Internal Fault and Differential Protection of Transformer
The common faults of transformers are divided into internal faults and external faults. Internal faults are variou...
The common faults of transformers are divided into internal faults and external faults. Internal faults are various faults that occur in the transformer oil tank. In order to monitor different faults or abnormal working conditions, we have set up different protections, which are divided into main protections. Unlike the backup protection, the main protection has snap-action characteristics.
1. The basic principle of differential protection
The longitudinal differential protection is one of the main protections of the transformer, and the protection operates instantaneously to trip the switches on each side. The protection area is the part between the current transformers on each side of the differential protection, including the transformer body, the lead-out lines between the current transformer and the transformer. The existing transformer longitudinal differential protection adopts microcomputer protection device, and the current of each phase enters the protection device respectively, and the longitudinal differential protection is realized by software algorithm. We take one phase as an example to illustrate the basic principle of longitudinal differential protection.
The differential current "felt" by the protective device is the vector sum of the secondary currents of the two coils. As shown in Figure 1, when the system is operating normally or is short-circuited externally, the secondary currents of the two coils are the same in size and opposite in polarity, and the differential current is 0, and the protection does not operate at this time. As shown in Figure 2, when a ground fault occurs within the protection range, the secondary currents are equal in size and polarity, and the differential current is the sum of the secondary currents. When the differential start value is reached, the protection operates.
Figure 1 Schematic diagram of transformer normal operation/external short circuit differential current
Fig. 2 Schematic Diagram of Short Circuit Differential Current in Transformer Area
On the basis of the rheological secondary coil connection method above, the longitudinal differential protection adds phase adjustment, zero-sequence current elimination, and amplitude conversion to the current vectors on different sides to form a differential current calculation method, and then introduces the ratio braking characteristic curve. Constitute the basic logic of protection.
Taking YN-d11 wiring as an example, the wiring diagram and current phasor diagram are shown in Figure 3. It can be seen that because there is a 30° angle difference between the high and low side phasors in the same phase, the vector sum of the two currents is not 0 during normal operation, and the phase conversion is required first. After the conversion, the high and low sides of the same phase have the same phase.
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g9zYaeohZ6MqMQEGj2Lzg+aUp/++23L7MO9SuUSSfNqBmN0TsmePLJJ5fTBfYIWCLx6uPFF19cjsfBC7PMKLMvCBaCsKGB8rMYMAFjyterk2ZqHOvce++9O6M7z1lTFMyEiBdhNAzcFqJ8SxFGaKnuWXtYXvayl3VPecpTysmZKJxRFuLWZQ2M1E/qto4zjt/Bs273FOl1112322yzzTpKtvJrpyl3ylorTeNYtobTyqJAUxbGvL6NxDFIR/2+973vlQuFzCx4cvnMM88sQg5D6jOYUTEagh8jhAOD8REGRu6OK5puhjuTJRTfw8IPHWob2gQ/+yvsBXF3BdyyqRFOFIrQsSDcfhaEAqnrKAsu7HrGM55RFEknUGISj1vXg/af+kt9Jm4dL3DGyQ2ecIqS7E6JNdZYo8xqRVFSjrqM4uf/OJWn4bJyKdCUhTGv+zBDow5ME8PFgC688MJyZ4D7DMKEFEU4UzOpYRaxxg/jo9zIm+C1f+HII48sAhmO/ZHTsPGqGbC9ClkXx4Qt55j5MLLzH25wb2Z4FAidLan9+Z//eXf66adPLElpM2mz6q1uVxGawtVTLH828ZNmeCWYPeTgyNV/4WiW8JGPfGTpwymz8Jj45X9zGwXGgQJNWRiHWpgChzCYMEKMkp9NYpguZYGfcAwnyoLvUTGdjBgVAy6ELmsTpiOV9l3UgrhmjFMUfUGC+nnBj+LiYitM2xXa/osXGqMv00+7IAitMCChaQQ9hc1S2lOf+tSyLKTtpE3X9JYuaZEs6WvyCefPSps6rNPV8RfrG15wZBzZ3XrrrbunP/3pZe9R+nfCxUGPZhoFxo0CTVkYtxqZBB8Mh8ANc7WD3FIEgRxGya0F3WIwzZrRuSfChkenIOBSz4AE50mKu2De8Akd0C/Tvk6Q2K/gtsmEw4mJwlUz8AVDaIUBipKYerAEtMUWW3RbbrllWVZDY2024SGPuki98AscbcgGSe1emlhw2KSTtk4fuKN2tSVtLm3Lpt+/+Zu/6XbeeeeyXAdneCpHDD9mHPAPTs1tFGjKwpi2gTC7mvkFVcwV07FZz90AGFIYTJjPqBhN8sHMaxz8N/XvOuVrrrlmYhNX4qcso3KjqMARvfx3MsJyjm/+wT8K16hwWwn5pB2bEXva055W7g+plbK0d3Ugbmz+qxNxvD+y0047lfV+Sih/lrBNHSavxWpr/fpMGcyqXHTRRd3qq69elGibgmNqZQH+jHTNNAqMCwWasrDINREmORkaYRx1OMbiuJVjfzY7hkmCFQYTZlunG+Z3Pz94OGHgquqPfexjZW06uEVIjIKZ13mE1nB1isQG0Y985CMTo9Y67iC6D5N+yw02WqZNxCXU3/Oe93SPfexju49//ONFgdSWhQtjMoMgfdq19uK/9uTY6yMe8YjuQQ96ULfxxhuXtmX/CSNe2ljxGIOflIeiADfHnR/3uMdNHNVNOBqkX8SPW5cHjWpajUHxGgoriAJNWRjzysYcmL4gc8WzewOMrjKqCoNO/DrNsIsprzo/TA6D9H4FoVxPxWYUlbINE7c+TvLkR/B45MrMB9z4BZ/EGSZeyx32IHoaSTuu+qxnPav74he/OEECMzv1zI8A6QlLbah+s8OlRk960pO6u9zlLt0973nPslHQ8VzLcjbVMuozSshEJov4oRxws0/G8os7FpwWYrS1lD0KEz9WOZwg0lb9T7h0oc8iFqtlvcIo0JSFMa9wTIKpRxj+Y7w2D3qVsmaMmMgoTZ1f/Q1vTNIdCxHI8BIn8VK2YeIrj+RXK1VGcS5qsqeCQBIvNBYvaYaJ23KGjX5oSuDFmAWzBLHddtuVPQfqgKDstwP1YCOgtF4rNQthSUs8dxSstdZa3b3vfe9iKQz3uMc9yiyDWQdtTv0xcZP/YrjwiTLgbZRnPvOZ5R4S/Ve7q8sffNGFkmD2y5Pql156aaEH/CkMmYFYjPK0PFcuBZqyMOZ1H0aaUYX/GDEm5Apja7jxU5RayNXfwypm8EveyZM/nJ0px/Ay6qvj19/Dwi8KAPiYsf/y5VK0HO2EG7/gE6Y9LJxWAlztIPRUXhtKve5pCcKlYl5UVQfiEX5cbboWhEbUli0uu+yyiThmGdZee+0ys3DXu961zC488YlPnHhQLbDGrQ7d70G5/6u/+qty5Bl+cKUs6CehQ9oG2pk9dOLJfSWUB2nQKKamb/ya2ygwLAo0ZWFYlJ0nXMyDDUOIsoBh8MNo7FkgjBNXlvV3LSjnic6kyYOfCL4jAODh2+2IRu9GhkyNU5120gzmGVDn5zs4+jZ17elso9jaCIN/M3OnAPqhNdernp4wf8UrXtE9+clP7nbbbbciAI2sGW3bLILLu9zN8c1vfrOMuu3LOeGEE8rxVnXCGm27/fH3fu/3yr6FhzzkIeVmU2nlF2WjHrHPvRTzTwkf5aH0OAXy6Ec/unvjG99YykQBgGdwzmVmaKDslIU3v/nNnUusPIYmXP9H06SZP4YNQqPAzCjQlIWZ0WlksTCCMNoINplHgGGs/I0wjNjtrg5TrtMmzbARl3cMHKPMwMV/o3cPNWF8wS/xR+HW+IXRoiHcCDGzM7lhMvgsBp7Je7m4aBjaUxTdPuokhD02hJ+9B+qDZSiVHvqiVLiH4Yorrijr+pQFSw+MenOviBdEXZVM6B544IHdrrvuWhQ+U/tmI2LqJZD4jdqFMwXHEowTTPZq+HaEVNmjMNmk6f0Up3OU+aCDDuouv/zycsvoVVddVZRap5+i2CobGjfTKDAqCjRlYVSUnkE+EVKYLGEW4Zuk8RfPiARj9aJjhJ/wmkmPgpnUecKDjR/8vReByblzwX8mbso1TDc0kKfRGNy4/jt26mImG89qnOHjfzNzp0DaYabNCcYsRflWByw/ysD73//+csSWMuENFMoCBcJpGlP44oKp3oy8XdNNMTBFb8RO0ILLEs7jYtL+0CHtPuWHI39KjjdVnMyhRL3zne8s+xosQeyzzz7lbRhLN+Lo9+DoZ800CoySAk1ZGCW1p8gLUwmDxQxia6ZAgEWIYRo2ftkAhuGIF2YUBjVFdgsWVAtZDL1WFjBFU/1GSgSy/0zcBUNiCkChK9zCaH3D22jXxUymieHETxgTOk8BugVNQYG05bTFKA3oqh5ifJ9xxhlFabOvgXL52te+tswqOHJrvwKFImnAYdUXPwrDSSedVGYaXNaUehM+ynaW8vTd9En+vtPG0MV/MwvKbHbECQkzJ/vuu2/Z3/HqV7+6LOGZkTADZtZBmTJjMg7l65e3/V++FGjKwhjUbS3oMQCMBEPMGiUUCbEwYP/FM/pysZCRSR0mHCOqGdWwigl3DE9ep512WnfssceWkR1GjqlREvi7VjkmuHKHZZIHOsHRNK9ZBMs2aEsA8bNE8pWvfKWgERoHp1HQL3ktd1d99C3BSdibeaK0mZ7n7r777mXmwGjaSYDMFKhLadRfFD7tzPq+/RBG5DZOqm95pe656jKKxChpDQ8m+OR/yqLvmB3xCqpZFUsPyrJq1aqyEdRyhRkWyy2WbzI7o4zNNAqMkgJNWRgltSfJKwwkwYQ/RQADMTLPSEI8jBLTw2wwEYwWMw0M7iiZYvK1Wcta81577TWxxgxHo3fXUnsemhkVkwsd0MK3JQdTuieeeGKZ1oaLURxly4kSQmdUuKWeV5qrHmqrbgh9glG70U7MEth0an+DdXtr/NbptaUoc2DEEJ4Erv7iDoO8QwI2BUGdRjDX6ZJ+2G6dp+8+Xvq2mQV9xx4k7dHMgiWHXOeOBk5SUCbQgAk9ho1/g98oEAo0ZSGUGAMXI8EECF5PKGMgNuGFQUARA8R0MEFMxokIa7rShTGBw1Ashm0I2eRnFuEb3/jGBI5GjY66GfE5Yy4evDNih/OwTBhznR+FwWxC/GxsNOthNFfjhN75Pyz8ViJcddK36EA5plTaBEv4W7dXR+pK+1EfEY5pa9KJkzZEoXDhk/0O9sdQIOQlPH2mT3PhozB1PnAJ3vqnWRHXoVNy4K1NsmiR45IUCvSRjuHWdBhFGVoejQJNWRiDNlAzkxqdyUa7YZyEH+aIqWBCYZw1jFF8Y3r1jAdmhsGzGB1lwW2JKWcYXf4PA0ewkw+lBW2SH+EU3IzkbCyzY194rSQk/jDwW6kw0bS2qRv0SPvVnrUhVn2ox7RvbtKrw6TTzkznb7755t1ZZ51VZtu0ycDo0zsw+v7D+C+vGPinDGYEKfsvfOELy0ZlcZQj7Ta4c/EC6YRFQfe/mUaBUVGgKQujovQU+YSBYAQYHIaBQYRpYIqYqv/8jb6szdoH4PU6oxAmTEn8UTGSMGz5yzOKgzIYFZpCPfzww8sd/sLgWKeZgizzCpJP6Fnnxw9uRp5Ga5i1y4IwbvhjxM0MlwLqJlZO2jRFQRv3rR7UWdpL/PiztVGfqTMzbJYw3ONgUyCY4PTT1HnXsIb1DUd5MlGI4ATHjTbaqFwwZQnFzJy2yUojrnjo4H/djsEKzGHh3eA2CtQUaMpCTY0x+g5zwEDDFCgJpiut8dodTVGwVOHCFkxFmpikyf9hufINs8fcjNAxQaM766zWX1lT/eIxcGOlHZYBP/TgUg4wYfjZKAY/F97ssMMOZeaDoGHEVQ426YeF40qHmzYQIVi3h/ilPlI34tR1W7cpaWySpCxQAsVT5+L4jvFd/4//sNw6P+2KcfLDEtif/umfFmXhAQ94QNkcnPLo69Jpt0kjTBkpD800CoyaAk1ZGDXFe/n1BdIgJoZxuNzIETO7990GR2kwXUtRiAErTBacPuzEW0jXqC44O7qGAXrgCq42ZN12221l5iMMD35hiAuJRx9Wyo/ZMmYObGQ8/fTTixJj6cFZffgJYyJYaqFVAtrP0CigjfYVAHWnjaQe0r78T5vWjnwnTN35Jkhd7vSqV72qKIWU7YzMUwjxki5+w3KDb+CnH9i47H4I71qsttpqRWF47nOfWzYtS6PdctEBrsqetIHV3EaBUVKgKQujpPYUedWMT7T8xyQIXev+Lq5xgQ1GiTliHsIJ7EzFLsaoQ54EL0WGtSkTk4YfvIRjerWSoHzssAwGW9PQLXhvetObyqNWoSElDC3RUHw0bWa0FFBH6B/TVxK0obQTdRVTp4m/+tPWXNpkNsusm/0p2mBgSK+u2VGYvoD3X97a42Me85jO+xaurub+8R//cbmx0QZPcZQl6dNOg7Py12WKf3MbBYZFgaYszJKy/U46FdNJWM3Y0sHjTpc9oetIlWlzexOMODARzANjxUwwwzAhebLgx5UHHGphHdySP5hMmFOdNnFqV3hg2IlutsNsgn0KYLGYt3yDa9IPgi1e8k68mm7xG+QGD2VmA8d3lBXH8C644IKJ3fXJL7iJy3Bnmu8gXJrf6CmQupRz6vtzn/tc96IXvag8j04pjEk79z91nrBhu8nPkpf7SB72sIcVBcFz2/e73/06SxHPfvazy+yCNqxtSpO+VrvDxrXBbxToU6ApC32K9P7rrDpuOnoEk2h1R+4lm+jg/XhgYW7gBGY/bf2f8HVRjXsKxKc8cDESMCgAwSnKQ9JPBl/8CNSk7bvTCUzxWfjA0fl4Z90ZfkkPJwycjV/SBs+4wifDOXH6bmDylzbl8F8Y5cpI0x4P69nwIDyUn+AQRxppUzfJo4YVv+aOHwVSfzCLQuwY4hFHHNHtuOOO5XIzYeqeSR8qf4b8M6gNaXNmC9/97neXvRXrrbdet/3225dZOVe46091uwSjtkNGuYFvFBhIgaYsDCTLzD3TifspJvPvx5vuP8aBqbh3geCjJDCYIlsLVwym70cAxiYvacRl6vQJn8o/ceryuWnSlc7u58eQ5QdPQhk+YXzSSidPbvKpceAvPlv7J9++2y9HnSbflASbGV30kzzrEWZgip9yxU1Yc8eTAmlHcdMe/Hcz5zbbbFNOu2iLWWbSjxJv2KUKXslHvrHwsefo4IMPLnt97EGybCJN+rHvvg2s5jYKjJICTVmYJbUJlIE+0RwAACAASURBVHoEmo7cBxP/milFGCUuODMxhLAX9lxshNERyBkVD5phkCdmA4fpTPAUL8I1bh3Wh5MwZTBS+8QnPlE2NnrYyk7vmKwjh/nFX/qU3/dcTWBE+HPlxZ/LYMDvfe97i8LgAhw3N6Yu0KqOGzzmg1NgNHf4FEg9xVWf+aYgeDvl5S9/eVEc1HkUhrpfDhvL4CMfbTIKtf8UBK9ouu+D0RbhmTYpbW1LpPbTKLAIFGjKwjREj1DRYX2zETBhTDUzCLh08MwEBE6YFKYxKF3Sx6UcSHv11VeXM+SugXV3AQEIRgRi/Z28wajzCN6BXceTXj5McEx4DSNpufwJZ2V0JPGSSy4p7y/Yv+CCHEI5So24oUFgJD+MMbRM3okzE7dO41tZuOCDzdjv4WEiMyCmem3IdFdFhIc4SRdcZ5J3i7O4FEgbqrGIwBXmFkhT/JbytEeCum4XdbpRfWtf+oy+Yf+CmQXtEl5ZIoOL/+LGjgq/lk+jwCAKNGVhEFV6frUgrYP4T9aR46/DMx6EieD0P0pEDW/QN+YmH/FNq7pA6Mgjjyz35lueIJTFYSJ0xY+BB8HJCmf5McHfN9xiKCiuoZVnzbASHjdwuGCB7QVHxxLtYfAQkLcYLKHkeCJ4NQ4R7mCw8gzcmdIoNHYMErMFMzCEBQ7GbK3YqRIXRTkdkYeklF8ZMuoLzJS1ueNJgUH1xE9dagfashm5v/3bv+3OPffcUggKYvrDsEuVdtjPB45w0C+0Q8qMuGmHiT9Z+oQ3t1FgVBRoysIMKI3xMDquaUMCidHh+Q3q0PEXR3xCyRO0mAG/WjgXYFP8OG3AwMOxP0zPOfIXv/jFZUTiqBWYLEM4EsjJgwCMwBQON4wKvODuv/T+UxRMi9qLUPsX4L2f0EI66TFiitHZZ5/dbbXVVt0666xTZhtcTQ2WeGHkyTsghaNvcPV/OqOMymrp433ve9/Ew1v8wUke8MqDRG5ufMc73lEEyAYbbFDSKWvoN12eLXx8KJD67WOUdqveWXtWPCSmr/jPRMnup13I/zV+6V/ctG0zcm6dtBkz/UJ7TvhC4tJgNQrMhwJNWZgB9SJ0CEbT13bXZ3kAM6gZQsDV/ka8L3nJS8oIGyOIGZQuYXHD9EynmuandLidzlFKyxEebmLEg1MM2PC2K1wcAjxMEg7JO6504hOybjjceuutO5csJX/x6rjJJ+nEI7BtIjSligGeeeaZZeYDg065xatNGKd8lVGeNn2JPxPhHbjycHPfZZddVspQ4xqhgDF//OMfL5cyoaNlCUfs5Ic2wY2LFs0sLQpoC6nDtB0CWF2aldOmKbF1Pxl2CYOHfNIm4Zh2q22aVTjssMN+Z1asTjdsHBv8RoGZUGBWykKYbg04nZNfvtMRwnB12NrEP37Wk40KCVUmnUqHSachTOIPfr7FTxxu/OOXPKZy+/j0YaZzYzKEIQHjW17JbxB8YfAw1UhZ8JaDvPjVuPbTBm5cI31T53m6l9Bj4ZXRSMrADf25lBv7HSwPxD/51/nyE856zdKsgNmAlGEQvkkDjhkB+ylsxKTE2A+gvaQM4jL9NpS2wf+WW24pl9Vw/Vc+6SczgQ1np0Z22WWXkh7M4AaGtqMslh5cbuVpb3VC+Qs+YEgHpjTNLD0KpD2oe3WYelTH9vi4r+QVr3hFaWdRGNS7eHFT6rTX/F9oF67ysDkYXmY9zHwFd/mJ00yjwLhQYEbKggYcpgrxWjD5j8nqbOlg6YgpZBq9dPlOGNfLife+973L7WURHnHFB5shiO51r3uVafgwguQZ/OKf/3U+g77BDwx5EiwM/zosOHAJmRo/8fqmTj8fZQGTM4tg7d+oG37BMXgnfzgpNzonDF7yT50FT+FJx89/tGOjLFg2EUdYP37SwAWOTmzYp2BPQOgjLXqx8AI7dPQNJpM8fGs7woIbN98l8m9/4s8F0zJClIWUn79vexXMxlhasQRB0YoJXcSVLxO84iZuc8ebAmkT6o1Vn3X9UpjNPr32ta8tQrruR+KnnXHTFoZVYnnIU1855ZRTute85jWlnQZ3+QafYeHQ4DYKzIYC0yoLOo0GzGD42223XRHsZgKYhLkt7Q/+4A+6Sy+9dKKR1x2ungIPLGl1CCNn8K699toCM+nSmfPfRiC3nV188cUlHkYgLOFREPrKSok8gx8CI0oAmBEgcMzpg5RXvOA/qFPzY8WZj7JgxG5GwfQ6k7KCrfzgh7bc5Am/uizSihvm6b+4Mb5Dy9koC9KbGTKtf+GFFxaYyTdu8uDKg7+6Cq78/Ufv1HnqQpwaz8CKPxfMyZQFeZldcSmTi63UI4OuwtCEASP5+G5maVIg7UK9stoRk3ZlGcJLj2YItQXxxUk8cdV/2sWwqCBfeeizjvVSYvQjfmmHw8q7wW0UmAsFplUW0mnSmQh0SoEOF6Pj3e1ud+s23njjeBXm70+dPh1zIlIlsCJYBgkz6XQqm4A8vOKhmHT+Gpbv4Nn/7ser/2MO8q07qf+56Y32HwWkhh8BU6cLXH6s8s9HWbCertweQZJ3hF3ohG75djTMVCZc0Qf+bIQft8Y/uHLhKpydjbIgnSl+665OZjDoxZ9Jfty0BS6c1SklIbSWJvGDK7/AKgB/+1P7ixtlwc538OTBH33s2XDds5GldPIVhxUuHisNC4dBedb5t+/xpEDaRVz16VudqnezTPrTXnvtVZbK0ga4MaOoe3nATT91F4Tjnfp68A0uzW0UGBcKTKssBNEwcf+tZxvhW7vHZDfffPPugQ984MTMgAYfI1xaD6esu+663X3ve9+S1voxf1Znuec971neFxCfweAPOOCA7u53v3u5N916uPPI97rXvbrzzjtvggH4fuxjH1tg/uEf/mG5c116jGGmJnmKD3dT1Y4omtY2k+LSFO8KEMSEmw4O7zCkQcwlYeDNR1kg7F10RBjbpEW4yR98LgN/I2UzLnC1Lrv//vuXjXym3OE6nQEPrmyUBSPy2t93bRIfHpYhTPXbl0FZwHzFl3fiJa29KRdddFGpX23Joz/eleAvXRQI8cHo59v3V37Kgie7oyxIk3qlYLmL31HTH/zgBxP0gLc4URjgmbz6OAf35i4NCqTdqNsYfUG94ltefNRftFWmrvu0gbhJv5Au2PLU3vWdbbfdtpx04tdMo8A4UmBGygKBFaPzGeV6KU0Dd5WumYYNN9wwUYpLSERIGXmKf//737/s+nUXOuXAq3CM9XgPqeQWMx34CU94QlEULG/Yq0BpkN4Mxvnnn19gH3/88eW1NgqEp4ef8pSnFKWBUhEm8DtIDfgThkBoEB4EFaaCkRBkj3zkI4ug+drXvlaEChDiRghKHxg1+Pjr/PNRFtDbSQZPPzvu5wZCO/+VD65xCUR1QWCuvvrq5U58S0KUCOViwxAjROEb3LnC2dkoC+AylpIodMHRKJ7CBn9x5CkPzBFO9ja4h8FjOkZ5lMnAEidtJ3SsaRu8gzvYURa8TyF9yoM+vm2ahJv1YcICTdFMnslX2Wva1N/9/Nv/pUOB1Kt2oD3qj07s6N8U4pj06bQ96YZl0j61PQORLbfcsgxS5CmsmUaBcaPAjJQFSGvEmYr3/2Uve1nZu6CRUxYsRTAYcL+TWcumLJj+YwgLTNusAGPEd5/73KcIfB3FMgMFYI899ijhmLZO/ehHP7oze+CGQNOJFIfHPe5xRSiJQ0jssMMORWFw/C+dvgCZ5KcWCDXelAMXuRiBECyMuGEo/sM1tg8+/mDOR1lQJoYC47Ij58WNkilHFBpC1oyH/Ajn173udd0LXvCCCdoGr7qcoUtwFCffXII8jNR/ZWB91yb0kj9Dqbz88svLjIb9JU5wWCN2FXSuWKbgwOXnP/95Kcvzn//8Ep5yYp51Pr7r/8m/9gePsrDTTjuVx6xqZSHlBtfMBRrut99+5e4H+DlK+aUvfakoXWAGj+TT3KVPAe1du6sN5dFRSptycwpLPG0gbtpOnW6hvuWj/8CLUu9KajgN6mcLlWeD0ygwHwpMqyxovBEuyQhDvfHGG8to37JC9ipkBkJ86XQ21sad5z73uUWpoAAQ9tbnaPmMKWjLGqtWrSp5UUAoF0aJdd52DNuzgMHbrPb7v//7JZ5ZCnhwYy1t6JCzMeITKoSuDYXPfOYzy1E7/1nKUsoFbjr2oHz4seLMR1mQDwUMU0F3FzJtttlm3dprr90961nPKruoCWJ0cnrBEoTNUu4sCP25EYLBCVz+wT34cikL6iBr/MqQstb05BcF0jccKTVoR2lbY401yjPBhPN11103MYoXlwJm+erVr351EfTgonHahDhs8Krz9V37K8dkykLaItiMuyDMTG266aZlJgodbSB12RUjPnjybmbpUyBtSEn0bUZbUM8GMdoBXqLt8mPS9rSDYRntVz5woWDr01EWWtsbFtUb3PlQYFplIcAJm34jtgeBcLbpMWE6Qd+kk1p7t9Tw5Cc/uSgHtHqGHyWA0qDT2idgtkInYgJz7733LunMSJjJEMco2l3/pumNFMEw6naWfrYmzMEdAUcffXQRdv3rlJUlghf8CLfkBUbghPmYBXnpS19acAqT4PbTBkbtooeRO+Fqmp/gdVcAgXf99dcXBoPhsJYoCD/xwGaTT+rA/xo//xmuOhRmVsaMitkcMJRDWOLW8flHYbDclEevTPm7RMqonT8hjW7gWRow20CBdMZcmHyFy0McRpmSZ2gZPMQPzvwopGYW7FlIXHCEpeyUH23NUd20EUqMi6vQGUxpatgFkfaz5CmgTrUFxrc2S4m3ZHnggQcWZbPu12l3wyg42LHwsCym39orlTYt3+A7DBwazEaB2VJgWmVhUIMN8zWNZwbAHoZ+56o7nmk++wuyW54wtuxgH4IlCUeHCP7sWXCM0hID5SBwdSQbGaUztW20/ZjHPKZ74hOfWJi9ghthg2VzIgGLKUxnxIkQUy7ldcGP0bmlFgImQie4BGafNsL7cfynLNjTgSn4308XeJO5Njba12G5hiBXNjhHSYAf3C3t2ONhWpPAJACDU/JU3gjTOj/xhHHd52A/irJLxwoLjDqdb/hQLCh/lkgoj5YZQlt41Eb9U3jsXaE0hL7iycN/Bp5g1KZuVykHnOtLmWr/lEs+xxxzTFES7MmAs3zQMPmgYdpAnWf7XtoUSBtI++Wq5yybUTIpudqBNpH2Kt0wDLix8nOJGcU595qk/QbfYeDQYDYKzJYC0yoL6TAaLlszb1PVZhZM4zEaeRp6jYjpNcrAve51r8KwMW2XMBFIDCFHcSDoGSNNa9mWFtx8aB2eUvL0pz+9zCy4RpgRHxyzEmDY4AgfSsYgPEqiaX6Uj0B+4QtfWDZgEvRoQEil80a5CFPR4ev8xA+d+BOOlAVCNAIpzGIadMoISDkJYnRk5MfGwMPIescddyzLEBQrRt5wruPXZYGjsOCrXNJYYqII2jAZk/oXtzaErdGR2R2KgquwGX7gJz/f/Bj4WaZgMcjgiTbiwyn0jht6ChefSX2Ib9lF+c1GwUl8VnqKhJMa2o36lE4csFIfXHGTTw2/ZNZ+liwF0na56jxtSH3rm9qG2cxsHK7bwDAKHRy4DH7z7Gc/u/Q3ftozk/Dyp/00CiwyBaZVFsKQg2f+m8Kz895I33RzTDpaGnoYu+leAsipB/sTrFUTcJi2mQLKBIHjP2Pte8899yxx7U0gMB2llJ+NfRE8BMBf//Vfl5MS4Or4Mel0+T/IDb4RSmY6TI1TVuxSDj5gJW7KBJ5y1v99i8dl0Qut3EthaSTh0gbeILziZy3ekojZG8aIOCNw6cFnKWxwPuqooyZGzYEvT/gTiKGJNL7Z1BWXvz0L6srygf/gJK/gxR9cdDNzBEdLQ2DAMfUjnJE+ypVXKM2ASKMNgJM4XDDgWvvJL35cVrzgTCHQHuvTEPIUbibBS51mP+CTvTVghDbclFGaZpYHBdJG4mpHtdUezKAZuDghkfaa9pt0C0mNwOQy+htlwQwioy0mrHi0n0aBMaDAtMoCHDXcMPQ0dP6YPwbLhNmWPwO04gimhNeuzmtZgUkn4fKPidDmlw4Npvz7efOvYQXGVG5gWr82yth9993LmfwIuOQTvLjylZfRKvwIn8SXV/AyerFnod7bITx4ToWXpRV3LFiLV/bQW1o4E3zyNapfc801yxIEWsIn+fsvnTRcuPMLvJSDP0O42rOQUb904tT1UeOMZk5pUBrhU8OGG4Mu0guD6/Oe97yijGHKcBIGZ3nBQ3zf0lMcmZQpeKRM/lv2MJ1sc6V0DPqIY7+HY7reyAAvNEi+cVN+br4LoPazLCigTrWVWP+1EW3bler9Zce0xbSHhWoTNTy4WPajLGSGlt9C5bUsKq4VYiwoMCNlAaYacEyYcP5H2OS/ThaGzU/8NH4uho3xMzVcTJuJVl/+VG9RJH5gJy34TC2o/U+eJXCSn8BSBpZAJ8jsESCoI+TkFfyA8m2jniUTu6rtR0j+8g1ccY20nRgxO1DDSPxJUCve8rAHwXXKNjASxtKlzFyjasc8MTu7+vnJB85mB2wsNWpBV3S3MdJsDiEPV+VOGpk6NmqJKS9a8hMvtsZXPtLbdGqmIDjKB57SMFEajO49r826m4E/WrHihz5g+m9Zw3qyMsYIY5RPOq66irKgLCmXMotj06d9Ehiz2aO0P/nFghMjvXTNLB8KqFN1XNvUs/bllk9Hfin3/LWjxPWfXQgTWFxtmVJug6MZN2ah8lkIXBuMRoFQYMbKgo4TJi2x7wiANG5umH0ySJj/feZLGDBx+2mkTZ6BGzdw4yZe8uAmLHCncsXHMOziX2eddcratzITKsIwDXnw8z/WOidB7m4IMwwMukThkcbImLJgmj7wxANzOqO84Nq06X0DpyAIXCN0luAzmrbHws7unCwAV94Evtsy3ZgoPrwJdHdegEMZCR7Kpi6soTrWSGnwP7QFE01rBppv5TU6M8PgLgOw+bGBLy+Ki1M0lkvgg1bCU1fwQyN58qNggZlHtOAQBSP4wNueBcoCxSrlDA3AN7vgOK2ngC0vUS7QCn7JK3UaXOKC08zSpoC67Nu0S+1Hm8pSqfahz+l7rHh1G50vJWo8tD0Kvv5rv42w4DXffFr6RoGFpMC0yoLGi4lymQhrHaxvEqeOF78oBGClE9bp+TN9wcQPjMBJmhqn4ILx92Ek/lSu0Tph4v4Gdxe46MnI234BsGMxECNdAtiInYCyXu9+CLMLBKTRcspCkNvMd/PNN5c7Gz72sY+V0TxBhTmFllPhhh7yJwAJcRsdTakbJcvT1L9R+oMf/OAiVK2/iiudPORvHwcGCD95W2ZwOoUA5gdPOJvKRwd7QihMZlnMPhhpgVWbuk4Id2WRHky4wdGmU8sn8gPHyMm+gr/4i78oOKGjOpM3+PCWPyWF4sbfjI1ZAaMvluIlb/G50qgDeTirTmlTZnWnXsXJbAyYlA/LIPCjgPkvT3goA7pFMMykfmqatO/xo4D6HyTs+/7qWv92W6z+ZBCgLfBn0yakm68BIxZcfIQCrd9p863dzZfCLf0wKDCtsjCMTMcJps5qmcBo28jd87WmIwllMwE6LmEtjtG5WQSb5Wy2JGgIZ6NkCoN3GQgggswomrDFeNwF8ZCHPKSsS66//vrlhU1CLkxoOkZE2DHwkJ/NnpYcXBrlARrnxOFsBG50YkMl2BQ0yw95llccAtq0PmXBXghpxVE+ypJTG45xPfShDy3LMZtssknZmKk8DFxrg7kxFI64RkroIa3pVfShKDn6SUi7K4Kf/DLTgmb+o7upYN9G/pY34GqJw/XQFCaMNjMiTm7YY+LUDJzRRBnAoRgFP/AZ6ZRXPUqDSbubg0KUuk59EBbNLH8K6Cdp15TnV77ylaWP8U/7iRIZaiyE0hBYFBOKrj6ijy8k7OTR3EaB+VJgxSsLBASjkxJ4RpgEuREsBoFhENYeSDIitQnJueh99tmnCG6jAYoD4UiJMNVthAKOs/1uMXS800mN1VZbrXv4wx9edl1HoGNSsYOYRAQWYW5k7tgppYQwNKVP+DtRIJyVL5y5ygQfSysEpJE+RQGerEusCG8CV9n9/5M/+ZNyTNU9F06heBsj07IRoml0aMdmNCR/wpxgRx/7PixNZLYDHeHFZcFTPnmbsaFMuIvDLIQbPs3SuEAJ/i7dIuDBV77Qyk5yCoJjuWiM1n/0R39UFCcKgDzUJ2ME5wZMSzDoSAmhjJglAhO9WGmaWTkU0JYorYw244SVGTD9nNF+0vbTH6NElAjz/NHOXfds+a61v3kSsyUfGgVWvLKgc9YCL5TGFIRxCX/KgL0BRqam1gkwAs5onhJByLkVkFIRYeZeBEzAHRKEL2FmiQOcOk+MKDZCMHjIjzX6NUVqdoPwNeoWN4Lad/4TyBgcawrfNLvXFl2zTWFwJJUCQFAS0MLggzk6UQFfigKcraVSSGq8IkzRh5EfRQF8swJmPoJjlijQMaN7aeSX/9Lbi0GxgTO4ymUNGdM2y2AvAuWIIhHGDoalBTML8M2dGxQy8OCcPMSjvFiSMYKjIKCrcLix8kw5Ux+ph+YubwqkTSmltuLODooqRVZ/1h60jdj0gYWgCsXYWyyZlQzstMWFyKPBaBSYLwVWvLIQAuqgERiERgQIwZVNjEa1rFcSjcKNar0rYL3cerqRKsHLEEIYkLPbD3jAA8plUZQF9xdYT2cwIQJP3rFhRnHFs3+CckJ4wi3Gt3RwBEueYTD+W7unwMCJgmLEROASmoSyey3MNGCI4IiHSbrYisLglU/CXznA5YoHZyYCn6Jg74TROoUjjDfKhDSDaAt/eJjFsdcAPnAwFWwfgnJTQHxTFsxShHHLG3yKBgXIEoTLudDYfRMUOXHgYhbH3RksJSE0Ch3Fg19t+MG7meVPgdR9XG3GfiB9lVKtvWirac91H5wvdcA2M+g0k9mz9GH+rf3Nl7ot/UJSYMUrCzpk3Sl9ExQ6a1zKAqFvJ73R/TbbbFNOGJhhIHyNDOxPcNOkKX3MxqgV8xHHbIJRugupTNELx3DCEIJDXP6xFAv5gsMQltJjKgw4YXK10CNECUb7Eghxo2n7Mswm2IthutW+AQqOPKQl9AnUP/uzPytC1/PRBDa85AsmA7famOWQh1mPMFVxxQOXjeEXnMFl0MrMzP77719madDSbAbaUj4oC/CiMNlEqfxgggWGTZBrrbVWUXDQ2A2eFBD5MBQHj5B5pwLDlz64lQjtZ0VTIO1TP9IutEft13KfEzZmCMVJn0t/S/uaD/Hkp62aQaPERyEBU1gzjQLjQoEVryyoCJ2ybzEHHZc/14jXfgWCx+kGQsz0PqGLsVh3JPCsi4eJYC7SmWI0Ws8ShHDCd7K8a1wISooKAS+fMKy4YERwSgd2hDC8zXpIa7OfUTzFQFoC08wICy4Y0nry+klPelIZpduc6HQDE0aa/MCWD39lpizY8InRgpU0iR+/ElD9BAaGKT26mgZGHxsl4Qxfey6CK3xDo9DeRlIK2aMe9aiynKF8cAGXMmdzpNkfBmzpQ6egw6/G0/9mljcF0lfTntS/dsHV380uGPFrZ4x2xYizUO1DO3WjrYFE3a9LRu2nUWBMKLDilYUwh77g8D8jCC6mEsbCFY6BsPW6JmYSmDq+Ubd7DlxTbfc9gcUfzDrPMKu+K56lBI9rEXpgx+RbnHwLg588CEVCneHyE5ZvaXznv3iUCsqNdzmMquAPT7BCE+nACbO0WRF+WfIATzi8mKRL/OATmODBLQYOSSNOXTZxUt6URX72XsDZSQ7LGNInnPLhpIulDsqS+MJrWL7hF5wTViK1n2VLgbSt1Hv+69eEOEXBTBUlVpj2yCT+fAmjzWn7Zr7sf4pSMl+4LX2jwEJTYMUrCzVBwygiqBJWMwjfhBAjXoROhB0mggFgNIy41j8f//jHl2OKRsqEVdKXj96P9LHS29Rn1GEjpY2DmWKXN3zAk29wCWz/gyt4DDwTT3kTzo/QF49y470NmyrBZUODpAUrOIJpBgWONhCaYcH0pItglk++wahpHXqgWY1n4iRcPqEzP99c8cyeOHmyyy67lNEfpS3phFsesuyC+ZsZYpS3bwKv79/+L18KaB9p19ppvrVfs4f28TiJY6Nz2m76w3ypor1rc/ZBWfZIH0zfmi/8lr5RYKEo0JSFGVIyTKJmLHXSdO7aTRrT6aYz3YFAwGFCTIRZDaf/HWZi3dQGP8f+rG165wBcm6MYeWVUIk38anwGfYtX44NZWg7wIqTNnMqbMid9Af7bH2GM/O3tsInSTZIUG+WFt9kJ8cBOXoFZwxr0nTwnc8O05U1RsNGSohDlJOnQ3R4OmyjtATELYg8DPwocg37S1WUahFPzW74U0F7Sb7UD7cvJmg022KC0LSWvBfpcKJE2ydUf5ENRoDDUCqzwZhoFxoUCTVmYYU1gILUdlKxmAr7FZwghm/XsP+AXgTkIRt+PIAscIxvr9u4KsNmPULZx0ebHCM0wuD4uk/2XXy0cxaOA5JSEsJQ7MGoclYXSQ8iKRyibZbCL3OZKSoM7IYzsY8SdqUmek7nyly8au/PCMgMDJ2HSwYkVz5KR/Q+UBjMhZhtsnrTnJGY29ZM0zV0eFNBetBPtPm2fUu5UkPtUtC/h4qXfzLbkdVvW1sCxBGEpQvsUzsSdLfwWv1FgGBRoysIMqarjYhJhFIOS1Uwg35gBS9AzYUSzYQTSgJG8CT7r+piYi1yc0HCSAUzxIowxoeAxmRuchIOf2Q6nDhKWfMXpm+QhT8sISU95wVhd3ZzTGHBjuGAlbh9m/X8yvOMvLnowoQF84ZM4XHjKN64RnBkPpy4su3g+3IxElIrAqHFp3yuDAtqL+tdWGN+OLdtES8nUttKW50KRul2mTVJc99hjj3LMVzgTdy55tDSNAgtNgaYszJCidQef+saTswAAIABJREFUqhP342E0BFD8/Y+pv+M3yBWvz5wwLHCN2E2/Zy9EHS/MbhDM+IENN/AYApPhV+Md/Etg9dPPQ7wwQN8UAjMM7qVI3JRb+EIY+QUmnOWZcvmfb/GEBT+ucEc23Y6ZeAuBU4OxdCmQtq49aLOstuJUEoXBPoaEJe5sSps03MD2nsquu+5aBgH8mbizgd3iNgoMiwJNWZgFZdPJp0uSeP3OHoGM0TBxp4IHRoRb4mEwSWvN3b0PhB74YWLJK2kmcwMno3z5xY+bskyWnn8YauJIEz9KDGXB7XRMyuN7pjgG7iA3uMqPQauYhPmfsiSMCxfLF46tmVmoDXo2s3IpkHZf9z3LV04IuRXVLFYU0UFtayrKBTZXu9UPnCaykTJLldILb6ZRYFwo0JSFIdZEv7Pn/2wFUZ8ZYWAseI5ibrnllmXPQgQlBpTvmRavFtz193Tp+/nIG76sMMsRNmRihuDyjwk98n8ubmBMhnNwqWGjP5u0Hg9zmmK29VLDbN9LkwJpA4Owr8NyPNrV456bdyMqk/Zexw2sQX7C+MdKT1G3nOjacntn6j4SWM1tFFhsCjRlYcg1gBGEMSSryQRbwge5EXpxw4hcEuWqWCP4CO6EzYbpYFoxvgMrfjNxpanhyB+TtRkzMwtZBpgJvNnEkXfKDYd8D4IhXB1w0c3Nmy7giZlL/SRtc5cWBaZqJymJdpyj0Pa5eFvFa60uI0ubHwRnkB+Y/GO1QUqqExdeu7TEwa+ZRoFxo0BTFkZQI5hNGEfNCGYikAcJfLDAkd4GQiMSQo/hlxFynddkxaxxG5TXZOn6/ilfcJO3b4LXMoTHpRj+wStuH9Z8/weXGr6y9csX/Bxb80JolmKiLNTp54tTSz+eFEhbmQw7bSAnjSxZ+bYc4Si0E05ROgfBGeQnH/6x2qT+6sjvtttuW95zae1ustpo/otJgaYsjIj6mEMtrMJIIqDyv0anjh//wBHGuq3wFa94xcTdAsIHwUr6uboYZW2SR9yE1TgLwwht3rLBkRHeT5O0c3GnghUagVvHo1D5j9GzliFscKzj1N9zwaulWR4UqAW3b23KJWku97LZ0Ymk3I0QJT3uTCkA7vXXX99tvvnmZVkxecadKZwWr1FgmBRoysIwqdsTUrUAqoUqFDLLII7vjG776AmPEOROpSzU+fXhzPR/GFZgBe/8jytevmvYo1AWQg/5wqH+X+PS/6aoNWWhT5X2v08BbUqf1K60c+3GhV6WI1wj7r9livSNpB/UHxJWu9J5w4Wy4IbW9Lk+vDpN+24UGDUFmrIwZIrXHb5mHvz7/6GS+GEYffSkYcVjh60s1Dj2cfG/VnISXis6w1YWkud0eCZe3NCxKQuhSHMHUSDtKv0xbdtswqpVq7oNN9ywCPosVaT/xh0Es+8nD/d9UBY83Ja8knc/fvvfKLAYFGjKwpCpXnd43/V/WWMMfb+gNMg/MEalLMAljE/e+Q5D6+Pvf+Jwh60syIOltIRe3OAHfwze6K/GP0pOUxbS2po7iAJpR9pO2k9mpDzs5lZHe14ysyCM6S/bDYJd+9mo/PKXv3ziinVh8mumUWBcKNCUhRHWRARbnSWGUAsuYfyy7imN/zXj8B1Yo5xZSJ7BJW5GWxhl8FYOjHbYykJNS/jFhMnnf2gcV1xxmrIQCjV3KgpoK1EEfFMGtKFrr72222yzzcoGRW2dn35R94Op4KYP2QcBjlM5aaNTpWthjQKjpkBTFkZIcYyhFmKYTy3g6tFIblIUPwwoqILDT9iolAV5BfcwuOAQvDC5hPkWPmxlAQ1D1+DHDWOv6QhPykHox23KQmqvuZNRIO0q7YyrfWnjXoD1bsTOO+88cZIhyvNMhL4+wniPZdNNNy0bbdNGJ8On+TcKLAYFmrIwYqqH8WAIv/jFL7ovfOEL5eElDIjBPFy0ZHe0dVAMR5qEi+M7gnrYykLyi/D1JoULjDwWFWVAmAeurLvClyWk4TlsZaEQ7bd0ky/m7bVMR9G8zAnXq666qjwTDnd0D6OX1v92GiJUbG6fAv2+5782w+TbuxFudnQ8mNDnz6TPlD+T/CQuXvCyl72sPAonHf+6z0+SvHk3CoyMAk1ZGDKpdfi602MChKxZBGueHo9xD4E1S8ZTy9ZB99133/IQ0zgoC/CNIYDd6+BGRkwN46Q4ELhemMT0+ME7ysQwj07CC33lxfV4lfPvXvF7y1ve0h166KFlxPa85z2vPJkdJgx3aZqykJpt7lQUqGf9aiVAe6IYn3rqqeUopVMNDEVf2HQmcSi5m2yyycQz9mmn06Vv4Y0Co6JAUxZGQGlCTOeP0PWfkMJQ3vOe93Rrr712edLZyPfCCy/sXvziF3dXXHHFxAhY2qQHo7ZmIdz8llmIhS4Ooc8Ed2urRx55ZLnyloIj/KyzzurWX3/9MpLPtL/ypYxucDzjjDMKHOWo4ZU/8/iBF3qyDEZup7oZDdY5eA9t5QGg0BJu0sL/oIMO6j796U9P0BWcwJsHai3pCqCA9sPqF5R8CrNbHrWztLF+e0ofiL+25qZTN7F6cl4f0o7FS/teAaRsRRxzCjRlYUQVVHd6zAGDwRAsI5jCJPDdN0+ouUr2pz/96YQwi4ADo2+HrSzU5MHEjLCuvPLKMgp617veVWYVzIJglGZKmDDQUSgLaBnBHgbrPzxZ10yb3v3Qhz5UdqzDjQnD9r8pC4Uk7WeOFNCG3KBKwTfrZtNjBH3apDj6bm34aav8KQvbb799mRVrykJNpfY9LhRoysIIayKCLQwCQzH6/fCHP9yZJt9oo43KiN16O4NpYCjjoCzAGT6MGRAKjQd1vMBnY9all146IbQzBQt338OcWSgI/XbmA50oKAwm7YIbytfuu+/e/fznPy/+wpVFXPixTVkIFZs7WwpoP9oT86tf/ao77LDDyuuRlP3c7BgFX9xaYZCO5UfZsEnyzDPPLEqudqqNCgv82eLW4jcKLCQFmrKwkNScAayaQfgmTE1hmoK83/3uV/YqmMakRBB4GMw4KAtwYTJbcM0113Trrrtu98IXvrDsVyCMI4Br5jgqZSFKgvzgaqT27ne/u9tqq60mXgisGbWyoHFTFmbQaFuUSSmQvimCdmeT70te8pJyvTkFQJuLQuFb/CgIAcrfPQ2eSrdc57spC6FOc8eFAk1ZGHFNhFGEcWAkHqZxIcsaa6xRhJt1dsIujCYMyf++HfYyBHwZ+TIYIKZIodlrr726Rz3qUd3FF19cZh2i4IgnHbxHoSzArcZTnt568GaG63h/+ctfFvzhHaUCjvBrykKp1vYzDwqYcUu/1j/MDrgz4Xvf+16ZXdAetbv0Ie1OW4zhD8Z+++1X3pwwI6Fdile37cRvbqPAYlCgKQuLQHUMAPMgXFnr/dbVjznmmG699dbrTjjhhBJuzT1MI4xD2toOW1lAHvkxcMb4mNtvv70sQTztaU8r+y7s5mYwzQhuOI9CWQhORmSMKWBLC14GdAS1VhKylIK2TFMWChnazzwoUAt+7coy3Q477NC97W1vK4pq2lniaXO10qp/acOeSrcPyEAh/V5Y+tM8UGxJGwXmTYGmLMybhNMDqAWo2IQoJYFwcw+AvQqmzAl+DGaLLbYo05nCwzQWU1kIs4pQVgbKgZMcz3/+