Ángulos de medidas cualesquiera

ÁNGULOS NEGATIVOS
Un ángulo lleva signo negativo cuando se mide a partir del semieje positivo de las x en el mismo sentido de las agujas del reloj.[br]Ejemplo: Ángulo 300º =300-360º=-60º [color=#0b5394] [b]300º y - 60º son equivalentes[/b][/color][br][br][br][br][br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAkIAAAE6CAYAAAD6Pj0xAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAICpSURBVHhe7Z0HgBzFtbVPd0/cHLWr1SrnnAERBCKYaJPBgDFgHsZg4/Sc8O/0nPCzMWAbbPwwNmBMzkECBEIgEYRAOee42pzDpO7+762eXo1Ws5JWSEiaud9uzXSorg5TdetUbM0mIAiCIAiCkIbo8W9BEARBEIS0Q4SQIAiCIAhpiwghQRAEQRDSFhFCgiAIgiCkLSKEBEEQBEFIW0QICYIgCIKQtogQEgRBEAQhbREhlILw1FCWZcXXBEEQBEHoDhFCKUgsFlNiiB0vMyyMEsWRu85O5tQUBEEQ0hURQimI1+uFruvYuXMnOjo6OgWQaZrKsfDRNE35YcfLgiAIgpCOiBBKUZqbm3HzzTfjT3/6k6oVYrHz0ksv4e6771biSMSPIAiphFsLLgg9RYRQCsI1QIFAAOFwGLNnz0ZjY6MyEK+++ioefPBBbNy4Me5TEATh2CcajeKZZ57B22+/3VkDXl9fj02bNnV2DxCE7hAhlIJwbY/f70d+fr4yBpFIRG3PyMhQRqJi1y61LqUnQRBSgfb2dtx33334zW9+g4aGBiWM/vCHP+DLX/5yZ8FP7J3QHSKEUozExJ6ZmalqhUKhkBJHHo9Hre/YsSPuQxAE4diHC36FhYVoampSjmFbx10Eampr1boIIaE7RAilGCx43P4/ZWVlaG1tRS0ZAi4hVVZWqiazmupqtV/6CQmCkArwoI+srCwlfqLxpjAuCLL9275tm1oXISR0hwihFIITOjd9uW3iJ510khI7H374If75z39i1apVatRYdVwICYIgpAJs51gItbS0oKmxUW1zuwRwPyFB2BcihFIMFkNsFFgQTZs2Deeffz7uv/9+/O53v8OkSZOQnZ2Ntra2uG9BEIRjH272nzx5srJ/FRUVqKurw7Jly2AYhqoJZ7jWSBCSoVHEkfrCFIF/StcxLIi4s/SiRYsQDAaVsbjuuuswY8YM/P3vf1d+BEEQjnXY5nGn6GuuuQalpaWqdmjt2rWqS8C4cePw73//W/mR7gBCMkQipyBuYueEn5eXh8997nM45ZRTVOmIa4p4vyuWBEEQjnXYng0aNAi//vWvlfjhWu9vfvObqgDI64yIIKE7RAilEJzQ3epfXmbH4sfFHS3Gw+gZEUOCIBzruHaMbd+ZZ56JRx99FA899BBOPvlkZf/cvkKC0B0ihFKc+fPnq9mkeaKxmTNnKqMwYcIEKR0JgpASJNoyXub507gmnOcT4r5C/MohQdgXIoRSELc2iKuEH3vsMSWEbrnlFrz77rtqSD03k7n+BEEQUgGuGeKC3q5du9To2CVLlqjh9P369Yv7EITkSGfpFGf9+vV48cUX1QiKnJwc1ZnwhBNOEBEkCELK4L5W4x//+AcefvhhDBs2THWerqmpwR133IGLLrpI7ReEZIgQSnH45+XSEZeUWPxw50FBEIRUws3GnnzySfz5z39WQ+a5SezUU09VQohnnRaE7hAhJAiCIByzcBbm1nDzMs8jtG7dOtVReuLEiWqGaZlDSNgXIoTSBK46FmMgCEKqw1laojhipCuAsC8kZ0wzRPcKgpDKsOhxHdu7mGnG9whCcqRGKE1wOxMyUjMkCEIqwnaOnTt/mtQECQeC5IhpAosf7jAtIkgQhFSF7RvPKr1161ap/RYOGMkVU5hEQ/DWW2/he9/7HhobG8VACIKQcrBdYxH0s5/9DDfccIMSQ+52QdgXIoRSGK4W5qHzPJHib37zGyxYsAA///nP0dTUpIxDohMEQThWYRvW0tKCu+66S40aC4VCaplnlhaE/SFCKAVJFDYsevhN8z/60Y9w0kknqWnn77nnnj06FEo7uiAIxzJs85544gl88sknuPnmmzF69Gg1bP673/2uiCFhv4gQSkFcIcRTzbNROP3009ULCHkyxd///vdq+7e+9S0sXbpU1Ri5HQwFQRCOFVw7x6PCuNab36d41913KwHU3t6Ob3/72xg8eDBuvfVWvPzyy+p1G4KQDBFCKQh3GOREf+edd2LMmDHqtRqxWAzNzc0oKCjAH/7wB4wfPx4/+MEPMGfOHOVfOlELgnAs4Tb9L160CD/96U+V8Bk0cKDaxu9ZzMrKUjXht912G+6991688sor8SMFYU8k90tB3Pby0tJSVfPj9/tVCYnh0lN2drbqTHj77bejo6NDiSQ+xi1hCYIgHO2wvWIxxK/S4L6PU6dOje/ZXVvEw+i5Nvz+++/HpEmT1DZB6IoIoRSEjQO/W+eb3/wmcnNz41t34/YL4rfQn3/++fB4PJ3bBEEQjgVcezVhwgSceeaZe9Rqu/vcAt7AgQOVE4RkiBBKUTjxs8DZV98fLi2xc42FIAjCscS+Cm9SsBMOFBFCKQwbAtftC9ePiCFBEI4lktm2A7F5gpCICCGhEzEegiAIQrohQihFSRwJJjU9giAIgpAcEUIpjgyLFwRBEITukVwyDZAmL0EQBEFIjgghQRAEQRDSFhFCgiAIQsoiNeLC/hAhJAiCIAhC2iJCSBAEQRCEtEWEkCAIgiAIaYsIIUEQBEEQ0hYRQoIgCIIgpC0ihARBEARBSFtECAmCIAiCkLaIEBIEQRAEIW0RISQIgiAIQtoiQkgQBEFIWWzbji8JQnJECAmCIAiCkLaIEBIEQRAEIW0RISQIgiAIQtoiQihN0HX5qQ8GCyZs+kuKFXfSBUEQjiq4X5D0DRIOFMkd0wTdMGBZnGsLBwzZUY0+LHJRWlWah7Yp++raWLG1gnBUwQJIbJ3QE0QIpQla/NvJxYUDgh6Vxk/OZscbEmqH5DEKwlGL1AgJPUGEUJqgaZoYhp7gPirLgGFp8Fo2dLsZuhWFxqVN3u8WOhOXBUE44kiNkNATRAgJQjI0IMypg0WOqhCy0WzlYWGNiS2NEUS5io0d+3GXBUEQhGMOEUKCwLDgcWuB1AL3DDJJ4MQQo+UWXcesVe342eM78cBrW9GgatdiyrcgCEcnXBMuCPtDhJAgJMAV6q7T6ZPlUAdpno/W1uGxORVoC5soLCmG1yAPGgklQRAE4ZhGhJAguJDg4dFhEWiI2Do8Zhi25sXspQ3466tbsdnshXPHZ+LCU/KcPud6dHclkiAIRxXcT4hrhKRWSNgfIoSEtIZrfnaLmRj8ZggBdnaERFEmXtgawb/mN2FnNAtXjq3Ft88uRx/dQgEbVztIRnbPEARBODpwRZAIIWF/iBAS0hpOACxlImwrbe4TZCCi+xDWvXh5bQvueWoXQqEOnDO+N246rR/8Vit8OvmzLdgaH02ODa3YWkE4qhARJBwoIoSENGXP+aJZDDExEjdtpob5a5vx6NvbaUcIJ43th5vOzUah1wNdNyjV6NyNWuqBBEEQUgARQkIaQhKGa3QSlIxaptJjSDPw7up6/O3Vj7GuIwvnTinBl04jEURKybA12FqQxJIXURJMSkqJGhIEQTimESEkpCHclGVAp692EjIx24TfCiNkefHCmjb8+a16rLFG4vIxMdx8Rh76+mMIIoow+Wfd4yXnJ2erZjEOTxAEQThWESEkpB0sZiz+IAEUsDtgcMOY7sPMjVHc90I9ou1hXDw2HzedNhB5mgWv6jvkVP0kdjngEfTOVkEQBOFYRYSQkHawltFY2JCq4VqdkKnhzeV1+PdrVUr0nDVlCK45PYgCP+01o6rmyD1OEARBSC1ECAlpiA3NtmDZGqK6H++sbsa/5m7F9nY/zprYG9ecFsAAD5DB7xVTNUEkgbgpzTlYEARBSCHEtgtpRQe5iB1To8HaTRvPrGnFve/WYnm0D84fb+K2GX7089oIaCZCRgAhPUBiyYcYDKcmKYkTBEEQjl1ECAkpANfa8ID2fTsWQX7yapkGTCMDL29owy+frUNjaxiXj7Vx0+mlyDE6KFGYSvhwh2h2HnLqjRp8mmROEARBOGYRISSkNDa4H5BTb2PYUVikZiK6jrfXNuORWRuRo3fgpFFluObMUhRxn6B4hyDWN4m1Pq4TBEEQUgsRQkJqoiYG4pl+4hKG1n1WiJZsvLeyBn95YTkazGxceFwZbjq3ACUkgPxWjLzyMXtOtugik9QKgiCkHiKEhJSDxY+lcYOWBp2HvnPHaFpvRxaeXN2G++ZUYJdeivPHZuHW6TnohxiyWSTxqzPgUb2BfDykno8VBEEQUhoRQkLqYHNNDkdpEkAwSfgYsEjgmHaUpA7w+KoW/O+rLaiLZOK8cYX45hklKPCS9CGRFNMDiGgBOtQgF08WvCwIgiCkNCKEhGOcrj2WnWatGIkhDy1Ythdh28DsVXX4z7ytyDIbcPakPrjqjHwEjQh5ICGka+TbVh2iO5vSlBMEQRBSHRFCwjFOghAi7cKChv/Ctg5fzKQY7sPCdW24f9ZKbAxl4AtT++PyE4Po5QF8WkT5Z8dvDjPIOSGIEBIEQUgXRAgJxzgchZ1obPFAd9IyhhVFptmMsKbjpTVh/PmNRmwJlePa0Tr+66RMDA3YyFNHBOlQK655nDA0CoWdqioSBEEQUh4RQkLKoNsx2CR+eLbokCcH/1kXxl2zmlDZauLqqb3xg1P7oMDTFq8JMlUdkKOCuA5IOkYLgiCkIyKEhGMeljFRFjTcKdq20Uaa5vUV1XhoThXsWD3OP6EcV58aRCbPjqj5YNkG+XeRJjBBEIR0RoSQcMzDjVgRm6IyvxuMZNGSjSSC3lyFHbFMnDZlML54hh99SQQZiJDu8ZB/Q3WmVtgsoHhZBJEgCEI6IkJIOKYJk4vaQEbMpO8sPLeyCf/7Zg0WaGNww5gwvj7NiwF2DLrVig4ti3zr8JDoCZJwUq/MULAI4qTQ1SXB1UyJThAEQThm6cbaC8JRiJrg0FEvFn/Rut/qQMAOwdINPLMzhD+9XYea1hhuGhbDt6aXoVfAJsFDakUPIqg6QguCIAjCbkQICccM7mSJDI/s4o7REduLNtuDWavr8K+Z2xFrbcB5E/vhKzNKkOWNwNBICOnOAHmpvhEEQRC6IkJIOGbgTtGqIkgtkRCiT1P3YOHGVjzwxlo0xLw4a+pIXH16Pvr6NWiqz5BbC8SfIoQEQRCEPREhJBzFmKR6YqoJjDtE84vhI/Qd5heqWmG0x2w8t7wR//vGVnyAwTh/mBffPjkTwylWs2TqMLJgaV46gmeOlnmBBEEQhL0RISQcpcTn9VEVOdywxe8OAzx2BH4SQZaWiVc2hXHne81YH/HjO6NtfOdzfVHgD5NI6lAHZvDxpJm45qgzqrsVQ12dU9W0p1PwdezLEcmO7c4pWJQlC8t1cZIdn8wp9hdm3GPXY7tzCl5IFpbr4uKy67HduU6SheW6HobJTpEsrERHJDu2O6dIFk6iI5Id251TJAsn0RHJju3OKdI0PnXnOEHbRpdtzJG4p7jHxOP25RS8kCws10kaSXpsd06RLJzdToSQcJTCUdN5b5iKy7YJHwkcjWxAGB68uroZf3tlM4JtdbhkTAkum16CIHnULH5pqgcmixuCa5Hii4IgCIKwFyKEhKOUrvLFhmHHSODoWLqhCf+asw7ttHz2hEH4xufy0TcI+MiXpnlhkxDqLAgIgiAIwj4QISQcpXCVJQkb2yJnqsrLdm4OW9OKP8zego2RHHxhbAFuOTkH/WAhAG4O42M08qmBewaJGBIEQRD2hwgh4SjFQDs8iJEIsq0IQraB5zd34OdvV2FJrABXjC3B7dOL0SsQI8ETRQwZiBgGeIJptzJJmsQEQRCE/SFCSPiM4Xoa7uzXvbPJ8YzRPptfiWEgqgXw8ooW3DMzhKyOMK4cnY8vnZILj95OIok82l71+lQP9xHi4F3XE1g1dXUKTiL7ckSyY7tzCl5IFpbr4nQ9tjun4IVkYbku7jHxuH05BS8kC8t1cY+Jx+3LdZIsLNfFPXY9dl9OkSysREckO7Y7p0gWTqIjkh3bnVMkCyfREcmO7c4peCFZWK6L0/XY7pyCF5KF5bq4x8Tj9uUUvJAsLNfFPSYedzCOEz93JmQ6tzG8kOy8rot7dI/Zn1PwQrKwXBf3mHjcvpyCF5KF5bq4x8Tj9ucUycJKdESyY7tzimThJDoi2bHdOUWycBIdkezY7pwiWTi7HX8KwmdMolpJ7ixSOAa59piGBeub8e8529EcDeKM8UNx81n56B0gb5qpJlXkMWUsgA5PZE6WshLdwZAsnER3MCQLJ9EdLMnCSnQHQ7JwEt3BkCycRHcwJAsn0R0MycJJdAdDsnAS3cGQLJxEd7AkCyvRHSrIIOwVXNdzdXUHS7KwXHewJAsr0R0MycJJdAdDsnAS3cGQLJxEdzAkC2e3EyEkHFl4TiB2LH5g0KJGosZG0GqDCT/mrOnAPTN3oDqahYtHNuLqk/3IJd8skvi1GVFNIxcv/QmCIAhCDxEhJBxRbM2ApXloiVQ5T55IAp3XW5GFR9ZH8Zc5Tai0CnDppGz84uxSDPV3IMdqJsnEr9jwwEcH8GgxQRAEQTgYRAgJRwab5wji6Oe8LiPMy3YEUctCyAZeWlmPP73WgtZQC86Z3AtfPrkQfk0nARSEpmVSzDXoODqWa8BVD2lBEARB6DmSgwifIU4TmIu7prpIkzDiN8rHyH28vhZPzt8CHjR/5nFDcdHJfhR5yVeMj+Ioy12juW13d1i7Q0t0giAIgrBvRAgJnyEseeIChXSMTusmLajaoFgbLC2It5Y34E8vrsWyjiJcOdrCV6d5MNSw4LPaEfKSN/Jq07FOKPSpqoQo3GROEARBEPaDCCHhM4RrcpwoZ8FDOsaG1wohw2yBrmXiiY1R/O19E1ut/vjaWD++Nb0UffwavKx6dL96dxgPkWe4Pmh3eM6aIAiCIPQUEULCEUHniRI1AxH4EdEz8Pq6Vtz3QhXaWlpw/qRi3HBKCTKNEHQrTDLH6RjN8knTyEmzlyAIgnCIECEkfKawhOHmMP6M2Ro6bB0fbGjAw29vhYEoZkzsg2vO8KMwwD5Z+GjQydECrbtOEARBEA4NIoSEw09CBU6MhIw7QozfDDZ3dQ3+NHMVlkbycN7oLHxlehCDNGdu6Q4tA6buUdrHkT8ihgRBEIRDiwgh4RDBsqZ7F1aOJAyJooyojYidgcc3tOOOuS34MDICN40x8P1ze6HcG4FhtsO2gwiSHDK4ZzR41qDuUfMxqv5CXd2e2I7HA6Infg+Uw3F+uacjF2ZPOFbu6XCE2RMOR5iCsD9ECAmHBX5jGJk1+ichY+vwWTZ8djtFuAgs0igvr2/D/S9sgd1ajxuOy8c103urih6TX5lh+GDojvSxNe4h5MDfycwkN58dCAfqj+mJ3wPlcJxf7unIhdkTjpV7Ohxh9oTDEaYg7A8RQsJhQaM/R7g40oXf5sJ9gtrJzV1Xh/+8uQ2IRnDulKH40nQvevkt8mFD0w3ViVqFoEv0FARBEA4vktMIhwUNhuoPxA1jsOlT0xHWgnhzdRP+8uYGbO3w4Zxx/XDj9BwMpUKgDxE6gqUTH8PRUsaGCYIgCIcfEULCocO2+Z/kDNfosAQySMyQuNE70GBaeHZlC/78TiMWRobh4uPzcPv5BSjzaPDEuBN1UPn3cBOaxX2DnF4+UlEuCIIgHE5ECAmfEq63UfU+SrVwE79O6x1K1ERgk7CJapl4YW0zHnyrHnZbO24c48FXphXDr3XQQVE1W7TBYXBQHCN1WojPDM2dq3nVdSKMBEEQhEOJCCHhEODIE359qothR9V3iCTO22vb8eRbO2F2tGDGhIG48awcFHjIt6N1uC81HckqipROJyJ5BEEQhMOPCCHhU8KCxYlGNoke543ygM8KQdO9+GhdB/4+cxvqI0U4lydLnJGFHNI7vgh9WE7HaEf+8HGuEOIwySXqIkEQBEE4DIgQEg4Zuh2DZvPAeQMtdiaeXN+Ke17bhu1t2bhsfAC3nJaLfkYUeWYjdD1KWscHDwkeH/iYePOaIAiCIHyGiBASDhyuoUmspXHXyXGfINuOIGpF1cSJz65txa9erUGDBVx+QiFuJRGU5YuQVw1hPQcRryfeG9qpUVJNY4IgCILwGSNCSOgxXfUQY9g2LM2DdlI3c9c14bF3dqKQJNF5kwfgslMzENQjPDQMuq1D18jtN+p1PYMgCIIgHHpECKUJPHV9j6evdxWP69xF+lBBJWz3mTF0mF58uKED98/ZjE2hAnx+dB9cc2IGSiiWGVYIft1PMsmAh9fjNUAJQXSBtsa7Cu3hBEEQBOEQIkJIOHBsC5ptqr5AuhWjDdyvx1KaJaR5MGt7DHfOacInLaW4fIKOa2bkoMTLIon86UGEDQsmj4GPk1wACYIgCMJnhwghoQewdNktX6K2joimI0Sx6ImN7fjN89tR3dCMGyfk4n+m56O3J4Sg3QGPh47RvKo26Ej2BZIXOgqCIAhdESEkHABxARHv2MzO1HXEDA1tMeD9ZTvxyqzlyA1X4OKpvXHdjCB8HhI9/HZVeOg4J5qpCRG71SKJ7V+uO3SwCJIXOgqCIAhdESEk7BvVISg+8yFHFxY15GLkIrRl6aZa/Preh/H8i29g56LZ6Fg3Dx/OnIMVyzbCjLEQ8saPoaMpmISWsS4kCqC469Zvz4hGo5g/fz4aGhriWwRBEATBQYSQkBxXhKhaFBY0QIQWWfyod6PGLLyxqhZ/fPpdzF+0DCOqX0b2xtl47k8/w8+//11cesVluOfPf1EzBFnsn4Ph2EbfvNjVJYM1mGVaqK9rwOpVa2nZeZdZMlpb2vDsM8/jumtvwIzTzsBXb/oali1boV7xsWLFKtzytW/gmaefo2txRZ0gCIIgiBASuiNRnfCybcJndsCwQwiRLnq+ysKdrzfjk4oI7d4Fn8+H0aNH4ZZbbsa5556NsWPHom/fvtB1jZwTzD5VTyJxscMVSaxb/vmvhyjcW1FVVeXosi7EojE8+uh/8J1vfwcffPgBampq8d577+Hrt34Dq1atwfx589HY0IBgMEjXIlFeEARB2I3kCkJy3JoX/uamMVIlUXgRsj2YtbwWf32+Bhl2GNOGliLbbEcsFsXKVatRUVGBb37zNjz0r//DJZdeDJNrcQ60EoZrgKx4rU/8/LSGdWvXKXHT1taetEaoprYGTz31FPqUl+Ovf7sPzzz7FM4//3w0Nzfhpz/9GV588UWUlJZi6nFT4kcIgiAIgoMIIaF7lOiIqxKuitE9+GR9Mx56czWqwwbOPG4obvh8P/TK9sLj9UInP08++TRuuOFGrN+wEYahwdA1VbNzQPApKAz2v3NnBV55+TXMnPkaKnbugq4bmD37LTz+2FO0XgUztlsRhUJhNDQ0YsCAAZg6dSpGDB+OO+74raqV2rBhA6oqq5QwGjhwUPwIQRAEQXAQISTsJq55FCRKwuQiPMzLDqGDhMczyxpxz5tbsTVagmvG67h1qoGTiwoxqrQ/PB4dd931B1zw+XOxa9dOfPe738Pct99BNBpTfXt6AnduvvPOP+Jb3/o2vv+9H2DTps0Ik9j5w+//gB/+8HY8/PAj6vpc3OYu04wpvWbZNgy6nrPPPpu2mcjOycE111wNn8+j/AmCIAiCiwihtINFCU+EmNzxy0/DygFe2uS1dVh6Bl7YHsLv3mnH2o58XDcxHz88swh5vghyc4P4n5/+Fj/96Q9xwgmT8bvf/QpXXX0Ztm7fiK9/4xZ8uOAD6EaCatkf5NXj8eCGr1xHQugb+OpXb0RObhaKivPVtttv/z6+/OVrSPAkiisWPiTaoiElfFgM8feq1StoWwda25roOt6HzCMkCIIgdEWEkEAyggUCOw2arcFjkbCwQrB1CxELmLWiAY+8uhWe1kpcPKU3LppeDENpCoo+mo7howfiCxdcAJ/Xg+ysTPzg+9/Df914g+ok/bvf/RY7dmxjz4R7nn3DI7u4WYuF1LVf/pJqYsvNzcF/f++7+NotN6N3WWncp0NOTg4GDRqEzZs3Y/Hixdi2bRv+9re/4fXXX1cdtr1eLx566CGsXbtWxJAgCIKwByKEhD3liaaRyCGHCGzNwpItTXhk9ibUtgIXnTgSXzzVjzwfCSX2Sp+2qjGyYdomTItrlYCMzCC+cevXMWHCeBIfa/CrX/0S0WiI9uxfhCROfMjffr8P/Qf0Q5/yMgQCfhJJpmoKSxz9lZeXhzPPPBPNzc34zne+g8suuwz33Xef2veTn/wEM2bMQHV1NR555BHEYvxqEEEQBEFwECEkUCTwkOzRSMxYznh13UAjsvDMqhb86pV12BDJwWWTinDztCBGwES+RarIJkFBQoXfJO9VHXacqMTr/BqNrOws/OEPf8SQIYMxf/48vPDCi6qmZ38VMix+WOS437m5ubjrrrtwxx13dG7rCm+//PLLceWVV6KkpIQEUwDTp09XYoi/r732WlVjFAo5TWeCIAiC4KJRCVzaCtKAuro6/PjHP8bdd9+FjIwAV73AJtFik4DRVZ8gAx47xHII7cjAS+s78LtXqxGFD9dMDOJ7J+cjwH2N3aHwrEcSxsXbtMO0bHgMr1p23inGo8ieoPP+Pxx//PH4xz/+oebyYeHSU1hEJRNBjDtJIofb0tKian24lijxPK1tbfB5vfD7/fEtgiCkIjyL/J133ol///vfyM7Ojm8VhO6RGqG0IqERjDSCRssaiZawrcOwIiRkDERtP2Yua8IDr+9EVrgBl4zNwxUn5MOnddB+C5aq/NkdRmKYjuzgMBnn8/TTz8DgwYOxdOlSLFy48KD76HQnghjex46FD/cXKigoUMvuuXg5OytLTfooCIIgCImIEEo7XCHiCBVetzQbBscETceijSb+PXsbmqJenD15CK6fkYFSP0UUzaT93K16t/Bx2rnc8JLDouTSSy9Vw+hfeumlw940xbVDrmMhxN98TnZS+SkIgiB0RYRQWsHix/nJubsz191otoWg2YaY5cXMlc3446urUBHNwIWjA/jyCZnoR4dwPYpJn9z7x+gMw3KC4+Yn/u4Gro0595zzUVRYjA8/WIhduyrjew4PfL7unCAIgiB0RYRQmqJxZ2dSMJbmRbuWiWc2deD+OTWotXJx4YQcfP/MUvQPhOAzW+G1I4hoPvUCU37nmDPnkFO7wpUs/FqM7mAB0q9/OYYMGYLqqiqsX7c+vufw4Ioet7msqxMEQRCERCRnSDNYskT4Zydxw0PeO0jEvLq6Afe9ukvtP2NcGa4/rRhBIwZL9yKmBxDTPPAo4URofCw7+mcBRM6Z25AEiPKwJ6omhvYPHjQYlmli65YtavsRa6bi0x4ul0jX9UOENO8Jwj5QyYMtkWOjDlc6FOIkDpg5hp+1CKE0gZvBeIQYOx7TZVKsDVEc/mh9PR56exNszYdpYwbimjMDKONBZWaM/BowSQRZdAwfzQZGda+m41T8t9ngxB3t5skYlbfEBBFfHjZkqBpaX1VZrTLzQ95U5Z53f+6zYI/zHJ4LcPtACYIQJ54c+MtQhTXHxrgpT9yhdY4E4k+yRfTnrB862L61traqVy65tLe3q22H2vaJENoPiZ1v9+V68sMkOz6ZO2Q/NgXDTVthcvwGeb9lol3LwMw1IdzzTh0WRQbgohFBXH+SF2Xk2WOG6TMASw2vd47n42IUXfi1YSYJH80y9na2h26OjI9F0cpJH52pJjc7lwfoo66qrnNbp59Uce59sUpUjpb38pQc/q0jkUh8rXs4Xrgdvw+1MRCE1EBH0NRgcBIkx68LSkyB+3Js32K0cCCO/tPWsTRpI+eUiENk6iLOiOL90NTcrOZzOxBY8Nxyyy34+9//rgRQTU0NfvjDH+L2229HY2Nj3Neh4agQQmzcj3UOR6b0aTI7fqLqUOViyDabkRNrRIbVimYSMi9sDuPBOTWoavDgO+NM3HxGAfr4LATCFEk1Uvd6B3zkAhTdg/FvHzmP1gEvrcPTxRnxb97HyxqZH42Si8YTL5rIzNTg0dsQDtXRJdHVqVFoh9LxeY6QI4monBV3neaCrusA+GjhwgOe9ZpFEL8+5Nlnn1Vxo62tDU899RT++te/Ihxmky8Inx6OW4mFsmPD8TWzydPQoXH/Ry6yRRAwQzDYWR37dR67HV677YBcsuPTxfnIZVucV5CNs70UX7jlYP88//zz+OUvf4ldu5yuGPuDBdCf//xnzJw1Cw8//DBmzpyp4qZh8LsNDh1HVAglZvTJI3b3zh0Sza7rPjfcT+s4rJ6QLIxkrqckC2N/TiPHCj3KKp07OBvcKToD7b5MvLyuDQ/MbEITqeqzxhfjuun5yDRsEirk18dj5X0kePxkRHzQ9ABtNOjbA5sd1xJpBoXdvaOQlB/HsX8K2B9EhMJuinJmH2+mo+1c63RoXPJrOdyO75Fn4t7D8Tbl+IHuv5jUt7wc7733nhI4XCvkxuFk8P4XX3wRP/3pT/Hyyy9j3rx5+NnPfqaW6+vr476EY5Wu6bg7JySBOyuS08wYIlRAiVDyC+sa2UBOp2STVIa9P+cj23SAjjL/dHQWPSeLnpNJLkbOInvPj94bc2zXvty555yjxM0f//jHPZq8usJ+MzIy8K1vfYsK0Zm4i/w//fTTKC0tVbVCPF/coeSIzizNp+a+IofqEg55v5NjHK6PYCnntcKoqm3Gt3/6e9z03Z/g93Nq0RAK4uxxhfjSGX4MRJSya860d2fczidlyBQhNZ3LWDz1ovPNe/cvER1/bkjzKKP/4peuxSmnnIKnHvoXTPqt9PjvdSyb9WRSx13ffXeOo0dJdPVNYeg6tm/fjltvvVW9F+0b3/iGegN/slFunFZ4Ysqvf/3rylBkZWWpl8n+4Q9/wEUXXSRp4CjGtXfdwca/p8hIyL2Z89Y8/PIv9+Hhhx9EZlZmp2Vj9pc6jlxueGzCMdZDz8xLSshP+cT+4iPHcW4a43dAcq0Ov+0gPz8/vndP2C/XknNt9z//+U+Vfr785S/j+9///n7TUk85okKIb1TV6vTEANDlujVBXTkcmcCBGic+94Ge/3CEmQzuFM3Ob4WwptbGV37+ZwyefDqW24MxozSKK0/ph94BC7rZQeo+m04YI99cnRyDbjnCR0n9eKSz6JsjC7+TbB8j5uPwPbr3aWP9xk34wf/7GU44/jj84kffQyjSfWngWEJXf/Q70fPgJbWNng+/toTf4ObR6RegZ6dTyZQepjqiK/x2fK7pqa2txc9//nN86dprccnFF8f37g0n2b/85S/qNQI8W/a4cePwwAMPKIMiGePRC//GmzdvVi8HTsQ1wfzdU3Ps2pJDacY5zEMZ3meJZWtYtrkZzy1dhYknnQLLH6T06IWH+y3SLe3Pmqq7Pkbv/bPDtWVc+68h32xBnieMYqMNQU31HNoLN25zvs3ihvv4cHcALvxdffXVcV/JYbt4ww03YNOmTco/FwIPNUdFjRBX63/00UeqquxARUJX3Id8KG/HDetAwtyXH97n7u+pkfk0Qsgmo8ARNWh1YLVnGLZa+Qj2n4gWf9+4j+5R1+hes/o8elHJ8lM8p09HvJlPXcVuMuxWBLa+gbK6T5Br1ith1K5nwtvlaSbGB64F2rBhg3qT/m9+8xu1LRH2594nt7Ffd911qiaJXzbLJSw+Xjh6iZB9e+rJJ1Wnz67wb+u6A8H115NjDgQOy22ePRaxKHPe2VGEjaVnoD7mBXxBNQLWSTb0nOj+NCuqCitcXOF0a9NOLkA4td3sq+fP06DjTdNCmH5jHh1rGI5LVQx6fhl2BM16NgmhehTYzchp2YDCtiVxH3uTaOu4I/TcuXPVy7T5hdldceM1/y5sE6+//nrV9M8v1f7Xv/6FAQMGxH0eGo64EGLHVWX7ai/cH4f7Fo7gI/rU8JXrdhQVrQZ+cveD6DNyKkXeImfnfjAtEpb7r/o58pD9OnJCyCkVuc4l04jh4qlFmNw7AA+i6ncIkd+AWkoOv4/t7rvvxt333INhQ4fGtyanurpaVRNzKYnby7nqmGuGhKObfQmMgy0kHY64f6zaPE6Dz73xEb52//sYOu0sDBw6BJdO9SOfbBk9YOWD743NGqdYRqVgeobuY+zJrfMhfCwfwt0Ifn/XPaio2IUffu+76F1aovykKizzWvQMZOgx9MrUMCjPAx6XvD/4ef3v//6vKsz9/ve/V32AEnHTCP9O3HzGhbxnnnlGva6JCxFc8OM+kofyBdpHVAi5cE0O3/CnKYUcDqPgPppD8YichOZc24GGd2juhc5lhVBT34Fv/+Q3+OXv/hdmMPVqDg7hz95j+Nd0HcOX4icrkWcA2bSVW8U4ZnNPLO563hWO91VVVarKl0tHnNCZfTVzvfrqq7jtttuUEWF/V111Fb7/gx+okqlwdOKm++7SdU/tTaJNERz4yb317sf40q+fwagzr0DIm4NrZ/TGFeO5NtYttlgwNcMRMeTcFOM+yZ6ae/c4Ly1ceu1NWLhoEV5+8lGMGTMyvidVsdBBn9wlgEwdvKQuddrm1qwlg23V+++/rwaG8Giw7voHuSxYsEANoef+kNyfiDtZc2frBx98EKNGjdojrXyatHBUCKF040AF36cydOpX5Q86lxVFc20VfvyjH+NP9/4VRib3uD/4SCP0BK6C311bxAYjGf/3f/+HdevW4Re/+IXqAN0dHHe44PCVr3wFn3zyiRJAzz33nDqGq4z5VSbCsQ2b5AM1y/sSy+nKe3Pm4Wf3PonP//dv8OSHu9BhGvjedODcqUORpVvw2yGYeoayjl2fMj/2g8kR2Uwb5K7+8vVY+PHHePHppzBi9Kj43tSDxaQOnnSXB+WwxOT3UPKnGZdFyeGa7C9+8Yu4+eabccUVV+wzf+OWom9/+9uYPXs2vva1r+Gb3/wmfkCFvVmzZuFHP/qRsoFsDw9FGpBUlA5oHlLuAYQMP8I8vFv4DHH6HnBC6y6xsXHg9nIeLbYvEeTy6KOPqpFjQ4cOVQbi3HPPxbZt25QgEo59OHNg434gTkggrmw0XUOZXY9rx3pw+/QcFGQYuO+9CGYta0SjSc/MzoBhAh5y3i7OR87fE0flTD+dk19MbTV3IFZZh4KYhtxAcK+wU8lx53Pd9kEj57M1ePm50zPYX4zkEa6DBg3Ceeedt99CPu/Pzs7GxIkTVYdqHhjC3QFOPfVUjBgxQhUWDrqioAuSko4AyQxaMvepfmQ+lI/nuWw6w+Gf29HtwmcHjyhzXTJ41BjPl9G37/47sfOIi0WLFiEQCKiJyYqKilTJaPz48Xu1tQtCWqFsHhC1Y1Tgi6oh3Z+bWILbp3agTY/hr29txxOLgdp4OlRv4SDHA8rckoqt27Ru9cipY+m8azavx8ZdW5HZKx/Z+bmdYaaso3t2B8NyFsOb3M/umDJlimreYoGzP7gPEI+i5WawsrIytW3SpEmqSe34448/ZCKI2fdVCylAPKYKRy3cTs4J+0BmS2XRxJ0H//3vfyvxw6WigQMHqllXb/rqV+O+BCF94VFfFokgbpDmfjtnTB2Ja2cMh9+n49m5y/Dakla0kRiy3CqkTke45vJAHcHnYz78aAFaO9ox48zTkZNLQiiZ/1Rx3bLPnQgGg8jlZ3OAcA05+2fR4zoOw7WVh0oMiRBKB9QMx8IRYz8GhMVMT/qN8egJ7ijIfYV4nWsP2Vj4SCQJQrqjZE1CRx9evmqMHxeeMgRRPYr739mGWR9UIRojscRzfvHM+/TNR+6r5rY7OHzuzzJnzhyVFk866aRDlkELnw2SQwrCEcYVMwcCG12uFXKbTnndNfoHKqYEIV3gmgN25QZw1Vg/vn1WP/gzLPxpUTueXtmMShgIgUfRci0SYJKzD0LDVFZWYsWKFeoVEFxT66ZN4dhAhJAgHENISVMQegYXENqhIV+3cd7oItw0JR9tWjv+NncrnlhqwnlDHxVGSLdwhkiSSG3hCWm5E5GmnNq0B4n9OLkTMA/r5o7AxcXF6pyJhZTPAj6nFIYODhFCgiAIQkrDQoaFTpByvM9N6YOvntoXHo+OZ95dhVeWt6KJXymkhI/jn6e8YHG0m8TlPWEx9PbbbysRctxxx6l1dolC6bNEaqJ6jgghQRAEIWXhV174SBsocUKCpoC0yQ0jM/CFk4ehLubBvW9txysfr0WEPbM/+uI3LrqwrHDnAesKi5+Ojg4sWbJENVlPmzZNbT/Qpu5DBV/HkRRfxzoihARBEISUJ1Ee+H0eXDvWjx+cnIU8j4m/vZ+N5z+uRj0LCjumJl3k9wM6L8/orChSIsMVHO46T/jH7/ybOnWqmtvrs4ZfTxUOh+NrwsEgQkgQBEFIO4op97t8Ql/89MRc5IRb8ad3m/Gv5QYqdZ541k/qh2dOjiFKCkrT3H5De07i19TUpKay4BoZnin5QCZEPVD4XDwy1IVfVMovHk0UPfwW93vuuUfNKcYj14SDQ4SQIAiCkHZw5pfpBU4Y3RdXn9MPAd2DV+euw8ylHWjjPkOsd7T4+7O61AQxLFT4vVnLly9XMx2fffbZ8T2HBnd6jJaWFvz617/GJZdcot5FyLMrz58/X4kvFkU8bP+jjz6SWqFPgQghQRAEIW1wm7kY1jrZPuCs8UFcelo/tLUCf39tA95ctA1mvL+QEkK0zMKHR4ZxLQyLEHYzZ85U4Zx11llqtvee0NjU1Ona2tpUeIl4PB4lvF544QX1+hxufuPX8XB/pNtvvx11dXV46qmnsGHDBiXEDmS2ZiE5IoQE4RjELZ12dYIgdIGbtvibFRBpjc6h8Goji48Qcik9fXGSjm+dX4gcPYB734/g8eV1qLR8MCwPJziVvu6992+4+OKLsWnTJrz00kt49913VXMY1wYdyGgt9sN9en7/+9/j4osu6nQXXHABhX2veoVOItwU9vjjj6vt/GoJPifPQs+C6M4778STTz6JXr16qTe0S/o/eOTJCYIgCKkN9/GJO0vNIk0SiHQLOyZgR5BHSunCiYX4xnQPjLYW/P21Djy5BNjIb3OIRFjFYMfGNdi+dRNef3sOfvLTnyqBwm9E59fcHKgQYri2x61V4iYw7v9TXVOzVxg8SeOWLVtw2mmn4fTTT1fnufHGG5X4evnll9VEjtxkxjPNM26YQs8QISQIgiCkFUosKMHATlMiR7NM+DUTZx43CFefMQh+TwwvvbsaLy6JoEn3ImpraGhuR9Dvxz8eflSFcdlllynHsIhxXXdwrQ0Ps7/11lvxzDPPdLqnn34at//oR2pfIhwWi62MjAw1QzaLpnHjxqFPnz6qTxA3iV155ZXKrwigg0eEkCAIgpB28NB4NTxe4zYyGx47Bi+JIR73dfbEXJx9ynC0Wz48/HYl3vpkO6pq27FpeyW8ho6GpjZMmDBBNUlxrQ3PLM1Cxe1UvT+4PxHPQM2Om7YGDBiAzMzM+N7dsBBi8eP2P+JzcA1Rc3OzEk3l5eXo3bu32iccPCKEBEEQhLRi9yszSLRoBiw9oFxM9yFMuWI/L3DD8cB/zeiFbCOI+xeG8NtH38aGVoP86DD0CDy6F9/4+m24/vrr8f0f/tipCeJmN36J6yHCrWHiofHct2jWrFn43ve+h507d8Ln8+Gdd97BwoUL475Z0+1fhAl7I0JIEARBSCtsNS8QqyFHCOn0xc4g56XNPHS+FzmedPHOaZthduzCrJnPwRduR67lQU7Yh9lvzMaGLdtRWDYAV3/xckeEaJSlUniHiry8PNUfaOvWrWq+oh/+8IdKBHHn6nPOOUeJo3/+85/q262Nkk7TPUeemCAIgpBmaCSG2MVXE4lvY5nEtS4Txo/Hl0/ui+ZoCG3ZxSg47gJ857e/xb8ffRhP/OdhPPXYI7jyyis6R3xxxdChYsiQIaoj9KJFi3DXXXcpkXPTTTfhF7/4heo0zft5UkfuLyS1QQePCCFBEAQhzWDR4LruYU0T8Ptx2bQB+NF3bsGEk0+Hf8TJCPQdiRlnnYWRI4YhL+hxapRIpLD/Q6iD1NxAX//611FaWqr6EfGw+//+7/9W24cPH45HH30Uf//731VnauHgESEkCIIgCN3AwiYz2orrLjwJ11x9Pao8g3H/+8DjH29DpWUg4gsqOWXFm6RYFB1KTjrpJDz//PNK9PAQeu4z5DZ/FRYWIjc3V5rDPiXy9ARBEAShG1gImd5s5FsxXDIpE9cfn4Gw1YE7ZtfgmZVh7GIPugEPfe2hgQ5R1RCLnIKCAtVfiOcfSmwCcztTC58OEUKCIAhCSuN2JE507vZEeC2Z41oer+FFNi1ccmJffGd6HjL9GXhh7iY8/7GNerezUbwPttImXd1hINk9CT1HhJAgCIKQ0nQVDImuK7xlb8efgIe+c2nx4glFuPKckWiPefGftzbgtUWViJLYseM56mHSPXuxr/sQDhwRQoIgCILQA3hiw2tGATecVgivtwV/fc/EEx9sQX2M1ZAJ3eIRZCYt87pzjHD0IkJIEARBEHpIby2Cyybl4MfnlyEaacOf57fhuZUR7NIMhHWPEkH8x3MSxSuUhKMUEUKCIAiC0AO4g3ILqRsfCZxTh5fg5hkFMBHA429vwLPLTDSrV5hxg5rTqEZyyDmOnfqIO+GoQISQIAiCIPQA7pMTI4nDGWiuZuELk4twzdkD0B618eDry/HWshpE+G0bpIL4fWbOH+GKHxFBRxUihARBEAShh+RYOvw2T6JooJDWbxtp4mun9YKhZ+D+t9rw4ofVaImREiLRwxkt9xpi/aNaydSHcLQgQkgQBEEQDgKn2ctxXp8Pl03thR+dnIVsrQX3vleDx5e2YQv7sk14rQhluE4TGRMfaS8cBYgQEgRBEIQeovFszl2GrQdtG+cd3xtXTS9BRDPxxPyteGIRUGN5ENU8sNTb6WMw6TA+dM+jhSOFCCFBEARB+JRw7Y5OQigDFs6a0AuXnzsOIVvD0++sx+tL6hG2dTWCzO0xJCLo6EGEkCAIgiAcKkj8FHtNXDBaxxWn9YNmW/jHvDq88tFWdFhOTVBiE1kn0k52xBAhlCbw+2rUDKTxdUEQBOHg4cyzq3NayljRGBima7htrB93nxpCg+bB7+e14umlYdRaXuimwR55ykXViVpE0JGFfztBEARBED4tGmWp7AjLstRLUk+YPB7fnJZF0iiG/8zdiMcWmahj4WNRBmzZMLjfkHBEESEkCIIgCIeKeAdqroVnNFI8X5hShCvOGAVT1/DcvFV4bWkD2kkMmdxbSNUGxecZEo4IIoQEQRAE4TDhIfFTrIdw2XgPLj1tMFpjJv4yrxrPfbIVLZQFR1k42RbiUw4JRwARQoIgCIJwmLBI3bQhEwP1Nlw91ofbTslH2PDirnkteHZ5M+p4+mkY8CoVZKk/tcTrvMhOFNJhRYSQIAiCIBwmdE2DX2mbIHJ1A5cf1x+/OS4GX8yLJ9+qwPNLgEraa5EfJX4I7kCtMmfWSE5Lm3AYESEkCIIgCIcRXQkcAx5SNQHNxtlThuD6swfSNhvPz12Jmcua0KbW2CO5Lh2opULo8CJCSBAEQRAOI/F+0wrVEEYbvjjWi8tOH4DWqIm/vNGEFxdtQNi2STSZ8NhqUL0iLo2Ew4gIIUEQBEH4jOD53Jg8fmv9aD9uPT0bPqMBf3zHwpOLWlBh+RDWfaR+Iohptnodhy7NY4cVEUKCIAiC8FlCwqaDct9Cj42LJvbH10/MQYw2/nPudjyzOIZabhkjPwYsyqQTmsmkeuiwIEJIEARBED5jdFI6Hk1Dpge44ISB+Mbn+iDo9eKFuavx+qIWtFk6bFuDxi8oI0T/HD5ECAmCIAjC4YS1TKIj/JT98p9BroC2/ddoPy47dRDazQz8a04VZn60FRESQxoPrycVpCZe7OqEQ4IIIUEQBEE4wvBM1FeM8+ObpwXg80dw93sBPLu4DnVKBZnQLe5AzW8ns0QEHWJECAmCIAjCEYY7UeeS0Dl/QgluPDmAcEcl/v7mLjyxWMMOGIgYnnhFkA3VWhavWRI+PSKEBEEQBOEowCQx5PNpmDF2AG48Zzg8Xh9eeHc1Zi1tRavpTDKtqT9HELmoJaklOmhECAmCIAjCUUCEFA6Lod4eG1dMysSFZwxGQ0zH/W9twmsfbUEs3nHaEULOaDJVS+RUFe12Qo8QISQIgiAIRwEZlCVnkrN1A4WGhq+OjOH/nepBZiAff1xg4fHl9ai0KdsmDcSZN/caYjmkMnJpKjtoRAgJgiAIwlFIwO/HWVMH4eZJFgKhZtw7awceX2JhC+fcPAO1FYFhcQdqBxZFUiHUc0QICYIgCMJRil+3ce7xZbj+c0MQ9Bt46b3VeH5lBA2mgZhmOB2nYcb7D7kfQk8QISQIgiAIRyk8VqzAiOKCiVm47JzRaLJ03P36Jrz28Q5E1dzTpHxsU72Kg9/eITqo54gQEgRBEISjFoOkUAZK7DZcMhq45qRiBL1+/P3DEJ77eBfquWWM1I9H1QnF5xlS7G4yE/aNCCFBEARBOArg2pykzqbMWjfQl9a+NbEI/5zETWMafvluAx5eCewCv6TVyc5ZBkXVEvcWYjEkvYb2hwghQRAEQTjqYUkEGAYw7YThuGlGL+TpJl55dwWeXh5DIykgnltIsy3odoxWWACxY2kkYmhfiBASBEEQhKMZpYEcIcT9gFjWXDopD1efMRatIQN3z9qKN5duhmVxjyELBguhPcSP21wmJEOEkCAIgiActbCg4SYuzq5Z0JDQ8QC9EcPNo4AfzeiFAb42/PJ9E08uq0aV5UObFqDDLEThoSMNOoad0B0ihARBEAThqMepEWJhZFkRIKYhYJg4b0oRbp7qhREGfvdGDR5bFkIje9M88JJo0slZ8Y7TFmkq0kfSWtYFEUKCIAiCcFTCaoUdZ9W7s2td50H1tF3T4Kf1804ciR+dkUfCyI8X523EE0tjzgzUneLJqVPiNW5aS9gsECKEBEEQBOGoxK22cdWL6/g1HPRF3x5az6Hly8bk4fOnjkKbFcQDr6/DrCWbEbO1zhC4Ekj0T3JECAmCIAjCUQln0YnZ9O51Tduz34+mabh+InD9tDyUem08PC+A/yxaizrThm6b8HJzWgLSfXo3IoQEQRAE4RiDhU8ivF5mA9dMLMD3Ts2CHqrDvW8Bz6+w1TxDYd1H6icEk/6idKgu1UOdiBASBEEQhGMcFkKWAQS9wPRx/XHt9DIEbAMvvr0OLy6z0KwGnunxOqV4fZDbbsYkLqcZIoQEQRAE4RhHoz9+AatBLofE0OePK8KlZwxGa8TCw6+vxNvLqxEjD6x3eKbqTtJYALmIEBIEQRCEYx0SQD76Uj2HSNzk0sLlUyxceUYJbN2D++abeHFhBVoiBvQoZf0sgFznDqlPU0QICYIgCEKqEBc3XstGL5JFV0wqxtdO9MIwq3D3OyaeWhFBhcfxqgbVc/UQ9xdKYzUgQkgQBEEQUgDWM+zcDw9pnBwSRJdMG4LrTymGrrXgiXfW4IklQI3FczLqMPmdZLalmtXSFRFCgiAIgpAqJAgaXvTRRw6JnXMn9cElZ45FTPfi4TfW4PWlNYjatDPunyuS0hURQoIgCIJwrJOoZEjc8ISLrHMsLUo5fQjFURtXTNBx+cnl8Okm/jq3Fq8s3IZ2kz3qMCzyy5VD8SB42Wlmox3qvRypiwghQRAEQTjWidfsuPCqcpqPRE0Q8GgoJWHz1bEB/Om0GPx6EH98P4onVrWhgj3GHEHAkoffXa/mGVKOtrJLYUQICYIgCEKKwn2h3ckTdcrxfX4vJk8cg2tP8kOPtuPZt7bh6U+AKjXczFKzUBvk3FogVSnEHymMCCFBEARBSFXiIqiziojweQ2cP7k3rjprJAkdAy++sx5vrKxFiASPSc4RPpbTTJbiIogRISQIgiAIaQTroRLdwoXjDVxyahlsLYz/e7cNL3y8Ga0kjEKqg5GtmsjYc5e3eaQcIoQEQRAEIY3gSp5WcmWI4uKxQdx0SjYCJAf+Or8Fzy9tRIuqPdKdyRnTABFCgiAIgpBGsM4J0qehe1Hg0XHhlP747nFhtEaz8O951Xh8qYZqkge2HYFlqXqhlEaEkCAIgiCkGQYJIf7zaBoyNBtnTRqAq84