKRNB11p%2BFYS4YWQnt3cI4x2VWVdlSxP8cQT0M81MxSYeF0OmnJsktWqJLCYj2LtsVaLCcs02a3KeAxU%2BYkjkCenhrkSNn/4Va7wT6oiDZNkS0LM1QC0T2zzqNVlNe9%2BtwNX7E8iNZ6II5RNZpKSPxjHR7gej1EiyfVHWrAbuDW5gBwv0ZoFyOMD4G81N8xQVEAOis1UK9VKrgJgjCvK6bZzDo3aIF99Vq9Qjh4zLnK6EJ81QS5vzN5IpPKzDfCcR80rAbMGmQZhqaR/L9xJijVwQj/NiqqDyuVIDtoKBa%2BHagI3RPEjo4RTCmkqfs0qlE7gQdoFS54LW/KJnLT5w5TWbwFZdJOrq8UNKsI2AfB/NjEean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Geschäftsausstattung
Abel Duo München
Logo & CI
Logoentwicklung und
Gestaltungskonzept für das
Viololine- und Violoncello-Duo
(in Arbeit).
• Logo
• Visitenkarten
• Flyer
• Stempel
abel duo
münchen
Anna Petrova ist in Kasan,
Russland geboren und beginnt
im Alter von fünf Jahren Klavier
und zwei Jahre später Violine zu
spielen. Ihre musikalische Bega-
bung und erste erfolgreiche Auf-
tritte in ihrer Kindheit und Jugend
(1. Preisträgerin des Moskauer Na-
tional-Jugend-Wettbewerbs 1995)
ermöglichen ihr ein weiteres Studium an der Mu-
sikhochschule des P.I. Tchaikowsky Konservato-
riums, Moskau, das sie 2001 mit dem Künstlerisch-
Pädagogischen Diplom abschließt. Seit 2002 lebt
Anna Petrova in München und absolviert ein
Aufbaustudium am Richard-Strauss-Konservato-
rium bei Professor Urs Stiehler und arbeitet in
verschiedenen Projekten mit Wolfram Graul.
Sie nimmt an zahlreichen Meisterklassen teil,
u.a. mit Michail Kopelman (Borodin-Quartett),
mit Zakar Bron und Aaron Rosen an der Interna-
tional Academy of Musik, New York, und mit Bo-
ris Kuschnir an der Königin Elisabeth Meister-
klasse in Brüssel. Neben ihrer Kammermusik-Tä-
tigkeit arbeitet Anna Petrova auch mit mehreren
Symphonie-Orchestern, und tritt als Solistin mit
den Violinkonzerten von J. S. Bach, W.A.Mozart,
F.Mendelssohn auf. Anna Petrova spielt auf einer
italienischen Geige von Giovanni Florentus Gui-
dantus, Bologna aus dem 18. Jahrhundert.
Anna Petrova Anna Petrova
Programm-Auswahl
1. von klassik bis folklore
Frederigo FIORILLO: Duett un C Dur,opus 31, n°1
Elizabeth MACONCHY: Duo (Variationen, 1951)
W.A.MOZART (Bearb:1783): Duo in G Dur, KV.423
B. BARTÓK/K.Kräuter: Ungarische Volksmelodien
Laurence TRAIGER: Appalachian Dance Fantasies
Gagik HOVOUNTS: Sonata-Duet (1981)
2. klassisches programm
Joseph HAYDN: Duo in D Dur, Hob VI:D1
Alessandro ROLLA: Duo Nr. 3 in A Dur
W.A.MOZART (Bearb: 1783): Duo in G Dur, KV.423
G. F. HÄNDEL - J. HALVORSEN: Passacaglia
3. impressionistisches programm
Erwin SCHULHOF: Duo (1925)
Bohuslav MARTINU: Duo (Paris, 1927)
Heitor VILLA-LOBOS: 2 Chôros (Paris, 1928)
Arthur HONEGGER: Sonatine (Paris, 1932)
4. armenisches programm
Eduard SADOYAN: Duet
Wahram BABAYAN: Sonata (1967)
Boris PARSADANJAN: Duo-Sonate (1995)
Gagik HOVOUNTS: Sonata-Duet (1981)
5. latainamerikanisches programm
Blas GALINDO: Suite (1933)
Heitor VILLA-LOBOS: 2 Chôros (1928)
Carlos FARIÑAS: Sonata (1962)
Blas GALINDO: Sonate (1984)
Yorick-Alexander Abel
Yorick-Alexander Abel, Sohn
einer kubanischen Mutter und
eines deutschen Vaters, beginnt
im Alter von fünf Jahren mit Vio-
linunterricht bei John Snow in
Brüssel. Einige Jahren danach be-
ginnt er in Köln bei Young-Chang
CHO mit dem Cellounterricht, den
er später in Bonn bei Nelly Moser
fortsetzt. Ab 1995 studiert er in Frankreich am Con-
servatoire National de Versailles, wo ihn die Jury ein-
stimmig mit zwei Goldmedaillen und zwei Ehren-
preise für Cello und Kammermusik auszeichnet.