8wveRlQxYYRhgsPes5D8MGoM+fzzzy/K1/HHH19GdhQEdKwNejL8256FmjLtezYUqNuVfqLNmxkw22Yvz2c+85mJPpz+E6Uh+UjD7w1veEMZKFAWtM/0+fS/xG9uo8BiUKApCyOgephIOj0mQIBhCrvttlsZhXznO98pTMZrdo5Ouh9gHGYWMDIGM4uAxfT8J4zXWmut7sYbb/ydOGGgyivusJUFmVO+GLMKpnPN1Ljw6rbbbisX5bgsJ5sc69mFpiwUsrWfBaCAPqG/sDY77rrrruV2x1tvvbW0T+FM2mqyjLKgzx933HFl1q4pC6FOc8eFAk1ZGGFNGAFH+Jo1cAHTPvvsU24YNK0vjILg3oLDDz+8+/73v1/8CN3aihdmYjbCcS3pxIlATz4LUTxwAy+KAPyNmuwJcOqAf8LqPDFGysL73//+AiP4xa3jzvW7pivFxQjNmrGTEJSxHXfcsZzeuPzyy8tei5pZS+tkh3sWlLOZRoH5UEAf0FcMBG6++eZuyy23LG1fO8sMV2YY9IH0Wd8uZ3ORGF6Q/iQ8dj54tbSLQ4Hp6i7h3HE3TVkYcg3VQtF3hC7mYSrfRkFT+JhDRh7+OyHBiF83KN/8WPCGrSwkvzTmMEO4WZul8MREaMOL9T8zEMNSFoJf6Mo1g2A05zZJ1myDGYYoCcEL0/YdZSEwUp7mNgrMhAJpN9pi+rB+YjbrxBNPLPcn2LSc9pa+FNjSi09ZMLuAL4RXiBub+M1tFFgMCjRlYchU1+lrgzGEWfhmawaDoQiP4A2jqN2kA3vYykKNu+8oAX1/zI7tmygLjoQpQ+ihDAtpwKUM9OHmf+gHRzjlv++mLCxkTaw8WNpe2pN+G6Mv33LLLUVZsHFRW8vdC2YCY6SVzrLewQcfXBTcfrsVp5lGgcWkQFMWFoH6GEHd+evvoBPBK6wOz38wMKlRKQthXvDzXf+Ha80kUwa48ne6I8pC0sVN3FG5fVpGWbDRFE51+KhwavksbQrUbTn9U4m0fQrsqlWrynLEZz/72eInfpRm8aTRDl1wRnE1MxaYgdfa5dJuI8sB+6YsjKgW+50dM6gZAsaCYcRMpiwIByvph60sYGosfIITHJJ/8I3LX3wuPIetLIQWyT95hhnX+ARnLrxCcwy6KQuhYHPnQwHtTz/R/rQv/y0pemhtzz33LBsf+TPCxOPq+x5n23///cuyWfyFxc4Hr5Z2vCiwFOu0KQsjaEMRWBpIbfhjLNyYMJj876fhn4Ym3bCVhRo3DKz+HxzjCqsVCv6YoOnVzCyAwQROyjJXN3lzwQj8Oo/4Jdz/MGz4YeSUBf7iNNMoMFcKaEN1O0p7+sQnPtFts8023dlnn11Ai6OvpL9rh659986K/TXhC9LHzhWnlm58KJC6xP/Y/I87PpjeGZOmLNyZJgvqk0YQdxDwNBxuLWwj0PppAkv8YSsL/byDX3DA9ODBwDffXDbKwmQbHANnPm7yhEP9HfrBkQmDruOZJm7KQiFP+5kDBbTbmLT52k/70u5sBj7ttNPKcUqbHXN8V/8QXzxPq7sV1YNs+lm/TySf5i5NCqQ+tRNtoraD2s64lbIpCyOsEY1FA6lNLdziT8hF0MWv74Il7SiUBQwtRr5MyqI88YNzvlNOTLA+OhllI+Hiz8eigTxCR27yqPH0Db8636RtykKp0vYzBwqkPQ1Kmr5goyPjiLEryE855ZSiRNvkWCsL55xzTnkfwrJFUxYGUXTp+oXH4TnaTCyepK79F5Y2M44lbcrCONbKDHDSqDQuT1xvu+225fglP40uiobvYRs4TGV1BEfCTLFijOIS7gwmOlXaUYTBzyVOV111VcEFDcOoh027Bn/5U6BuT5QD70ZsuOGG5cIw7Uxf0E+5F110UZlZMABg0v7BaGZpUkAdM+F14dGOx7vbhQIZfi1u6lyaUfDv2VC1KQuzodYYxdXoNCw3P7p86LrrrisNz1EtDZC/72Fb+Uxlb7jhhu6II44o11l//etfLzMhFBwXTk2VblRhbsw09WtNmTKjg6aTNiY9Rg1+iaKSNkQg+Pa4lDcgzGbZm0CIsAQFhXWXXXYp/VdcVh8PjCVKghWNdpSFmgjq07LUueee2+GPbvu0LKUd1HVdf9fpF+u7KQuLRfl55qshYSRGITvttFO5CXL77bfvdt5553Jr4e67717WR4VNZcWfyk6VVthUaYV5dtdIyvXLblJkKTee5H7lK19Zvv1fLPua17ymnIP//Oc/X+ipWqIsoG8zjQLzpYC+ShDEUEw33njj8n4EBZU1s2CkqQ975rpug+MmNFKO5s6cAupTPVIaU7e5kC9Q4p//4+Y2ZWHcamSG+ERZEN1NcZiNac6MVHyb6qKxTmUTfzJ3qrQzCXMttIto4MNKgznqNLTuyfIdlT983PAYA6eMBpqyEKo0dz4U0N4j8LUtfcK1zk4+5KZWftdee225ut0MnHjaH5u088GhpV0cCqg7SkCWGmCRuq0xSpzw9XHkPU1ZqGtsCX2nUbmDPkYD0xDZMBiNcCobhjSZO1XamYQR+sGJQhNlIbhOlu+o/NEOfjoz3IIrf+VrplFgPhTQD9MXwdEHGE+n22t0+umnl3ckKBQubTLj9tWvfrUoCdqiflCnnw8uLe3oKaDu1KF6T93DAq+pB0TC1DcjDX4k3TiZpiyMU23MApc0wiQxi5DGKKwWeokzDFdeU1kCV6MP49MJomULC56L5YZmNW0w7mYaBRaCAmlL6QNgZtbPs/SUAw+yiWffkdMSXCYCQ/9qZjwpMBXvE6be7Un48Y9/XF7n9RKufQrf/e53SztQKnywX8fjOFBpysJ4tsFpsUpDJGT7RgNN4/M9lRVvKjtV2uQzVfrglsYvbpSFmaSfCvZChAU/SkNwjF/wzP/mNgrMlgLaOKMtRXHIDJZH2A444IDuqKOOKg+yffnLXy77eL74xS9OzAamj8w23xZ/YSgwXx4DC/dmXH311d0OO+zQPelJT+rsJ7vyyivLtd7C8fDwxfAc/8fNNGVh3GpkhvhoTBhJLeB818pDGuFUDX667KZKO5MGncYfV341ztPlP6rwMHX51d+jyr/ls3wpUM9epX+agqY8XHzxxWWfghtEncyxwdHok0KRPj6TfrZ8qbe4JcMLprLT8Uf1zPzyl78sm70f97jHdaeeemqp+7SLmt+EZ9f8cnEpcEfuTVm4gxbtq1GgUaBRYMEpEIESwAQCRYFA8GiUo8VODn3uc58rp4Ucoewr1P6zfcWhFmSJU7t1ePu+s+BP3Uzmps6ER9GLkEfn+A2qG/HUM7pTFpz+Wm+99TobWNV94AiPGQQnYYvtNmVhsWug5d8o0CiwbCnQZ/4R2CmwcEcpN9poo84xXo9NmVkgTJyQYDLa9E1oETK1gAms5s6eAug/nVUXqUcnzxxx/cEPflAyowwIi+s7CkTq2n+bVp/ylKd0e++9d1lyqutQmtQnN3lxx8k0ZWGcaqPh0ijQKLCsKFAzfIKA4GD5szY72gDn7ZTnPOc53dOe9rTuiiuuKMeeQwjCShqKQoSKMAIncCZzk99ydScrd/ynKzd6TmWlR3/GyTP19PSnP717+ctfXq7tdsmWJSMwKAxsjLplLEWcddZZ3YMf/OBygyc48FOfjDzqeo1/CRyjn6YsjFFlNFQaBRoFlh8FMP+pBAChb7e8kxGrr756d/7555dZBTMLBAu3PmqX+0oIMf6TWUIK7OVsJyt7/KcrOxpNZUNjcSh13vV40IMe1N3znvfsHv7wh3ebb755eSDMjbOZXZA3ZYChCPziF7/oXv/613ePfvSjO5tYhTNwE69WFPhP1VZKwkX6acrCIhG+Zdso0CiwMiiQkWtKS6hktOrIc0a/H/rQh7rHPvax3VZbbVUeX7MR7p3vfGd3wgkndEcffXR5Y+Xkk0/ujjvuuO6tb31rd9JJJ5Xn3z0Bz4oXe+KJJ3as9MvZpryTudOVPXSaykXbY489ttDfTbP3uc99urvc5S7d3e52t6I0PPShDy1Kw6WXXloUj3o2gmJnyWLdddft1llnnfJNWaAQ1O1A28hsiDBtBpxxMk1ZGKfaaLg0CjQKLDsKYP4ZLRIAhEWmqwmIX//61+VonQ1wj3jEIzo75h/1qEd1G2ywQXm35PDDD+8OO+yw7sADD+wOOeSQ7o1vfGN5W8L7EgcddFCx3ptgjWDZgw8+uNj8b+5v6NKnA3pOZR1tRW/0ROuXvvSl3V3veteiJKy22mrdPe5xj+7+979/WUJatWrV79ydoK7NHjjloj69QWN2giJQtwffURTqxt+fcajDFuO7KQuLQfWWZ6NAo8CKoAAhMMgQEJQGo06XM3k7xQj1DW94Q3lgyOkIO+c97+4aaFPZlAqPT3lTwBXqt99+e9llb6c9SxCJwwpj83+5uinnZO505Q7tpnLB8PCT+xLe9a53lWWIu9/97t1973vfbs011+ze9KY3TdQRAW/JIsqgOrbP4ZGPfGTZr8BfHK4wM0zaSK0Y8M/m1kFtZ7H8mrKwWJRv+TYKNAqsGAoQBlmjJhwIHjc3UgoyRb3ZZpt1N998c9mn4EilVwmNZD3YdvbZZ5c3YAgZtp6hIHBYfhmhyo+llCxnm3JO5k5X9pk0QLDRFt3f+973ln0lz3jGM8qMw0033VQEe+qjrgffFLt99tmnW2ONNcrNjdqAfSgUOy8C+y9tjGUp+x/c8DhuCkNTFlJLzW0UaBRoFJgnBaIQAENw+88YbTIEgFcl7TvYZpttylq40arvj3/84xOjUgLEiJZAybXQhI51caNohvCqhVOUgxJY/fCPARdezcyMAhHkqUvKwXnnnVeWFigClBF1zGWizPlG929+85tFGXQsVn2KS1lQj17kdYtnlAJ52eNASTzmmGNKW5isTmeG/cLGasrCwtKzQWsUaBRYQRSIICa02ZgIGf+NFpmf/OQn3UUXXVQUA1f+XnLJJeXxqP32269sTLTEwGR62jfh479d9PYteHzq0EMP7TypTgGJciK/Os8CaJqfKDDTRGvB1QNglALKWq1wqYPQPkqDOvv+979f6vWpT31qUQxSv9qMK73thXBBk1kmMw3SUCTOOOOMopD435SF1vwaBRoFGgWWAQUiHBQlAgSDx+gJeoayYJObEwweirLz/lvf+lYROgSDi5iMWBnwpKuFBFhGnNbVKRtGpDvuuGP3tre9rcw82L/AJP/y57eKBiEGFsONUBsUP+mae2cK1Ipg6EzZUl+hr1T+o7G9KOrKplOzRhQDN3O61El6s0v7779/98EPfrDcweAkzA9/+MOiULrRk3Kozut2cGesRuvTZhZGS++WW6NAo8Ayo0CEu2IRFhEmGL1p5jPPPLPcoWDz4sc+9rEy7UzQXHPNNUWQ2I8ARmYnInxMT4tH+IDJimMk6pIfSsZuu+1WNtARNMk/sw2DyAx24A8Kb36/S4G6LkN/deI7rm80VYcsI0zdm00wo2TJgqIQZU2YpQkPTLmEy8kWG1m9OGrm6Kc//WmJC642NQ6mKQvjUAsNh0aBRoElSQGzBmHmBAFBzfA31Yzxr7/++mXfASGfWQLC3dW/wk1rR8mYTDgQSARR8jKbcOutt5bZii233LIoDt6WgEMElzRslI0QWDjbzMwpgIah/WSp0LRekvC/TpP6UHeWKMw2mIGwBOGIJqXR8Ut7VLQT7aIPY7K8R+HflIVRULnl0SjQKLCsKWDKOIoCAeDypO22266czf/kJz9Zyp69C4TA29/+9s5eBdPRjJEoQygxEebg1qaefSCIhHurwH4G9zQYoTplkVGuOGCCDz//2cCvYbfvmVEg9AttU2dJjbZRDPj5Vm+Jrx60ETNNTr84FvuWt7yl7FPQbmygTJ01ZSFUbW6jQKNAo8ASpkAEgSIQCFdeeWW3yy67lD0