cQKrAi6fnLMP8DfXQabueBq+pFyEkCIIgCGkMv7neMAxcO97AF44rRdADVLXZ0MwQYPFr61MbEUKCIAiCkOawGOplaPivKUE8fOMYXD62CFEjl1QCv8o1tREhJAiCIAiCmm8og1RBaZaOfN2CxzKhqXeRxT2kKCKEBEEQBEFQsCjg0WLsdg+bT20lJEJIEARBEIQ9Ua/WYDnEIkiEkCAIgiAI6Yi8a0wQBEEQBCF1ESEkCIIgCELaIkJIEARBEIS0RYSQIAiCIAhpiwghQRAEQRDSFhFCgiAIgiCkLSKEBEEQBEFIW0QICYIgCIKQtogQEgRBEAQhbREhJAiCIAhC2iJCSBAEQRCEtEWEkCAIgiAIaYsIIUEQBEEQ0hYRQoIgCIIgpC0ihARBEARBSFtECAmCIAiCkLaIEBIEQRAEIW0RISQIgiAIQtoiQkgQBEEQhLRFhJAgCIIgCGmLCCFBEARBENIWEUKCIAiCIKQtIoQEQRAEQUhbRAilCZZlwbZt2PF1QRAEQRBECKUNSgSRo4/4FkEQBEEQRAilCZ1CSBAEQRCETkQIpQmGYcDr9ULTtPgWQRCE1CMQCKCwsBC6LtmbcGBotlQTpAWRSASLFi3C5MmTlSASBEFIRUKhEJqbm1FUVLRPMcRZnxQMBUaEUJrAnaU50fPPLSUlQRBSFdM0VQ34/hAhJLiIEEojJOELgpCqJGZlB2LnxB4KLiKE0gSuEXKRGiFBENIdEUKCi+SIgiAIgiCkLVIjJAiCIKQdUiMkuEiNkCAIgiAIaYsIIUEQBEEQ0hYRQoIgCELaIc1igosIIUEQBEEQ0hYRQoIgCIIgpC0ihARBEARBSFtECAmCIAiCkLaIEBIEQRAEIW0RISQIgiAIQtoiQkgQBEEQhLRFhJAgCIIgCGlL6gshfpOa6xQxcs4Kv5HdedWayWtqmyAIwjFDp11z7JnLHq+Q5MWEVUEQ9iT1X7qq7o4ED/1FNVqxLRi2AUMzYJm0rrMHExr/aR56IuxfEAThGMAyYWpUniXbZsTaqJiXBTJtsMisedne8T7hmIFzI3YHgvyyh46UfpZ7RiibNE+MbthEhMROQxSIdKqenkQ/QRCEoweNbReVZ2PwYFfMxvwVFWgKcd23lOoE4UBIDyFERkKzLXjsKJmKGJpMMhbLq7GzJRT3I0JIEIRjDGW2uIBHC7aGiCeIv72xE0+9tQhttB7jd2mJWROE/ZLSQohvLky2gBvGVBcgOxuNZiaenV+Lx95ehqa2CBmRCO3VYWnsuK+QIAjC0Q839yvrRoKnKarjz29sw6pdjbj80rORnSkaSBAOlJRvZlQ3SIbC0jW0GcAzyzrwwYJluO7caRhbngMNUSo5cYOZh/yShyOBTQIs0QkK7ufgGnNeVis2KVp2gpDm8NvTLfjQQCLo3WUV+Hj5JvzknH44sa8PuZRYghbbE/LouiNJwjVwt9TdA1WErrjmTeVd7nNL5oRDRsoLIYZ7BkU1AyvWVOLtd1fgkvOOx+TRmdzPkCKUjz409X/UQJGc47mVxhm+m87VcyC3++fh3+po+rEE4chhkwX3UXLok+/D9V84HmVluSrRqMpttiO0j2QHfbsp6ghB1xGja2rna4uP0mUh5DrBgS2bzXbfjHXaQOHwkx5CiDLOsKYjr7AAX7z4eEwbm6sGi2lczWD6lZ8jn7VytCfHhiHGSzaiFg/1T09c28giSAkh/oGUcxcEIc2hNBKjpJDhASYOLkKJ38LzL81HJGxC5yRCiShGfizbpEUWH0cQOj2n47p2+u5oo2vjNVvVarETdsNPg3+/RH3IgnYvEvYLn46UFkIWpT6+Qa7zySA3tNCHgTlh/N+Ta7FiewxRL8Uub5T8WBT5OGEeKShGc6RmR0ZhdUUDapvbqbTnVWWndIR/N9VgSWLQk9BkyMZBNZMJQlrDicCE3yIbZ0fRQd+zV1Xgwc3ZWLKD1IZSQmzZyKSQ6NASc9UjgEmXs6XRxA8e/gRrmwzAYKssdIVndAnTj7axpn0P23+kK/RSnZQWQk6fnxgMO0yZaVjZhqU7Ipi9MYLnl4fQoDzZ8JI/w3aMxhEhPn+RqgXSDPzl9a1YsLFOdYI8Qr2Wjjz0PNZGDGxp0VUfLlZAUdrMJSNl4wUhraFEwBMGkQgiVYHmkIHFFVRoyCjA/LWNaKGtNqUbD1k1W/OSIxtzBGmnJNxA17Mm4kGD7VOZvCTjvbHooVS0xHD7E8uwemcrmT0WsfGdhFtTFIsdyYJ76pHSQojhiRIZjkttMRsLt8SQ27sIm6rr0dAapkjlSA32tafq5pUukW2P/Ymwv252dntMV+gKSPhwSGEtyPIt4VDemnCOrmHy+gGf52BwnsM+T9N1576u5wD9vrG0CU+/vQTh+LNRc1+S68b7niTzFD9+N12eazLcY/bhRRCOGKaFKGWWlQ0hREMRXHtyITZu2oxKUkIcZfWEZqfuonDX7XtG932nfWfvvuGMm4WPTZ8+OwQ/iTdlb/naVBPZbpKdQ6EuoJu9al/cHQwHe+yBHtPD8HmCzFYtg56Wmz07B/NnlLtN0ILP2yXrdsNPOM9ej4vXk25LtiO9SHkh5MLJbUd9B5bvaMZJZCxMw8YWMh5cmlLVDBQPHJNBC53x4kAjx4H62zc2XQGHFNaDlBi4LOfiXtB+zvNpL6PLKZzV3Rs5vXRnizrpwX73lQDcWTK2V3uXjVorgMqQF/wrJcLXEKUMQB3BH10PTSTZ/s51WjigmxKEoxSvBzHDwOrNlehTUoAZ/Txo7whj446II/HduJ0giJiuHZQT15Luoa/EQ9zj9/SbHPajroX+vFSs0U1VtCH4Mx4CfXGQ3YVns63YY2c3PrsL4HCxv/P18HrYu0XZcgcXhilfUvY34Vm/8socLFiwdI/fYq9zxNe7bu4e8tlFkKYbqS2E6PfVbYNsgAVLi2F1VQx9ojW4oNSHU/LbsXx9u2MfaL9T3cCRsFV98hp/uvmzs+5i0rqp/rhiOkpiimdx5VJPV8cH8reKuG4gCWHy8YzNr/wgx34jJIKo7OScn0J2vnnmWJvMCHsmsURfLBDcdQ6Wu1ardcakvWRwYEZop+p9vdt1JXEfOb5nDpufRBs59TRsk66ProOflU1h2nRddFPsd08Nwyt0F+59uo7X6ZpsPo4WGZ7BySQDt359Je6fs049C2cfHWA2wqDfRrN0ZS752bTTAs8LtbMphN8+uwDNtJ1nCY/RdYXonHzNdGWqg6g6J18HlT65UY37i6nAyfFv4SzSgvpheI2fvPN78HNU96TCSKBz3fXvuq4eBeGzwbY82BnV8PHWRowelot+WV7k9B+Ftze2ooaiJfcPMuIiqNPWqM7TMYq5nFqi9M1phOMxxWv653ppx94wdKzdQeuc3mk1Ht21GKVe2h5VUd8Jz00PKm3Rdna2RWelIDJpY6atw7CDaKECDh+mDuUPPoxgC6qrVEwb+Fi6dpPPq/bxh+PZpPMq68Rhq8umD2Xj2GcS3JNxmBSaiXZ1XJQukK9fdURmu8Z3rS6a/i1+Nhw4H+gcx88gZpItoU2qDJfoeJs6jpbVNZFT0ILq40iLyrCQ42XTBN9FOxmrCB0Ypt+A7ZaXHE97UBBtRJQ3KGPF98zBxjBiwhj0GzyIjuRgOED2Ew8/fk4KWh3GHenVxfDF8r74fpbI7XwsX6civtO9d+crfhv8e+7t+HmkEmlRI2TBjxAlvlU7azC0xIfeGcDEgYUkhFpRESEToCKb88PayCD/HINIl1Pi0jnRqWFclEhoM0cQhhOtQYLAa7fBa4XgscIwKPEYdEyi46AMq4W+SFJolMg5aA6EwtMoAnvZDxsm9cdnZS8UOvnrjKd8LbTmocTit9lQAH6zCQGzUX1zmKrvDIXAnSc5INMIIGr4ETZ8SlhxuO61d4X3sYtRbIjGY0SArimbwsoip3PKIvj4GBmzqEZhcu8DMrDKiCTAtVoWiU/TcMJ0EgwZFS1C1xOAqXtUOPzIA7RNM2MoKe2F86cMomdJ/qJhOp7u38ine4XTx0GF43R65zF+RdkBXHjG8QjQsof90CkClIgDJHp89G3QNsobCD7KQzbOQ/dAizqbHic0NvzKkNBvywaXr5J/B/49uIM2P2/GuYcE2OjsuUUQjhimoaOmwUZdQzPG9PHDoNLDCSPLsH3zJnSEotBUhzq2CVRQoHLR+9VRNFPijGpe7GrxYnurB2HTq9I1p4qY7mRzLIbY3vCxMS1Iad1DNhRoIeWwoT6GDrItttpOhSUqrHA/PpWG4nAmzJaqhUJhEu0E1yY5qYjSEV2XZcQLe2Q3LDOgwuGCK2OYlHbjiTBMqXIHlYYWtfqwNZaJJroH80ByMDr3FrruJZVR1NG1tsWC2B62UU9hNlDY6rrpmviVS+p9lOFW7Ih58S6Z1sfWxvCvJRHMrbXQQs8tTOfk61HlZrbnumPj+UnxJr5qtqObG000UN7iCEU+Awk32s6FuSZybYaBEO186M3VeH9LmOy2F62kdqrIfu2i36LJyEG7L4D1rbrqW2XT82DhmlmWD19BRvx5etBOx4R1+j0pbPbDFxEj21tHFxRWJkxdgPoK0XY+P8+5ELCpsM29QpQ9Y0cCT29R4qzWtEhcm6iJWfSb02/CN5jiGL8g4suph/rRnUyuPqThife344Jx5RjS2wOvx4fZn1SgX1kO+ub7YJBnjWJXK/347yyrhp6RDU9ApwhFEZFSm+WhzJn2+6nkwLUULiFQYtQMZQi4o3OExAG3gG/Y1QYt6EeQDJFN/lso4oV0itAsgChFOL2BKBJTpKyM6PCRAWObxQnppSWtGNpLwzBSbEGKwDzrNY9tI5mFDjoHGwR+mSJ3haQyBCUwunr2x4mAzr8rrGFrA98z7SLRx4mGB8hxRasaPRIvIXai9lFSoH0hUmAswrgUqdrw6Tz8SlqbrpOvT2dhRFei072oRE/7VFKifWwUGTU1geoHwLVczjVtC+nY0kAJnLSOlxSMn25Bp2dp07V3xKhUS4apd5ASLwmlOvqtGui49yssVNa2Y+iwAoTpXtjocS0Ra9ZdzSTU/DH4PXQOOkkLXUSAMgWGTk9+SXo6C/CozICeOH1T+Ziuie+Rr5v8k/FVtXG0bNBvE6H75akW6uiGNjdr2EH2y6ZH7KFHTV98Y/zZBSd8QfisaaK08NqiajS0dlBhoh9yKZ56MjWsWr0TuSX5GFrgV+mY+53sqInh96+sRr9BRZj1cQ1mfbAF722oJzthIL8gCINsHNs3HmTCaZ4bsFbWmPhkWxs21EbRaPmxtj6Ch577BOOGlCMvqKG6NYJH56xCWVEusoMeOpLTB9srYPGGWry2tAbjB+ap1FHXYWPW0l2YMbIY5WxzaaNJdqWa0uXmeh1LtrVjWYWJKGW+mVlsI22yEXwlBnaS51c+3IWX56/F3KXV+GhlDeyohUHlZKfp/lSypHvstG1dkuPHFSE8+vpa5PYtwbxF9Xj6/S1YtLYWjaQMevUKIovCd0fWtXm8eGJBLd6cvRQ1VQ2orazFJ0u2YN3WJvQrL0EG2Slv3FawTa8nW/HBVhPrKsOobtHo+et44JV1KrwBZZlUEGYzZKCObM3CHSG8T89lVSUJzIAfTy3cCG9uLiaXBjF3+SY8/+4WfLy5A2uaPKjaVoF167Zj0+ZdGDewiOyWB396bhOq602M6ZeFxsY2/PWVVehV1puePRUUWdSQLWsgG/vUnPXIyzSQQ4VGzpNaKRNYWxPFoi0RbK6lQqnXBz8dE6DtykySq4gYeOzDZjz/3ha89clOLKbn00pirl9JprLXiXBhnf9ShdQWQgwLIYqsa3a24036YW88eTByA1FK9F4s29aM+pZmTBpUTD80/awUG+pICd/z2HvILCzFqk1VeHLWh5j98RZsrWxH75JCFPr53T4spSloihwshCrbdSxe347FG+sowvlg+Q088NgbKCgtR39K8Cx9nnlrGZWOclFaSCUcFhUsiCj1rtlWgz8/vxDjB/ehyMxNbMDLS9swuBgYQYkoSNGUhVY7HcOGZCklkiWkciwzSBHZh4DXo6Ijp+G2iIb3l2zHQ6+vwpsLqKSxeB3Wb29GeZ9eKAqycHJKel3fSK2iMwmXFirKPPzULATz81GYnYlWEh8hKnF0UBHD7yOhZrJ0IEOpmzBpO5cEd1DRY+W2Bqzc3ECCIoDsDAPcj4+r5HnUShuJlFnvbcb9ZIDfXLAOi1duwS4yqqP75cFPyoLvbdHKary4YAdOHVeKXY02/vnMHLyyoApL6jKxq7oGi5ZvxycL5iEWCWHEoDJUN4Rw9yPvYNzwAuRnZeDDj9di4eoajBnci+7FqVljobO+qgUfzl+EoUP6KmHHJr4xRCXDNdVYtrEKLRELWcFM0pFk+un3ZyEUJYO1bEcH/u/5BXiTfvc5i7dh7cYK5OWVoDyPm1kdY7kn/ARTxygIxw71URvPzd+M/pTGTx6Wo2pNA/SxfmsLtlNmesqQLJVmo1R6YMHz9Op2LCU7uH5nPQYPGgItJxdvfbAatY1hHD+8EEEyglyw4ALau0sr8JcXPsTCtZQpbqzG24u2YU19HqW/Zpw6tg8of6RzdODxd1Zj8vByFGf7qGjGNoaPJ/GxvgEfbm3F2eOKVeqo7yKElNShdPnMiiY88vw8vL9yJxZuaMKypZsRjWkoK82ldNkBj+nHA+9VY97S9TjhxGk4bmpvZGWX4P1576NXXh76FmfGU188Hca/EtlMoun1ZWEs2hRFxc5GlA7qj4yMDHzw8UqEwx6M7puj3tbPNVnvrNqCxz+owNVnTcY5p5TjpCmlGEE2ZPYCygcq6jBxVAmCFhX0KA9ZXRHBfU9/gGc/2onVGyqwcOU2EhCN2NLuQVG2htEkAn0smMhWPvJBMx6fvQBrdjVhxbYWvLeqDhX0rEvKijG93E+FL7LQ/kIEckqxtDKE6WPKMGnUAAwsK0XfAg8VdHU88VEjvL4gjhuahWg4hn+8vRG5ZK+HlAVULb5JInJLvYW/v/gBJg0rQkFejrLBj7+xFE+9uQIrtrdh6bqdmEO2ODMvFyNKMlShNkoF9afeX4XnF9fgpGljcNyUPiT4CjFrzkKM7ZePXrlc/74bEULHHDaV8DW8QxlapbcQXxqfrX5A+u0pg4/go1VNmDKqFKQp4CFjsY3U9Mz1ASzeGcEKEj8nTuqHkhEDKVMN4y3KGIdSBl6S4Ve1ClwD9MLyatzxzE4srzOxvt3A67T+9tomrG0Nou/IfpiQS+KK1M1D8xoQyaaI3UenhMF1QtxopGFFvY0HlkRw3vgyFGdoSgi9uqwdAwttjOyTRUKIEhHFt1mrGnDvS6vwUaWFtW0aXl9cTQaqmgwgX4+NVsrI565txwNzdmDcCcPx5emDMHBYH6yvoevsaME48qcqOSmz5xqkrjTTvVREKcG8X43KrDLMXbULT87fRYarnq6nFi0d7SgtoTA8BnR6Tk2mgX/M24qH3tmID2s8WNKcibcWb8TWunYM6JODLJ8HjXRNb6xswCMfbsWJp43Btaf0Q/mgEiqFhuGzWqm0VEDPUMOSzSGsrqFnMKFQ1d5kBYPoT+I05AuQPrNx1TmDcNK4/iSeiuEL+tFEgm/uKh2TRxcjJ8vA1maTSlbtmDy0ALlUymEpxLVo/17QgtqqnRg3biDosrFgXSPuebka71PpbWMHXe/KWsyleyvplY3+efyKFRLMbcCfX10Drf9AfONkMoB03nDYUgJu8sg+CMZrnfYkieUVhENFXHtTylWLrqOkg/VNIcxeVIEzThmG4TmaqrXkmBiiAtmrZK/OHF2AoNeASQZva3sYr3xSTYU+C9+9bBSuHBPACQN9KO1fjA8/2ojC3n0wIMeDdkqDs5c34G8zl+DEUybjW2cPx/SJg1BSkosPNrSjnYzU58YXoTQbqGgO4aUVjZg+ug9607HcLM2FkQ76XFYRw+IGHy4bna1qk3lsyqxllZgxwhFCXAvxzqoq/O2dEC46vg+uOnsEzp5aDJME0Oy5HSSGdIwclIsonfAXc9ZgxvGDccH4TIwN2BhWomHcsHIUluQgQEnSKQ4mpMGERWZraxQvLWmH5QnipxeW4oqxfkwcHEB5cSGen7sSRSQkywp8aCUl9M/XNmBQv/64dmouenttZJFVLqFCqq+8HK9/tBZ9R5WjT1DD5rCB+19YjXoq4N586ShcRfZt0IgyrK71Y2FFGEN7+TFpSI5qzn95CdnTD+pw9edG4NrThuHiMcXYFPNhy5ZaTB7UF8f3NlBGYmN8qR9lWcB8KsReMrEYnxvqxYBsKnyT3eF84LmVLcjI9OGkoVRIDnjwSWse1m6pwMmjyBbSU+A4Mm9VNZbWxHDZjGFUuCYBNq+KxGYMV5w9GFdMH4hTxpQjy5+L/7zXjNG9LGTnZ1AhGHhgXisunJCHaybmYSjpnqklOo4bUUrPJQCvh/MsKtzaXvotWcJ2ecDHOMmsempBP1qDqWHxhkZM7B1EFW2qJ0nQZFPEG9QHq7g9tJG72pJX20YmlYiqDBMN0Vr87IoB+OqkXrhtVDZ+cu5QBGNteJUECTe5cFvq+noTj8xtwDVjWvG3L5XjwStL8fcrykF6BrGQhRA3TfET5kZlfwTt0RDyaJ8jd7hRKQYfibE8iuSJE55xVTaPknC3vFUVxd9eWYFxg3vhgWsH4snLy/GHa4bDq9v4yUu1qKUEyVFzy9YmEkajcd3kHIwpCuCMfpn41YXl+OIJ/VVfGjUrkZZ8IrNMO0QlQRJUdhCPzm8FqnfhG5/rh99eMwK3TC/HO0uqSHxVod3QYHoCeGRlGHOWtuGLZxyPx64dhKcuL8I3LpqAldsacf/HEUTU+YAVG2owoN8YfHNsLiaTuDu/vxd/vKwI507qr14NwI9HI2HG856w/yx69idTifHzI4vQlwxJX6MJM/pn4NQ+BRhckAMqZCFAJbc6u5VKihpdN6g0V0LGuQNzN9Shg54jG4NQFNi4uQUjRw+FQbe9viGG38+ux9j+7fjV9f1w59W9cMfV/RDK13HfnOVYRiVG7ni9gSKITWLo66cWYVx5Ac6mOHPbmYPx46unokC1jQnCZws3bVOhvgsU8W0Ti6kAxjU9y7bH8KeFIfz83Q787t0wXt1ooNbMVf1iuEaciz4FZAtjURNfGu3FlF4GopTmc+wIppT7UVKeR5lllNIPFYrI79uLazF4yHH44XHFKMvzY2iuTeIhBxdP6oARi6GD7BtfV17AT/bAjxilO5s2mKq45WQrZjiC0lBNXByRow+2be3t7Wp/Yxh4bN52HNe7BVdO6YUJeTbGZYdxI6X9M08fjAWrNqKO7LMWsJCjFWDRWiq41oVREbOQSbaqf34AxZQm/QghTKfkfjLcfM6uK2xfe4U24ovjfZjc26P6FxZQGFP7Z6Ffjo75a3cgQplAA5m+lbUmYoWFeKM6jP+sDeH+BWHc9vhG3P/UEth034EmG37NgxfW2dgZCuN7NwzFmX38GBK0cWZvL351XiGGZpHoijQrS99OBunNVRGcMyGAC0blYHQmMCDPi6+fmI3R+SQeKUx+PkHyx8+Kn1bEoCIwFRZtmwyZJ0b5iDPlgN8gvxYP/iCbTfbvgqn5aG6uxOqI80qOWg+waGslJowZjgGZOlbSo/5o6UZcfSoVjkcVYXiuQXmDhS+fkoUpA2L4zwcVqvYuiwIcpFmYucGLD6oiaIyZoLOjvCCDCn9c+OXrSl3BkKr31Qn369lUAazdWYclW9pw78yN+N9nNuKu57bg8VlrKWIbWLWuSUUsTqleim4ZFDGGlvRCPzIAHj8JBzIguRnAGSdOpIy9ASYlIG4Df3fhJvQu8eKS08Yjm5QGK/++eQZuuWQgiiiQFsrdWWA5bdg6opTZ8vXobDTo0bPR4M6HbEQS4apK7lCoNlPs/2RNC4YWenHZ9L7IpCNtMgQDc4ErZoxAdcUmurcmde6yHC92bd+AJz4IY2EDsJ37JukeOj8Hw0mS75LcnqdTcB8CTmgeMoyjSYB86/JpmEBGooTu+/ghGbj2C6Pw4ZLVIJ2DZrqpBStIoIwrxknDTCohdMBDomxKH+D84wZjISW8BiqBsfEtL8rCtm2b8cTCenzYHMAWutK2QBaokKoiH/vxkkHme028rPitx5f2hLfwiDX1fMjlkmE5eXQhFq7ahXDUo6rbN1XbaGtrxriBvXmqFbz90SpkkEE578QRKCXDGrBiGJgXxNcuHAFEolhf4XSy7k2lMYTr8Ozrm/D6ThsVEbpf2s6VaCwUnWfI34Lw2cDpwEkLFPNogR1nndxHZe36dvTJMRCqobhfuRk5bZvRK1yDkTlhlGVE8PH6CkQ4ylKa0HUqOJBw6VteziFRmqVckwJjfT+0fxm279iB9rCJJhIoLR2UdsbnKVHhJWvnIfvB9Q3DynqpY90RowGfF0E9gPZm9sPdBqiAZ3WgjfzubOpAg8YJitKPewOESuvkQqS6mhubMZQSnY9yWq5zAIXFTesjR1JRkTLg2pANn9eHn1w6GAO8DXjin2/gjscW4TevbsP7O0x08POgK+SCnkGBcpcDXXUA7gLt95LR6VVExoKJX4+XHsHI4f1RXd1MNprElEmhebOwetlWzJ65EIsWLiH7tQGjS4K44axB+OGXpmFEmZfsDNmG7c0opYyhgJ4tj/N1atr5GWsoLAjQc4+pfIKff2s0ioGlZarpkq9F9cMg/75gFmJsoPh6yFFQjqNVfsYML7OtVN90kdzrlX9S3jgkn1xpH3y8nLbT6XdRCb2K7uWM8dl0TUAT2Wvu8TWJnqemOSPwuM9mjH6QPuXZqG8k8UtiKeAloTujDEMCITzz4lL88uHF+POb1ViwI+r0baW4puBL4lYF5ZxNqUD87lIX/uHXb6tBZk4eCnLzofsykV/cB6Vl/TBy8DDKQAdj9fqdaOJ6R4ogKmO2LPQpyCb1TY9H/fCUSdLXoPJcKkU5IoVrHCpq2lBcZKiqZ50UdISO45FjvTI05GUYiESc2gmOwAZFpAiVxij9qP4q/Oh50sQm2sZaPjFO8d4Yj9SiBR7OuWVXO0b1L0ExJTAfRWDDoyvjVVZooCjLg4o6KsNRhn3S5CKcPLEv5i7cit/8603c+ehCzFzcjDaehZQDVVfDbm+4ZZ89cYI+foSO0iCJIkqgPsuEnwxL38IAbCOAnbUWGkjg7apvwISh+cggAWRqYSXueIjsoF4ZaA+F0NDcRndHJaSpvXH8qD54cd5K/OyBt3HPU8vx9oo2tNGz4XvmCEhlU1UDxqhHEycx7SVDvZyQ8NMxU4b0RlUjlY5botyVGx+s3IK+pZkooefDAqeqgX4rKn1x86OP1oN03boZRT8qGuZkZIAfIZd6hpUAl50zGZU7a+laF+DOh+bipbkbUENG2+bend1ejSAcPpxksTvusQhppbLN5q27cOGMIfja5/vj5s+PxH+dOwLXnVWGL52ah89PG4iVW5rQRmKC4bQV9Png9/nV8So7JXvGySwvw4vW5ia0kz0irQSLEgMfxX1muO8cR322ZqrmR2XGTvoN+HRkeXxU6Asry+LUbFuqxryiKYQ2LahED8P3oGq7+Y+2cb88PykRbg53Cn7cZ4hHeVJZhOwZCz4WEfw9pgj41mVj8LObL8CECWOwiUpjf3vuAyzcykPLDWWf2Qbx+VnQdCUzyP0AdQTIhnYSNzZFRXloa7dI3AA+KjXaJIa+MH0QvnP9ybjtmhNw2+XjcNWM3pg+Ogf9e/nUaH2u6s/LpIIyLXIRk22MKtxSmKr2jvIOM0GQRa0o6uta1H3z5bHjDswddM6WNqcgyHTav4TLZHjV2UTPnm0l+6ebzqUfb3jf3vjwE7JRbRaWbLDg8QSo4MyNVzYJHLKPHmcwjRkfVaZG5dK1suiN8nvpKAwebTiybya+e1l/fOWKqZgyeTxW7GjCHx9/F6u2Nav7Upe4+yOliGc1qUtllCLH2u04fvRA/OSsDPzwzFLceloAN56o46bJOq6bomNLSwMWV4Qpo9PJAHhUiSSTYniwM/ZR6Ylc32xKmFoAdU3t0CmCsZBp4RRPGCyaaItGx/vIr0ZCxorwgEwSVrSvrFchdlbXqdoFDpRHmbVRhFxb0w7b792r6jsW47IE+SQjEQz40Nzc7CQWtmBkrLizMje9cSLyUPg8TqPYb+OGMzJwx1cG49tXnoARA/vilXdX4JF3NtIvTSfgnF6ncLuci3G6OHJbu4UcEgncl4hFEScZaFRkoJ1hk8uFfD30bMiAhTp4ED13MiYTQLfPzy0Som30nUHWNMsOoZ83jG/NKMQvbjwB/331FAzpW4JnZy/GI+9uVQaEna1FVG0LF4xcS8C3yk+UF9Qj6wL7sugZ8DNhfxP7+dCbBO77a2uxjUTte1ubMX5AUBkC/mlyMrPQTr8HW2v1sl369lCJjE8ZJlVL+QGd2kIurZ8xMhv/c+1x+N2V4zBiymi8u93ED59YjXUN3GggCEcCru3g+Xoo6lKk5XQzj+K61d6CCYVBlNI6aQUU2G3ItpqpUNKOEwZ40aLztCHNXE4Cv7OP7RgPyWDhwAKH17hQlU2JVw81IxSJqvcyFuRl4cPFFahp55pSShw2D7H3YzHXiFO6icRrMQIU0Ig+pVhL6a2F0q5peBHSs7CxysCKnS0IaX51rYyTsol4mubRo0WlpXhvTTOqw5Qx07Xw9bRQ0B8tqiMbY6IkkwWF867IIkq3YzLDuG58EL+5YhDGjRiIf7y5BU38ci5WJ/xwOGB1d3uiapDpm81gIrzq9diIRb2q4JpD11Tmi6CxogpltLOcrr4vwiiOhtBMhaEHXvxIdY/gUwzs7cO2qjYs38lhky2hE5BJxsp6m+x6CCbZcC/tCVL4/cuDeGtxJTZRQZKH14dMA2+uDmF7fYzyHCp10i2YrAAJtqUsGJPDQkjdJFtm5NEhU/pnAhQP3qXfedaibRg6uBz5fGcUxoB8+tJ9eGFePZpM7lBNv5lFwijiwdptTZgyKBeZPHkRPT8+Jdf3Tc218aWJHtz1pWEYPGU8Xvlok2ou5SkW1Pn5XrmU2t0lHoPwnaU0le0R7Gxow5hRJcij9aAdI8e1HGQMzA4UZfiR25sy0HVVVIqx0U4lAoojiJDEV9GS4xw5VtRZFPljpIDqQz5QQQiTx5Ri3U4yDg1hNFHEMC0vhRHA62uj2N7EpSfuEk0JjVzfsnys27ELu7jHoMZDtknEhCys3t5CycxJpC6cCDiyu9smDfZhwY4QPtwVRTulkohhoJH8fLClBWZGCUb1yUfUR0aPEnuYIungrBhm9PHjv04uxncvOhHPr3W2R0iiRUGJbh9w6Wr5dktN9GXRvVqaj55JLlbRdbPg6l+soZSMxZi+RXjho3psDpPw0+j8po7NZPHeXNOIYf3K0Cs7oGZH5TmcuM/UqCwvzu4bxFemFeCrnxuPmRs9dE2O4Wg3uITqGAGVGvmLHVst+nefg9pGzo20qsxKPwxvyyL1dfzwAOYsr8LiyrBqcjx+aC+2V6oGaEK/YjI6YaytbKPnxPNu0G9le/DeBu67FcPYgWo8nZprJUDHFtOBE3t7cOXkYtzy+eFkGNuwjJ6/IBwZnNjPyYMzSs4El22ppvSYgXwSCx5KP4698pMQyaD4HUTvHEONdF24tlL1A0lm7DltsW3jwgyHESNfpSSiLhlXhNo1y/GXN+vw1i4T82ojuO/tZjy3vAMxbyZClJtz51mP3oopY31YuK0Gs9aGsD4Uw+qWKB5/Zz2d0ECO1arO46Zdhs/JFPiA/5pejpU1Ufz29WrMru7AB2SrH36vFu8s+AhnnTAQZWSPG2nb72ZX0r4oNptetNKNcs2U7vfD48uAnx8Ip3Syq45zwu8Kb1blQWc1ASreaWSlaV+uH7jihHy8sawCs7a1YzMJpKqIH++2aLjjhZ1YWeXH4DJndN75w3QMLMzAX1/chWdXtuO9mg68sbEdf3l+I6rNYnCHK4PEUNDuwNfGFyFkxfDLF1fif+a14VsvN+Ox19ciTHlGO8/3pJ48Pxnn6XQKIcpXdL6nOI4Px497H32LPJhUDjz2YQuqa3diEuV1ftoZpjykjA4dMb4cDy9Zjz++vQtvVbdhVm0IP3mtCdupwHjBqf2osKihqt3Eg++1UV7WAfq5UUkl8xjlka1eL3jaBK5UpPIx0c3DPcZJ+VFjr28KoaliBy4/dQBySHHHVKRy+uxwX5yAz4P6Vg1rVq3FhLHlJGNszFlUi0FF2ZjWP6Danrmkwe2qPPrs9aVVOHUglcDy/OiTm4kt6zbjjY8q0GzlopIE0gvLa0lBb6OwPSjJz8UZg70qwvozPVi5Yi2qY7koKM5CZYeGF+fVYhsZGJ0U+tmjC1GYqepf8OaqevTJiGD8oELVqS8zw4PVW+rxwbLtqNMLsCnkxbt0nkWL1uLiqQMxfXg2Ze7Af95ajXWhPORl+mD6DDSQ2vpwo42W6l04b3KJMnZc5nLqfvYkpvEEYAbmLtqF1XU+1LU1Ia8wT9VgLagEXnhjBWaMLsPxQ7JV6Swri4TY0i1UQmxDpZ2HtfUa3vxgG3Zu3owbzhyKwfketNFp/jVzAzZG8+DJ1xEmsVJN4uN9uiazdiPOnNxHnXtnLYmMyggunFSk2sC5Gl4jA7CiLoadW3fieErI2fQQOSHyz9FCJcDXl9Zh2rAslOc4oxgYD5VsXlrRim11GvrkBHHJxDx4dRK8FGZxQQ527ajHW4tqyLDRcocX76xuxLNvvY+zxvbH2UPyVXx4dkEVFrDApN/fQwaihizntqooli7fjtPH5FO84LvvCj/P1DQQwtEDp1ybaw0oXfPUFi/O34bTxhZgdN98eGkzz4PmzGLG9o0cpYtwRzsWf7IKk8YNRYDs1+xF63DOuN4oyDBU7RBnuNw/sL6e/C1YhtNOHIFiykULcjIwggo0GzZV4+MV67By1U60tdTjjEmDsXhHA6YNzMbwXl4Kw4O8LI+6ntnvLcX762uxcPl6lGVlYPLgctRW1+HssWTHKO13RE3M+XgZJg3sjUFkA7kwWUDpd2BJDnZs2YalSzZj4dIdCIZqcfWpY3DiyF4Ikrluilh4et5mzF+0RU2TsXxLK+YuqULtrl246swRGFzITfoEKzrl9k6LDSTQPl60HieMH4q+meoRKuHINfGVjR3YvJ6e5cQ+yPAb6NMrH5FwDK/OXYtFmzrI1jRi5ScbUUaFu6vOHIJxvb0IkC3lcW/Dy4upgN2MBZ9swIfLalC9s54Krr1Iv1gIhFtx8pg+yCSrm5UVwFjanqN1IExipcBn4bKTByHW0UoF8hacOqpIdXvg5sFwzMJ7C9eqEXNDeuXQ0c798Oz6H6ypVu9qO2lEERUw+Tc2WSvBMLx49eN1VAg2ceH0QSrf4ryM7WX/kiwMysnCjpUbsGr5FqxbV0lxIYTrTx+KMSU8hx5Q3xzG8/NW4JmF1Vi0pQOL1jdgzofr0FLXgi+dNABDC33xvqYEPWN+xBzPUoWUF0L/fr8SA/J0TBtOKplKPDxvjWMwHEPBJQQtmIEly9aiT9/eGJDjx1wSGWV5AYwbkKGECAshHi7PE1O98fF2nDw4F4XZQYrgFoYPKsbO1gwsXbMNi1dvQX3ExCnTRqOFSkUsss4eFnCEEAXUq7g3XvtgEz75uJ6MRR3aIzZOPG4oGYEKnDYyH8XZzvDHOStrUJ4Rw5hBRer8GWSYBgwtRR2pkg9XV+CjdVVoaWjEWVNH4AtTcpBNMTlMkfOd5ZV4bfEWrKfSzIJlO8noVGLZ+gpcMr0fhpdmqAivRiUkMRQxMrANUQPzl1Si79Ch2LptI13nCny4eCPeW9dIibsYl55YrmrFPPQ8csmA5fXqg201TfiASpzrtjagIKjjkhnjceIAMo9UGumg87xLxuHFhZvxyeptdE07MOeTSixevwvXnlqO/pzI6VI2bK3Gsl0hXDSphBKbI4S4vLOmPoatG7ZixtQB9KydEhAbsOZ2C++srMPYckMZURZ4bNB1rwcLdtjYuK0KF07rgwklXrpnfqKa6o8wsG8xdoUy8dHybfRcatBMRuisk0bi88eXooSfIQW+psbGWwtX4/0VtVhFxv/NxbuwZPkODOtXgguP74tMpYy7whe89zMVhEMFxzrup+HUW+po7TCxYE0tPn/yYBRQ5s2ZpWpZ4YyR/ziNk33zk5jfvr0eIwb2Qy+yg82mB1P6ZiNIuZqa/JD8cd8Wj+5DDtnBIUN7qWYyfqlnLyrsjaIC2uQp/TGVCgvTp5SjNMuHlyhNTBuUj+GUiXrpeG56HkKZdv9+A1FSWo4TxpTjbCp4FWfyABEPTqICi27SeUgMNYWjmDCkH4rJVnDGaseAfsVejB9TinEj+uNESuszJvXHqNIsyqzpnnn4aYYXoyf0Rqa/SPXR9Xi8GDqgHBecPBBjeztN8zzIhf+Vcz72IGTqMGMaRg2mAidX0ZMXOkw1u1mGHxkeD8b0z6N7YfGgYTTdT5/+/ehRZyGnoIjupx/OnVZAhV9DTXLrdAkw6ZlRmHTcaCqsjR7VB6cf1xvHDc5Uc6uFmloxfRwJIbZNdLOFVHgc3j8fk0b2xqRhVKgqMMDvE8sOGBhTzsKQhRD/1hraQyaGUt5SSoVattt8wc4gkBCJWC8mDMxTz8eJD2SPc7ORV1yGsyYPRnkuXRvt47yD+6Ny8+WQUj9OnNAP40cNxLSJ/XH65FIMzPGoQSMcBzIz/Cgf2Ad2Tjn8Hp/qszmibwmuOGMwCT8f/LTO8UpdiTpvfCFF0GzupZbC3DNnO6YMyMVEKsFkWDx5PJeDdsM1ELsoMs77ZBcGDcrDmIIAXl3djN70zXM6ZPKPbnI7Lndu1jF3XQsmUZEiP8BDUkkg0bE8ZXpHO/fbiZLg8aLFa+COJzYhkF2MP56XTcbCgk3Hc0dpHqrfTOrbpkifn58J02NQKagKZ40rojB5hmrgjY2t6BewMaJPtnrNBG/jAafccbAtZCFsmmQbKPL6PaC0pZre+A0w1ZR41jZ1YFt1DE0mlbaomDimd1DVXBUpFRF3vNyFDi2KTW1e3PHgR7jg8+NwApWyKtraESEDVpgZwOCcgJp/hBMWT5AfpufI7yHjOUUiYZ7zGsjkESSU4LmzOTfCcbNaLRmyxZUtWFvPncltKlWRkSkOkOAMIIctKF3/xl1U6trSgutO6KVmtuU+VpSEsbDZQl1FIyaPKFB9d3wsZOkAbl185L1qnD8+F4OK/Kodno0+V/+vao6hpa0DIwsyUUi/kXvb/BoVNcMqPcP2Nn63Enci1OAL0jOktQCFzTNM19D+yvo2bK3qUCPGeErugflejCPB1cvgEXK0bS/4LEl3CMIhgbM77o7IL7fR+fUIFOeqKfFlUvzNpu2d+pyEENdycDcSnpaCbUYsFEFG0JnJuZK2F1MGzv2DVK6roBRHUZibqrl2gUfFcjrnfI5rYblR3da8dA08Y30E1zywBP997ghcMJYElTrKQ2FxWubh+ZaqmeWOTGwveZqSQrIt7If7F3LzfZAuhL1wqlHQMp9XLdD+dlrhoeSconiwSBv7pxXnPWCcTkmoUULkQ2K0ziPFDDUCjsPgmpMuJo4Po6/2+DePY+PRcNxlkh9DmA7loIMcFvuPf7If2h0XInQ95Iedex4HdwNfLckS1X6k4X9e3oiWXU24/foJKKab5X5VjHNPzrduR8iGeihf0FRrhU73yZNZ8shi9dNQWCy4lM2Jn6KSHqWXdhbyCBGGfksVIMUI7mjOL+vma+TfmjY5x/GNWmQ0Dac2m8O26DjOwVQo8fD5+VbTg+bjOT5l0P37aQdbfMcDe3ahg5wfLSVIaSHE8YCjCP/OynEvQ4I1Py/xhIhBiiBhKhFwImX/uZSxt1KcpbioIgOXWjhu80/OYSSMdFQOGhkCDtdNIbTYRBHuR4+tAfJ744/n5pEAY38cOkdaPohCi0ciTrR8EA9tVdB+rrXic8a3OMe4K+o8nXscOHz64NEc7KjoRd+ci6uyIZ2N/PPYSpcuhzP8bq7VrSAh9DauOn8CvjA4jy6EO1bz+fj+uL8QhUHWMZ7WnfN2DYu3uQ/LuTCCn7dzTyo02ue8XpY88gZ62K20yO3ufJXseDP74G+Gq75VkLSRj+d5Q9hYdp4//u2ckTuW0rMg48wdExn+cox/fAP75yI0vy6F71Edz72Odj8njbMeK0gLMTISzitDVAcNziH2gMPsuk0QDhEUPTle81Bx7uHnxHEnxqlRWuSU/aD4rdKoglMOiwQWIRw/2Tk1zvwOxfjR5FzYH9kMjYoFVhN5ClI050k5SGxYVOyhw/nYRZUmvv3ge/j55VNx6tA8JVA4OZhUyOSkYVHmbqg0RZk62bgQZcwcCr8/lPvAeNWQK7IHhiNcWMS4fSYZvh0etKBkDt8CYbHtJPvVKQhc4uuO3eNjuJjEG+iM8fAc+Hi6PxYEvMPmNM3LdJzqJEzPjO2lxe9P45oXtgNsh2i7480h/gyobNj5RPmZm1RQ5oE23MLgnN/At5/ZhsLWRnzjqnEooMvhIPiS1KuHVC0M3zc3rrEldHoH8TNWuTE5JzsIUyGYi3nqTOqTd6u+WXxPtMTHu/CrPPjdZ86TcCysqvzi8JR3tue0QNfHd8eTbHJMcDrQ08FWB23jGOY8PL4qZ4lQF9a5RtByCgmh1LmTJPAoCx4poUY1cSQhnDyPo8ruH5nnvjDYcTSjf64u5DcA++g4fqGnirPkT+mdPSIH/1OCpkRtGxRhDR+l16Dqr9MaMdXICxVN+SmrSEP+eLiZMla0Ttu4f4vTGY73Oz+HbofpOjnCOhfNRoLjMTvewsZGRUz6V47ri+hbI4XAjuFWc6fl3Ambm754VIJ6e7zyokLqdHxmDoqz+6hKheSUgWAjxYaFmxRJLqpE7Jye7R0bBeXoCOVI7XC3TRabHBZvY8/qMulDfRN8RrWsroc7FKon2XkdfAVOB07H8bq7g2vxuJ3cSZzONhdeZPGnmhFohdc7nyw9SHWtdI08lNS5XnLkkZfZ4DjHk+OgSVCqc/JzVc+RfzveKwifLRx/ecQPx0tOsRxfVTyl+MgChCMq24ndsZOXdCrgeCjtc9apPKmt7rsRud8jz+zO31xQ4QYm7qNi6Znkh2wZeeYXd5q03SLHr2FYW9uuRsgW5WVSejURJj9c5OLwLTIIGokJTif8XiwWFU4NVowKlFw/xFdO59HZNrFo4XXnujgpu8nZJLvHM37wPcbNGZlKLuh1dfxA+Pz0wQUczuDZxY/ZDZ2Z74ftr2ORCa7Jip9fFY5YBLlZP6+zo3OQgrBZXLCjc/IrdlTtGx3Kcw7xOyBjdD/cz4rrq7nWrp72r2sKY9iAHGRQ6Y4vk0Nj+BpiOhW8tQCJELap9NTJ1rPj/Eqn69JYlKln4aX8R1f9v7gGTRXMaSuLRJ61id85yfkRF/pU4VTB2xxrxf51ErFqXiW+ALrGeMCd3yyUlNVTNXpB8su16E7hWYlR5Qj6LVOZ+F2mJiqduM6NAPR78k/Mv6vz08YjjXKOH15np5KFOpYiMKcZdUw8HIITaYg+2mJkTGg/++HkvjVEiTMSxYg+HkfZ81NWJ6QQVYRiR3QGlbCNvvmciajVTi/04Xp1cbeT4z8HddLdTn3xzXBoezu+L15SpQk30ndeM4VFy84f+9p9ZCfx07BzSne8Vy0QcZ+0unsLL8VDo0XXBCXCe13XSdyTirhdHxSxOwxacv47XeeGpOz2tZt48og/B/Xd6S/RCcJhJB7F2Ca5Sbhr7OPUyyklcZuzxHHYtTvxfcnisYrfJFIo7JhlqM7Pz7+2DMt3hNFKxzeTqw7p+HhFBU4c2Re9C7wUDF8RnVslQwpDJXxOyc45OXNVGTR5UPP7sDf6VEvxe9jz00EdkuAYPodyvBx3CnoYzq3xR/y8e0H7+P46r41h//S8lIp0j3Vx9jkWkQWm4xh3m7LrhoYVG6vw5kcbUKuG/wONUQ0frG2EHQtj4pj+qv8UT0XC3hXqYvlcTg7D63wmZf8oaFeEODhL7JufIy+7jj+dJ+p8xi+PcHzwJx/n+CUSFzqX437UsbyRhJm6Hudvt8fE5dQk5fsIObCKYfhnZ0jpq09d1QQ5NTTxH5p3JP7mvE6O0zg7V3lzlSL33Xl5zhqEbC/Ont4XWd4YmsJB/OqdeliVVfjR1aPQlxSW6qDMdP1m3EvaB3z1+/TmhsfXzY7X+ZuhZXW8WuelxJPvhvcsaTXwP/+cjysvGoer+7ndk51y2x5hxumy2gX3qjmhclnJ2OMeVJiEcwan9Me467vhE7OLH+1e/r5P3sm+vbvX6LDXLapqe95Pe9SyY/gF4bOE4yU7FVP3iqS8aQ8fnbu7et1j3T2EUTvoQ/UloThuh1AV8+LxNzfj9Q0dGD/Ii2BmHlZtqEKBFsOPrxiH4iyvasrmU8YrrhV8BQmre8DnZsf7E6+rK1zb49ZgMaomSdXa7EaFRderXoJs87w2tE6LKlPf02snXFfNu9kDe0lcdz95vTNHVN0Z+EzOfmczf7I900kgavhkYwcefPFj+Ip6YWK5jS11Fj7Z0Iibzx+OS8cWOq0KfAgZYHXffJ1uMLTA2a+bBfOoVd6uzqA80TZaUYvx9b1JfNrx64yH4azFUcfzc+Q9TmBcwFVLvInZ6xyJVplJPBd73uMMxzRpIoQOHRwVuLMwf3LUfn5JDe6ZW4s+xYXoXZiFjpomNDXvwK3nj8dxA7JU+7jiaHjKnRHduf5EuMyyusXAHQ/OwpUXH4/z+uZQoiWj6BS3ktL9ngMj+fF8Xft6WHzUpz2zIKQGyVLKAacON6ntFUgY3Om2I6zjnZUVeG/dRvgML0qLcjFj8lAMyfZSBs0N32QNPX6omY73Rxchs09ICB0Ibu3FXhxC85D4eBIfE18hlXvVu9m21zbjqSUbUN/QjtIMH04aPRQjBuUjn67DqQkjT6oEzfZUHa5Qd8kftIv3qjLXfq49cXe8iNoFDqkrfNSBPv/EMJOF5dKTMI9+RAgdBPxKDO70ZthhNSnfygYf1m7YhfrGEAaVFGJQWQb6FfiRwfGe48rR8oQ7U1FyIVQfM/De4k0YPrQcQ3OotHCYhNDu4xIS3R6XE19Jem7edrBnFoTUIplp6VHq4AASA1HJiyycSTaO0h9PCttEGR5rE34/IPe08SoR5MAz6avRXPulJ5lmsgw+CVyjoQxsFw6heUh8PFyDFH9AaslLZpRrbriloIltqmXw+Dv4NafPjlPvRL7VIbSBFtyweJMaBMcb4htFCB05RAj1FHpaLCNYCPHwR+6p2KL5leFQzb6mgQBZDTXskVMIbztannBnKkouhLjzHfd5YnLIjzIyh1gI7XlMQqLrvJyE6xIhJAj7JJlp6VHq4AASA1HJi9Il59JK4JBdYDOglpzus2pIBe1SNTJUWDpSQsixT0nCPYTmge/MvTunJYAD5x49ZNrjz4fNfFTjxv/4cHTKCxyzz8+HNxD8Tc4Nj6/60wuh+IF7kGxb/OQHRMIFJQ3LhcPryW96dCNCqKdwGk18YtyOTE6NlVJVuhmqpsgZcUTJ4agVQnvCV+6M5KLkRdfLQ83Z0O1OyXtzoEnLZW//CQav8xklPCwRQoKwT5KZlh6lDg6gayCcv9E21S1OpVF+CZATKo++4hGo3O+RvemURtNFCMWLwOQcIeSMNaV1m4ex87Nw/PIUK/xaH2W+Eq8lvp8dX/WnF0KHC/ei4heWFD57T37ToxsRQgeD+8T4e38xM9nTPXwx+NhFnpMgHBm6pr3EdNfVxikSC1Jc0ktz6Bm5nZvVF2Wpqu/SXs9NOFoRISQIgiAIQtqSOnVbgiAIgiAIPUSEkCAIgiAIaYsIIUEQBEEQUhju15bguD++6hXk9HcTISQIgiAIQoriiJ094ZHePNabXzcbw/8H4D4VyGjKuQsAAAAASUVORK5CYII=[/img]
ÁNGULOS MAYORES DE 360º
Un ángulo mayor de 360º se interpreta como un número de vueltas completas y un valor del ángulo.[br][br]Ejemplo : Ángulo 405º = 1·360º +45º , las razones trigonométricas de 405º y 45º son las mismas.[br][br][img]data:image/png;base64,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[/img]
EJERCICIO
[b]1 página 145[/b]

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