1998 erteilt ihm die Wettbewerbsjury der renom-
mierten École Normale de Musique de Paris /Alfred
Cortot einstimmig das Konzertdiplom im Fach Vio-
loncello und Kammermusik.
Er nimmt an zahlreichen Meisterklassen teil,
u.a. mit Bernhard Greenhouse, Arto Noras, Michael
Hell, Alexander Rudin, Jean Françaix, und regelmäs-
sig an Kursen mit Konrad von Abel, ehemaliger As-
sistent von Sergiu Celibidache. Seit 2002 lebt und
unterrichtet Yorick-Alexander Abel in München; und
arbeitet dort gelegentlich mit Jan Polasek. Er tritt
häufig als Solist und als Kammermusiker bei Fest-
spielen und Konzerten auf, u.a. in Deutschland,
Frankreich, den Niederlanden, Belgien, den USA,
Mexiko, Kuba, Martinique, Französisch Guyana,
Armenien und Tunesien.
yorick-alexander abel
Ludwig-Richter-Strasse 33
80687 München
tel/fax +49 (0)89 / 57 93 83 88
yorick-cello@yahoo.de
www.yorickcello.de
violoncello
abel duo
münchen
violine
-
violoncello
abel duo
münchen
anna petrova
kirchenstrasse 34
81675 münchen
tel 0176 / 23 60 70 65
violonistin@web.de
www.annapetrova.de
violine
anna petrova
Kirchenstrasse 34
81675 München
tel +49 (0)176 / 23 60 70 65
violonistin@web.de
www.annapetrova.de
abel duo
münchen
Visitenkarte,
Vorder- und Rückseite
Din lang-Flyer,
Innen- und Aussenseite
„Harmonisches Zusammenspiel in Perfektion.
Der Premiereauftritt in Schloss Birkeneck
des „Abel-Duo München“ wurde mit
stehenden Ovationen bedacht.“
Münchner Merkur, Freisinger Tagblatt, 7. Juli 06
„Die Vielfalt des Repertoires,
sowie die starke Bühnenpräsenz
machen jeden Auftritt des Abel-Duos
zu einen unvergesslichen Konzerterlebnis.“
Dr. Esther Tamm
„Das Abel Duo ist eine bemerkenswerte Synthese
von Kontrasten. Gegensätzliche Temperamente
fügen sich harmonisch zusammen in Impuls,
Lyrik und Dynamik. Aus einem Duo
entsteht eine Klangfülle, die ein Orchester umfasst.“
Laurence Traiger
Nur zwei Instrumente ?
„Ich hatte schon immer ein großes In-
teresse für ausgefallene Besetzungen und
selten aufgeführtes Repertoire.
Ein Duo für Violine und Violoncello ist
eigentlich ein Streichquartett, bei dem die
fehlenden Stimmen der 2. Violine und der
Bratsche von der Violine und dem Violon-
cello mit übernommen werden. Dies stellt
besondere solistische und kammermusi-
kalische Herausforderungen dar.
Seit über zehn Jahren entdecke und
sammle ich bereits Duos für Violine und
Violoncello und bin immer wieder über-
rascht, dass diese Besetzung fast ausschließ-
lich nur in den Duos von Zoltán Kódaly
und Maurice Ravel zu hören ist.
Unser Anliegen ist es, mit nur zwei Ins-
trumenten unerwartet faszinierende Klang-
welten hörbar und erlebbar zu machen.“
Harmonisches Zusammenspiel
in Perfektion
abel duo
münchen
Anna Petrova
Violine
Yorick-Alexander Abel
Violoncello
Kontakte
„Mit jedem Konzert möchten wir
neue Beziehungen zwischen uns,
der Musik und dem Publikum herstellen.“