Fztebgsb4CfXEJczFOeecc8oIUjjhzgUjJsoHPyNN6WMi7I1SpTU6tSZuHXzrrbcutzaaebBhLqYWPAQX28zUFKhpLiaa1XRM6slomXoKnChsTrm45OnCCy8sy1HaCqXSPpSPfvSjZVZB3EF5Jc9Ru21mYdQUb/k1CjQKLBsKYOaEvAeFHIF0HbDpZUsCBDVBj+nneBzlwfKDGwGtY2dGAUGiHMTlRxGIIZDkFYGVePzAEfdHP/pRuQvAaYs99tijnLiwPk5YwTXCC8z6O3k0dzAF0FxdonVMTb+atqkfNE/8uJkp0h4oB5YcKI3uVrBPwT0O9rKAp0654I2DacrCONTCLHDQcOrGKKnnT7/97W+XKS3Tmo7jcFnTXFNZ54CbnZwGdq2jD2Hg+8YbbyxTiKYRUw/9ztz/P4vqbVEXiQKYeeqNW4/wMfiEZQYAmpg5pm/a2JICJQDjd6GSeBh9BLqlB/FPO+20cvxRn0ycQQJBfslzKpJIm1FrvsH92te+VpSX7bffvnNdtHP9FIk6T3ClqcsaGMImyz+4TRY+Fb4t7HcpgPax2mCsOk29/m6KxfvXlIXFo/2cctZBdeh0agqB1+pyF7xRDeZgPcw1pNxm504Dd8k7/oSGXELBLuY3v/nN5ZIV9dBnmv3/c6rolmgkFFB/faP+wqhrl+DH2Alc0/42LOpv9iY4FnnDDTdMzCCAgfFTEFjfn/3sZzvC+4ILLihtR77py/0243/fr4+n/+LAKcIl+AozUoUTHD2pbIqb4mtJAz4xviOwuINokrjc4DYT/Op07fvOFKhpOe70bMrCnetvrH00qDAYjMG1oBiQqUYd3RqmjVQ2zWAK/k9ljYyanZwGaIieLKbvv1EaJQKN1UW/k/f/j3WDWuHI1XVFCWD1IwI0QjPCHqn4u+/g4osvLlc177DDDuU4JOVBOgqFflkLY3lIQ2hT6rOPQNy0nxqPVMkgv4TVbq0omAVRBoa//9qpM//2STg5YerbTJn8UzZx6/zgpTz8prI1Hu17eVOgKQtLrH51XB2Z1cEtOXiEhsBn+DHi+U7cydypGEELu2OtEC3ChD/1qU+V2QUCAF2F1ab/vw5r3+NHAfWVvtLHLqNwgpPgvf7668sMk70Jni4mdNMXozyCoa1ISyDrm55KptS7nAksZjploY/LZP/hnjbnOwqP/JMP3C1DuATIWxPuaHjf+95X9k0EHzCURfooO/wG2clwaf6zo0BN29mlHH3spiyMnubzyjEdOgzKjmc3hBmt6OQYEIbBpMPPK8MVnhg9Y9KxbV7DbJuyEMosbbev8KlnfSj9yOjbzJ3bFi352ZtgcxphnD4XCvhPOdD30lddtmNA/MEIAAAgAElEQVQZ4D3veU+Z5ROH8GbSppJ+Li48UwbwYnxTBKKU8OdngEHRURanJ5yiyJ4KccUBL+l81/DrPJJXc+dGAbScys4N6nBSNWVhOHQdGtR0ZJ0Xk7AG6b54Sw0x6fBhdvFv7twoUDNjEIwOPeqTkWSfefb/zy3XlmpUFIgw5BLy6TfqUR27XMk9BpYcTjnllLLBlQLBUhjEZ9M3800p8LSxJaujjz66+/GPf1zi8K/zmE97qdOCSTmoYdc0hGtmEdwmSOl1L8Ouu+5aLofyP7hlVgIsNjSSX51nDb99L28KNGVhidWvjpqOqxO7Cc4IAVMKk1hiRVpS6BImRop77bXXpDesNWa6dKq0Foa+U3eEpVv2XJKz1VZblZkkV/ESpmYOIkz1RYZ/BDFl3cyBtmI2wTPURvPCxReX8V9+ybN4zvJnurTC5QOXGPhFcbAJ8rLLLisKjeWJk046qfAUcZUz9OHCfb74BofmLj0KNGVhidWZzlorC47z2Y2tYzM1U6g7dzp5c6ee9htEn9AbfX1/4QtfKDMLzsmHxnUzAqOZpUGBfn8hWE3JW2Ywm7DFFluUtX1ClcA0g5c0FAJCl3+M9Iw4HgOyT8E+ATCZzABqI4PaTok0yx9wgpOk/genuPzhRlFJ+xRGceDnKLBZE0ua7miwidemXnDFY4Nv0s8SzRZ9FhRA43Gjc1MWZlGB4xI1DYnrMg8dXMdmauYwLvguJzzQ3PPAXv4jAMJAl1MZl0NZ6j7SL4+wCEFhEZi+CU1HDAn5Qw45pNyr8etf/7qAUNcEK0vw+h8rQuDys5do3333LdP7NkEK45945WMMftBBWaI4uJ/h2GOPLbMhjgg77mlvToz4KbMyRTlKOD+G23hRqLI83KYsLMF61BFj+8qCztzMwlOgZoJNWVh4+g4TYgScPAh6ykHqM8LOfxv9XvnKV5brkr0O6ThkjjlKS/glHYEJLnhMpuzBNuPgpIHnqL/yla+UdOLb4yB9hGhgFQCL9BMcuMoQ/F1J7b2CddZZpzvyyCPLE9q1UqHcys/Gf5GK0LIdEQWasjAiQi9kNjp2bFMWFpKyk8OqmWpTFian0ziGEM5RCoKf/wSdZQSbhI2mzdARjG5DlYZwz2xArRgERi0s+SUftzO6avnDH/7wxLIDQQzeOBp4p33Dzze6uJrafoYDDzywzLS4nwGtovRQLNAghgIR5Ykf2tVwE6+5S5MCTVlYgvWmA8Y2ZWE0FRimx23KwmhovhC51EpC3moAlzC05+T8888vgn233XbrLr/88rK0JCyjbAKRAKxHz9pALQjFZcRxq6PbPd30afmCYOVfKwpRQAjpxTYpS/BQdjY48reMYqbERk108tCRK62lpSwovzQx/NAtNBKPbWZpU6ApC0uw/tL5uE1ZGE0Fhtlxm7IwGpovVC6EGYGv7iL0rc27Dt2FZi5MIhAJOfFqwS5N6j74EIIRhBH40lJGPvKRj5SjzFdffXURmMJrwQuWuONigj98MlMAR3SwGRMt0M+eKJupTzzxxG7zzTfvDjjggLKfwVJNysMFozahX9w6rH0vLQo0ZWFp1VfBNh2P25SF0VQgWjPcpiyMhuZzzSX9g5Am9GIIPqcaPAdshOytD9PsBJ64uShJfN8Ui5i6/ms/8KUldN2/4STB6aefXtIKI0BZccDwHViBs5juIFyUPbMlUSbgD3czCpdccklRtJT1hBNOKP1BfLASX5nMNvDr28Usb8t77hRoysLcabdoKevO15SF0VQDmjPcpiyMhuYzySX1UsflR7BF2GdmwWyCEwqOQ3oK2D0KTK0YiJuZhaQHq7bJi2BkpXf6wcVLLjlyooK/NBGyXJY//HzXikxgjtrtzwQk/9AwtPDf6Z/Ed3W09ybcTOnothkHvIhRxsRTTmlrmzyau7Qo0JSFpVVfBdu64zVlYTQViOYMtykLo6H5THJJvdRxCSiCnsAikAk2dwi46dTroZ50J8iZ/vq8tDGEnv+1X9KJIw//CdSzzjqrCE23IPovLQO/KAiDcE1ei+kqR8rIVabgDa86XJg4wtHOHg37GVwMZ0+DZRgbI8WjRImb+NLELmZ5W95zo0BTFuZGt0VNlQ7H7SsLYVILjWCdZ74xgeSHOWAq+T8of+F9E0bS95/Nf/jE1PkHz4TJP3Hly2R0F9zq9ElXu9I3ZeEOioSOoat2wDL8QnOCO3Hj3gFl8q/AnTzGb0LUm7pMntbYzRJ49Mttm45Ennnmmd1tt91WcJoOXsLTLvwHP7gHL/m62ZGwtPyg7BlVE5bixQbmUnRTBuVXZjZ1jc4UsLe//e3lSuyDDjqos2eDMhH6xVV29An9QovA9V8Y2P04iVu78GDSj8FJHVHagnedJt8zgZ+4ze26piwswVaQDsDtKwth1AtVrDqvQd86K6ZQG//hwdWJMYfgJb7OnOlN3+DO1SRtcAMvDARMTEr+tV9wqPMMY4mfdHWaOp+mLIRKd9w9EAZ9R8hv7h4gMCczNX0ni5N6jduPV4/i1Vnq6ZZbbilXLduM51ik/QT2JkTgwzdCvQ+z/x9M8esyyst/SonZCs9Pf+Mb3/gd+BF4k+Hez2ec/6cMyqzeYtEwfZnS4OZHypmro9/61rd26sHyhfTSRKgrK/rU/33X/2dCD3AZsJMHuLkfI/WWeDOB2eIMpkBTFgbTZax9NfzYUSoLg4iic+ucFAPvUxAOHt/hzw8zwSyEpQODg7EwOvN8OjImwdSM2TcTxiN/ONndzWLw8PRNgHClCQOUto9T/nObslDI+zs/YdbxRHvT/0b2jigKT12nzhJ3Ji66x4KjviLstaV828B44YUXFuG99dZbd+ecc0556yBpuUzcmeQtr7Sp5MvVvs8777wya2H9ngkecGT6+RbPJfiTcigXW/cVipP+xGXM3uQpbHdXfOADHyj7Q9Lnpc33IFJQPtJ3B4VP5Qe2Pu3mSXtH1BM/OM+mzqfKY6WGNWVhCdZ8Oi53sZUFnVHHdwGNo2jOmDtWZSqSy7rU5dBDDy3TlFEY0oHn24nBYeDB+B8/zwq73x9OBx98cNn9Di/WS4Ce57Wb+4orrihMHj0nY1JhNNymLBRSl5/QRT3G8CM8HEf89Kc/XZh3wrjqJ+lq/9l+yzNCB8ybbrqptDEb7oxqXSAUvITnWx0T9DM1aU/iy09bIxjl55ZGyw+UFCYzDoGtnLHxW4puysBFx9jMKihTTWMKuEfu7BXZcssty1sq+hkBnjRgqAc0S1rwGWFRPqajl7iMtOC438Jjb+ofjKYwTEfBmYU3ZWFmdBqrWHXHHaWykI5cE0NHNNV4xBFHlMtaXBNrytcjOjfeeGNhqL6N9lxUg9lGIEurow+CW+cxk+8w9MDGJKybHnPMMeUa3+uvv748NWx9GX7WWF3Fawr5tNNOK7ML8pG+Zi7JOzhym7IQqkztZvZGLPWDrjHoGJrGbzpX+ggW8HwTPEbzF198cbmm2SZGVzWbyeKvvXEjUOQh37SX6fKUrk6bmQOC8Ljjjitr9J6eZuQFdtpg8ppLWafDa9ThKUPfhQf6pF5S5tSV//q/fuZOi6OOOqpzw2WWJqQFU/y6fcy2fKmj1Ku6YOAFLv/kNVvYLf5vKNCUhSXYEuoOO2xlIeSp89TpYjFGN7p5fCcPzogbJm6EocNSKIzodVwdWXr+C9GBgxtcw8ydB3c8jpKSh4DkLS7G4duoxq19p556avezn/2s4CIMXn0jHcNtysId1FH/dR2GvmJoA/6zFIcIUf9nahKXm/qTFiz16jikWSsjfMf3vvvd706AzghW2rS3tA+RIlgmEkzykXhgMJaxzj333LIuf+WVVxa8hGW2Am5wZeQdWzyW2E9wn8yt6anMKTea6ftctPFtlsmMnuUhgwsKuyWqwFZf0qNfXXeTkUy6fl8NDPkKAy84iN/M3CnQlIW5027RUqZzcUetLOj4Ol8Yg2lFU77WbDGOhOnw8AvzMJqwCQzT0KHDeLnz7cSBwQ2zIUSM/L7+9a+X/GoGDkd5wteoB/7oGFwH4RM/blMW7tz0U59oiK7o5Dt1E/pJif4zNWCIH/jSEQLqy7Q2weNugzypnHBxki71Koxf8JopHoEDpnZkitvS1kknnVTaFnj8Aw+u+Vbu2JmWeZziBfe6/vr4pY7jj06prygT+rxBghkf+zxsgtxqq626VatWleUq9BNXWrMOlP26Duv8fYfG4rBpc8lPHN/i9fELns2dHQWasjA7eo1FbB0hdpTKQjoo5phOauRuX4AOzk+nF8934mMUNhxZEsj0oI4cpq0sczXSyocFj6GQfPKTnyz5YTrBN3kY5ca4wpaykOt+MfkwemWICY7cpiyEKr+ZgjYNr34JbMsBvtE9dKzrJnUFQsLvgHbnL/QWT11oM9qZJSUXIG288cZdHjcCV7jRve/Al9b/1N+dc5jaR7pYbdtI2PXQe+65Z7mIiV/ySvsLxKSLG/+l5AZ37nSmrlvx03/qtKlLyzhm9CxN7LPPPmUjqro1O3nyySeXmYd6z0HqECzf6dNmJ6655poyWLHsaOlT/9cWGPHr/OsyTOZfx2nfd1CgKQt30GLJfKUDcPvKwkwY8FwKqoMy6WA6I4Fw+OGHlxGeDspgnnBgxdWpKQtmHjCHOrwkmMNPXf7gJZ9MA9tE+Y53vKNMFcMzeQZ3LvykcUrCNHZmIII3tIT3jbRNWfhNOwitbCR1hfLaa6/drbXWWmW06EZDJjQfRMfUQ8K0EzCZuL7VIZvjkK9+9au7Qw45pAiJ3KcgXH1Nll/ymMyVLlacfHOjEFB0LVtRUpzy0M7kCddamNVpJ8tvJfmjTegT2qovPMPSBMXPPRVmiCxpPv/5z+8e+MAHln0OZiLQX9ugfKBtYFiGUg8vfelLu9VXX71sYjbrIz74iZc0xaP9zJkCTVmYM+kWL2HNjPrKwiABt1CY6vAYI6tDulffXgXX5so3o7rEkW/8bTojUITxCwOZC251+ZOeH5gYiieGPTVs1IFp8JNvmEbi8iNsTCnb+IghBa/EreH75t+UhTuUBTRBN7MKa665ZjlGSHnIqDL067voWNNYe1IfqUNh2on6Y9WlqetNNtmktCO3BJoh0uaEp03185nuv3zqOg9O3ISBoZ1oV56etiE2GyjlG7yTpnany38lhIeOXIarfag79CP0zUZ5r4PQ/73f+73uHve4R/eXf/mX3dlnnz2x50g9M+pLfUjrFMoGG2xQ2t4FF1xQlH9xwK/z9R1bgLSfWVOgKQuzJtniJ0ij5w5bWUheSh2mrCNi1pYfjAQwevGyxKAT+x8mzJ+i4CpY/unI4s3FBCcuU//HRAguMwuYENzkB5c6vv+YvDA7tK+66qoJZSdhNW512qYs3KEsqEM0dzvi4x//+LLJEN2iONY0rL/rOlMP4JiCNs1P+Ui9ma4+/vjjy/E7e15MTYsLPuM7wnoQ/Npv0Le0dd36TrsVxmr3ZhFc7uSyoZx+iIKT/AMn+fT/x3+luaFpTQ80Qz+0TV3ag0JBWG211bq73/3uRWFYb731ypIimuEj6puhKIJHWXjCE57Q/f/27vX3t6Mq/Hgp9F6gKJZgVApaLm2tYKlFBJUKVKpYwJargsXKRYQQBKKIRo2R+MSYGB6VxFuNURIjRhKDt8QnkMZ4f8IDH/mHfH55Ded9Ov38Pud87z3f43cm2Xv2nlmzZs2a2Wutue4HHnhgjDyJgzfc1WW+NPM1kK3bvjiwjIV9sel0Ac2N/akwFnxonA9Q3nwK2V/7DA374FPI4Pqg8ykT5xlY38CB56Q5jJvLH20JdcLDwjPTHuiUx7Ywl1464S7z3la3Uwgzvpk2aTj+Mha+0buLfxS8MzbuvvvuzVe/+tXBJ3V+MVcdMAw4vXZ/MTQlpB5McRm50tv82Mc+NrZDOmxHm6Ioam9z3c51FP6L0SCuND2Hj1/boaTsenj44YdHu0KDNuyKB9rNjGuvfM9a/DZ/5vrBR9OBRgOvueaazRVXXDEMhWuvvXZz/fXXbz74wQ+O32NLk8yATz0YkXj+858/piB0DoT57jnP5Stt11nj/XGVdxkLx8XJpxBPjZ5/0sbCXCwfnqsP+w//8A9HL5AwJTS5hCfawHI+Yr13C5DEZyyUZgAd4DaXPxwEA8Wj58mIwRfv4hMYZRFtwgmfv/zLvxwjH4aW4eGCmdMUvoyFJxsLTuyzst1wcD8Rqo7i3+zH29oC5e+Uvxe84AWb2267bbQVU0MPPvjg5rd+67fGWR3qRTtLEai3hrHhmeu5vPkHcdoDPKVP2diO6d8SjFBtHx21rTnfg+R11mDj6Xa5+94YiA5Oe/nLX775ru/6rjEd8ZznPGdz0003bV760peOg6/wXP3XDsgRiyFf+MIXjm9YXCMO8qkut/Nc74fjwDIWDse3S5qqD4//VBkLKX4f9de+9rXRk+wsfB8l58NPeCbUhRteJvT1OoXXO0D/Ydxc/nDIlzD58pe/PGjTC/WeoRCc/EovDj3KY+TD8cTRBi5BVpr8ZSx8g4d47vKnResVrGonrDMG5zaAdxze4zvexl+r2e+7777NddddN+arv/3bv33zyCOPjNEedajNyYeTJvxweY8OeHfV90h4gVt4RXuWPqctMA7s4kFPO2Zqw/IvjeflDs4BfFPHnG3YTsU0HWH9gdE+f7RkpPlG47U68mz06Wd/9mc3r33tazf/9m//9qS2MdfRqpuD18uuFMtY2MWVUx6m8Xc9VcaCj5OzmPHzn//8ON6ZYuhD9wGnaMH2TJjrsRtidPYB+Gg/7Ee8nd67PBklFlz+1V/91eh1BrddnYXz0adMdnWkDIRx4nM985ex8ISxQHE70vfOO+8cbQLvtIUMBfyaL3FgtA8wdk2YajDcbPj5yiuv3Dz3uc/dfOITnxhrIfQiOfVrJEF+tSHhM+6eq7P9+LXr8oCDQyMjhfFpnYI1Leid4z0rj6vw/eR51mHwqgsvtAX1qn5rF/xGjjyrJ/wnczg8t4PpNa95zTBSHarWdyu+eq1+Zr+8V50NVu77toyFfbPq9ADOjf2pMhZ8bJxDjKxKZ8lzhc9z1CkKHy8h4EM2DeFMg9m4OOzHOpdf/gQDgWIxnHlvw+Kz4BiETrft9HooTpbDS+kIqW0XrfxlLDxhLFgj4mTOe+65ZyxEo2C5ttJu81pd4bE24rIw8nnPe94wFG644YYxV21x26tf/ephXIKpfquTFEF+4Yfxq1dptaXoZaQom/+a+PUyQ1Qc2l2ewXfNeA5Dx1lKM/MuWYGPnO84V1vpHUyGIqPB0fK33nrr+SkKYdLzq6fZh2/7Cvfy9+bAMhb25tElh9j+aBBUmAWGzsMnnIX10fH7EA9TgD5oH1s4KQJzhBYEzr2ABCXYhLs09Qic3mgol7EgPNr5+3XlEXz0wUeAEBB/9md/NgQHOqMZPNg5L3Hh4zNoGAsMIHgu5sCfJWOhulKX6je+ecYra0Tsi3eSYrsE4mF8ntMwKlMI2u4HPvCBzS233DIWqZl7vv322zd33XXXOMugU0Frg/B57v1i9XSxOPR0gfOcEYs2774nRoLFdRZfyrM47WW5p44D+N33rG7IGHVhd8qLXvSisa1Wu1JH6lEc+QSutJ6TWdo0mL2cvJZ7ggPLWHiCF5fFU8IyYs3z+atbFncCuvjD+j6UcPF9aJS+EQLzh3pefXA+yISt/NDo4+SkNQ/p3H5Cd1baB6Ft+8ONPjjkpRfoeGcr6NETfP6uvKTrsmbBj6USNtvw4eGfJWNhmw+1CXxQl+aWX/ayl40T9yhYvOe0geraMwOCEad+zEWrL23K+RaG+rUpw8qmhKwdMSXEqR945Cdvz/BVHwPogDdpu6IRCu1ZOLrsfmAoOJo4Q7xvLLja/wGzX+AH4MBcP9pC7YrccxjTm970prGoVl2I1/60I8dIk1fCtDtrT7Q9h0CFE66LuaO0sYvhvVzjlrFwGdScxq3RbwsnAthH40Q5Ao7TwAnVo7oZj4/Kx+acBIuNCE+Cc5smNDAiyt+H6whXH6ifOul59oEq00E+xm3Y6OPD6ZhX2/coGflHQ378mPH0rBwO2rErAk+jcU4bLP8sGQsJVrxQny7PeGaXi7MP7GD44he/OML18MRnPILj4qXDufzO3HZLuLUXODl+fNbWXeqitOI8H7TtDOTTDZ4uwZWx/Eyb+UOqkQV0cuL6xryjI1oHwLqdOAeqJ23Koljnenz84x8fxoDMa0cWXlsjpXOiHao3BsOf/MmfDONPm+OErzrcf7UtY2H/vLokkCmuMvfuo/DBeNYTe+ihh4bQ1fATpuATsqU9iB+u8LHWfYAdp+rDRQMhup2PMHFwgDOczNLvkCR0l3a/NG1/1NGHFy5nODi8h3CQpzzmNGhyCS/eM8HhsigSjeK6ZtrCxT9LxoK6jdfVM34bLaL4na1g6sAhWC0yEy8NXz1X13xGoyOTGRX4Liyn7tQJJ736Uheec57n98IP4ocjPMqFVnkzhG0JtsDSGhb01V48x4PSHiTfBXs4DuB/fNf58K1bN3XzzTePXSqmD7UVhr425d1CZ1teGQnSW5dkfYw1VwxA7Y+rLRyOsrOVahkLp7y+NWaCjBWcIPXheNfgbUe0fchH5KNIsB21WPLtA5WvffDmCI0w1HuUF4c+QhZNPlpClS+9tE5v/MIXvjDSgZUO/tLvh1bws4s+eREEpjkMZwuXp7xdu/IAU/roJ4CUTxmkQ//swHP8s2QsxAM8wWsXYcto9K8Pa1H0wG1x06PDPzDaA6HthE89OoYEQQ4er+0u0C7UHfjadvnlx/fe+bvC5vi9nqXvqn2ggbFi0dzb3/72sX2PotFexXFgtYv8vfJZ8UfnQPJE+1NnpqiMcJo2tIPJr677T4fc1JWtl5/85CfHGiajhXbcGIFtC2ZbM7XR8B61TR29pKcfwzIWTnkdzY1YwyZw//d//3cIYsP7ekFWbBPgNXz+UZ18w2P6wIEprQegEBLuwfAJWx+3y+E8/g7opEen8qHTh5ygBV/a/dA68wF89MGht0BwGHaUR3j54FxoIvjDg1Y0WqdA2FB4ymibJ5fBEW2l458lYyFlus0T/KFM8VGPjuBNqYozmoSnhLWtlYwC6xMsaLQOwCJZf27UtuCQVrraBz57PwkHd5c8ai920/hJFQWkbI18gIme4NE58+Yk6Fw4nxgdjf++YXVTW/NdN6IgjhxkSDjXhbzyLw+GqU6VqSWGgvaoju2aUofJicXvi3NgGQsX588lj6WYc4Z+KV29M8O+enYWmLn09jV8H9VxOHh8RJQAgW9ho0VpPszyEe/ZB+uZb80AepzFgEa9SsP7HQMML7gE8H5p3S5X9KFHT8MUBB54z6GJKz/P0lmFL41pFULFeoXHHnts/F5ZebmUwniZerPSn1VjQV0TyPjpGY9cnrkEuVEEf4U0csAQ8GMpwt3okjnmxx9/fIwEEdjzqZnxer/+dps4SDppu9BGyfi2+veDMnK108pZGnGHzX+/dC64JziA1xkIQn3b2pZLXfWtMwB8146BNgqhI8VoMP1l6sKiR6NgvneyVdt1Sb/q8wl+73paxsIurpyyMB+A3tjnPve5sXVRD42Qtfdb74cg4wjr+YM6SuOX1gek50fwMxg4ynTOz4cKVs/RR6k3SXFbgMS4cJIimnyY4FIsA9kBbttlib52Qdg2yWUsyKf8EiRoNcyMRltADaWjm5GBPheYhMdMXvnzz5KxEA/U+SyUheOFNscXH4wtstbR6MWZHjN1ZRSHYfboo4+OIeF+Qqa+4NVGwg/PXu1Enq7DuNLyKRv5qVPbP//mb/5mtPu+I3FcvuforF0dhoaVZn8cwOO+5bm+ax+FgSMLGQOMBQaqEQWdHCOcpiB0rsgvI506NOoYHpf04dofZWcPahkLp7zONeh//Md/HIKWIGseFdkJWAKbMHPt+rAuVsQEXh9fPWsCEV4L/+wyYLBw5cP3cYHjTDf4MNFIgVvMKB6NlDChXF4H+TD7gOXT88jwnGFgF8Sv/uqvDgUEJvrABE8hKZ8TJPVmDZHPRztLV9o5H8/SVdbyNW3haGOK8CBlKf3/RR+f1DV+WBhoWojQ1i4swiXEjTapL/F6fBZIahcZufhcGzkuHs31Az9XHnx1bD7b9AOatVuutjNe1u3UcqC61Pa0Ix2ARjT93tqIprUzv/M7vzPOebHo0SFiZCrjYm4fp7aQp4SwZSyckoq4EBmMA+cHUMKUnsZN6FFUXMKWsBbHP4wrvbTwuBgIPjwf3Zx3ghQdhK1Rjt///d8f++f10oX7eMH5gF3bdIXjoLRKB5c84LXC2fw3Ps20hx99HH5RVhZqUgjClRH/XPDN6ePBCJxu8P7TP/3T+BOiUQlw5TWBnbnH6kXB1Yt1JIwz6wDwm2C2pqT28a//+q9jtEE7camPuQ0eJwPVETe3QfnJV7tg5DL+DF1HizS1neOkZeE6Xg5od+pKm+N8k0YSGKSmRMkF9chgAOPZKJLRLnW9vt/918cyFvbPq0sCaRpAD02PjCN0OY1eQycAXSmsWeDOwnEk2uPWBwc3fKxyeesZei/P0Hh3maO2qIhVL0/TI3BJQwl3iXN5R/t+nTxyfdw+dIrH0LaFnrn4kPIXLo1hSbCGxtGQkSBemuiSrnJt0xhuP06y2prAiZ7yP8s+HlZXeOXSDlzxEkzP4vFbWOHx+Dj5CPfs0Fj7sH7COgXrKzIUxEfPnG49n04OqCt1l/NtV4fVffHaXnUPbn2/cW1vfxkLe/PokkKYFrAYz3YzPXiN3kUAa+x9KCnnwwjbPiQfUcKbIrQOwFoJHx78fWTy6CPzDNbiNesajEb0gTJspE05bDNyP7SCgSMXDWjWc7XYc54iKW/x8uUnOEypGIlgOHCVF5x0pS2vYKKzeArG8dBrGuLJvXV8qioBLBAAACAASURBVB3iHd5v8867dsvNbUh4sCPymG5zHlD23Xj2PZmWMpetTYA96tqaYyJ7odknB2oz1bNkwmp7vvHa2/wc3Jxun1meWbBlLFwGVW/I1lCpk+/sGa7xmxrwYWjwwvpwUqi9X6yIYFKC8PjIOEPtzi4wjAymtQzhBMsRrpxDm0yXGGEwP02RZmBIE+4+YmnCNRDscQs2+gwvWr1uH/+8JqKyZKRIJ413Q5POUrAy2iI8/Jt55bn3XeRUZkcTm3NfIwtPNhbiWXzC8+pNWHUDLpjSnJRfPmjh5m/HFjpHOttlhE7tqHYD9mJt4aToXXgPxoHal1Rz+0pOCK8N8PvGawfCZhwHy/1sQS9j4ZTXN4WrQdsBYQW/lfx6/H7gY6eBOTofSYpZcXwowuaP50LFTCCCTaDCS+kbLWh0AH4u+BmfD4/yNldo/YDFRFYf26JoFTylzPkope/jzJ9xXei5jzoaGU0MKFMlaJvzgHcuuzxNWXDOVaAkpFU+UyzOrWh6p7S7aCvM3LY92/PZFhei+6yEq5+Z53O5qzPx4Lj4PMOd5LM2Orddu2IefPDBsYWOYTu3ywzg6D5Juhbu4+HAdnuqnYV9bp/aIZlRe+y7Dnb5uzmwjIXdfDlVoQQZwUWpmXNnMNiv7khaR+dS7hp/1vJBGn+wPiZ5eLcGwFoFw+0J2eKCxyAfG8FaGFiLiszpWxhphbnhev8NoNxnYX0QBpd3PjyMBAaNkY9GDuBEiythgUYOjHQufLRKn0Hjl9b4aKrH2ottB0+4irM2Qxp8F1f5iz9rfvxRP9w2P+Z6Dxbc/HzSPPN9aAPybHudQ7iMDqFPfG5+Lmz5p5sD6nBud8mA2ljvcymWsTBzY+/nZSzszaNLCqGRJ+QINr1ac6yf/vSnx+lkFma13YuQ8wEknFOUexUg4SgvIwRGMOxuoPzlzXl2cX2A4qThmqbQ22Ys2HVgi5IT+xzMZKEmBx594RiBe9yiL19e1keYTkAvXC64w9s71KUzeiDcAkyr9R3GZDrhQx/60BgRae1DdKb8whmZtl054AWeOZ/iz5pfe1PumR+Fz+1QHSWknyo+yc+lPo0waY/ve9/7htEgTBy6qm90zc9PFZ0rn8NzQB3m5rqbv10wtUmw3uf2Wvrl7+bAvoyFmcE+Ki7f81xRCYP8YGd4FVQl5suj5/DNaQqbaZnTgHUVn2IbxF7GN+Wh7AzpMwz8IIUiduiR/eEUJ6WNP5V95sOFig4Gv+OrD0yYLUaG2G1zo1zhdIEV75pdw/fSWwdgm6W1C05Js+5BLz5DonRwVdeF7eWXN98ZCaYRjKrIN/ouhEMaIyDyNO3gF8lGThhd+KinqRz4OPNwu6zwC5sPZbpQniv80nFAHXWhQr2rV23depP3v//944wHhoMwF5hd9X3pSrFyXhw4XRzY01jwkdW7RHof1Czs+zBTOOD6+HyIcCTU5+JLt40H/OyKn8M9w7ft4EvY74rfhr9c3v2gx7C+Hr+FhOZY4wcfj/jKPtdPMLvKOfPeM1i9dPP41h10hgCc5QEu/HCGgzFDCTvHwHoFvXZrCKSLBjSqk2j1POPaReMcVjtgeFiv4dfIjBN40Fj8nKbnaDAVgofodLCSaQR0NpWiHJ4rb+n50cpfxsLMmdP3XBtLFqgz7YSRaerBiaSM2Np29V0dn74SLYoWBy49B/Y0FrZJTChv+8H1gSagC9/lB9Mw8QzTh1s+wfYOdn4u7UHyL81p9ik055hT4BQyR/BRco0o8Jsm2K8Sxl/8c3nGXz1sw/IWKsJZuLjgZl4Vr4dmXYKpC6MdHHrUKzxoitbt9PP7hZ5nWhk0Ri8cKY0HCfxdbQE+adHhcmJgCy/FoYvblbb2NgCWsRAbLgtffWoX2hynLXo32uUPrda71HYv1LYvi4IuIhcHnkIO7NtY6OPapi2BS3Bz4HIp7t6L3xVOmJt7pwT0anOzIE8hitMDzMGXcN8r/9JcLr7dBM4SME+unHrWM0+Uw/sctou/2+XFJ2nwlIPXNkR5Ucji1cksTGfeeu7dHnXbLE07hAve4kfgIW/hQKs6t07A4kJrN8RV98HN2QiTDowjqLUtRk1rFzJk0LptzGzj652/RhZmLp++57ne1b26NSLn8CU7icgs4XztA3z1e/pKsyhaHDgdHNjTWOhD8lHlKJCUszAfHufc7WuuuWbzspe9bCia4Lf9cAovrWdDy894xjPGnLn3egZ91OHR+33Ws541DtiZ6YIXXTPO0lyuPsVt94P/GdSTVhY8UV4+PqX0xSm/uJk32+UvnkHAGdL/jd/4jXEKo/T4CCccLvCz8x6OjoVOEVdvcMDv3XNp8i9GX3mBzSm/MyfssmA0RGe4g+OXR23BCI3dE/6AaddDPJJ2dnN+u8LFL2Nh5szpeK6+Z2qEqWcGt7bd7gffFFe7vlCdz7jW8+LAWefAnsbCNoN8fAlgcX1ohK5tc9dee+3me77ne0aylIYX8RQH5bbL+XApLCuVnSmwC64wp6497WlPGz85Cte2sIAvRRjM5ejjob85UnRGF4wAUJp8rrrwXnnj08XKi18paz12JzX6IROl2rx9PK2OZ3zFZcDYiuivmEYXjBAlkKWRj2vOc8a113N0wmsHhHUVDBll167CPeMpr9odGPwzVYJWBk48m2Hn9i1tDgzHX8ZCXDk9vnqpjqJK/WnL2oxFjc5WENai3F3tprT8bXxz3HpeHDhrHNjTWPDB+Khc3CxALbTj6j06PtXIwEte8pIR7kZxbSsvCjAldx5w6hEXJi/5lic8nv0F8Yorrhhz0OERXu+6sPBczj7+60UzovSOnAdgwaMwChnPc/gKPn4VvsuvXsEy0oxemNPHu4wF6cDtcsJd6kQa6xYcp+zPfU5WdEYD5U4ww1f7CX4Xzl1h5SPODg3/d3CwkrLWNvjbdHovz5SDstoJ4Re1aDRKEY1NTcgn/uULCz9/GQu7aurShlU/UaGdaXd2P3z4wx8+f8CYdsNps3P9lm72t3HOcet5ceCscWBPY+FCDGEo6KFdeeWVmxtuuGHz3ve+dwyVm4a48847n2Qg9NH5QP098f77799cf/31I62pB/HibAm86qqrxv738rVl0B/hjCTceOONI06aZz7zmUNxgiMAKNG77757GBHgrMr/v+AovASfeXpbBv3E6Jd/+ZfH+gLlZjDgX8ZC/E5Z7uIDGPGU/Fe+8pVxeJLdAvJyEaR7pYeDoQhWGudAMBKckGiqyBZM9KLRFNU2vu33XXTOAt2ohS2P/dshGuGpzOGofPjCKSfHoLQ91ILRT33qU+PSViyaNDIGPrpKK134+ctYGKw8NTd1Uv0gSv0xFBiCthprh3ZCgOk72Q/xM879wC+YxYH/yxzY01hIcFIGXML70Ucf3Vx99dWbpz/96eNnLK973euGojcNYc3C7ProLDJ69rOfPYwEi83uvffezXXXXTeGv8E4RwBOgpwj4G+77baxDuJHf/RHx4hCeTJKHMxDWdnXz0Aw2mDFM2PFM6Ua3Q3Rw0tgRNNM52l9zgiwZVCP+GMf+9jmvvvu27z73e/e/OZv/ubYBqZeTAnMThlTeCnUyl09Wkzq8CRGHAFbfKM0M775GRyc8KBPPtJbSAiXM/fR+I53vGMYDBR0bWnGs9dz9Jsy0C6MsMyjANvl2sZXedDIKZeDo7QdSoThikbz2bZ8wlee27i8w7eMhV2cuTRh1W/ftzbIqWcLdk0/2N3j3aW91g7zLw3lK9fFgcuLA3saC4rTh5iCMapgXYIpB0PifaCGoI0M3HHHHYML88foozb3biTCz3wIZD1iBoLha7AMEMaEEQbCnc8o+MhHPjLwSeN437vuumuEG1I2FA/mlltuOa/oKBZbpNBHsEuXUIFIXpVlID7FNwYAIYd3esB2HZguYHjhnx5TTj0p56zslLWyz/XBiILXqIIpCEPyKX3w+FO68M++uPCpfzw3J2w3hcsaCNMGFpeZMpGfNGiUb2lnnNvP4F1o0eu3bsP5COgsLn87be/yLS+wRme0P2XWfmwXhbsTJqXbVirCpM1fxsJgxam4qZfqN59MIJceeuihsV5B3fomagvz93EqCrGIWBy4DDiwp7HgA8vVc7VPWc9dz5FLkOo9Utzf+Z3fOcIphnp0eoN6nW984xvHaILjch23S6HkvBupYEDI96d+6qfGu38VcOWjZy0fQ8eUB1pMa/CNbNgpwShhuPglccYMYRKOy0lgOD7ZXL2V/E0V4MdcBmWsbBlC1V1+4eDUi4NpTBN86UtfGgsbxQtP6OZXP7MPh3ijP56tI2DMWEzGoMsoEIdOuD279uOC5Wt3/onhMCU0K89eeEovL3TKXw+TsaWdWacBLzrFeYbXVTuf8+iZv4yF/dTgUwOjbakv9cLXfhkHjEH/T3E2iTrVBlzgvC+3OLA4cDAO7GksJCSh9WF6N3dMKZsa4AhbjjA2TXDPPfecH40Q7uMMDxx6xua1jUDcdNNNYx5auGFmowGGmjnDw/D9/d///fk5Z+H+N8AQMJRsARMjAS2O7zUNQRnwrZpH65w3gcHJL7pHwCm9GcXpfADPaEY7wchXNhch2XPlFcZVTvVQer1nfLVY1PQGV3w8Kt2I3LrJIzjD+uqTkWeEgUOfeDTM9V+66NhCO14rh/TKCKe20e+oGUZ70VY+6ODgYWwZvWrNwzzCMZe9cuVLD1/+MhYGK07VTZtQX9oKuWD6gQHLGBTe94FobYG7WBs6VYVbxCwOnAIO7GksoNFCIS6B6YNkEFDSRhNyFt1R4q94xSvOf4h9mGC+/vWvjzl3W9g4vVI4GAw+dr1Saw9sb+MofKME/gzI+fD1FEyBWOtg1ABtr3rVq8YOjHYGUKrSUl4U2ewSEATIrAxmmNP0bE2BRVpGF7gMBsqNspv5m4KsnuZyCAsWD+B1hDQFathWPHycZ1e8mvH0LD4eUr6OUa5eKegUOhzhC34vvodbWjQbkbI2w4iWd7grS/TM/pxf4XBYHNk6F20YD5WdIqmsaBO+7eDk+MtY2ObOpX+vPVgQbdpSeyRf1CW5kdFQG0RxaS499YuCxYHTz4F9GQtzMRKqFDElb42Ble+mJCwsFPaCF7xgpyI25UD5Gz1gEFCCdjU88MADA96qecYDo4FjCLzhDW8YUw6vf/3rx6FN3/RN37R58YtfPOAcVMSBz+gwr/3KV75yvNtFkeKI7stNQDB29IaNxjgDQXmUxZXBwJ/LBWZbIScs8YtypPBsxbT2AS5hYHLCtnEUxy8PcBSx+mS8dU5DaeFE2za+WWjPeD2LA+9SNrSa4jAFg074wrmdtvfq3bs0jCwjTdoto1IYF57oiy7pZ9c7fxkLM2cu7bP6YBRw1sfYFkse6VSoY+1nbjPec9Vp78tfHFgcuDAH9jQWEqr5CVcoTRdQ0hT+ww8/PLZO2kbJaOBSGJ4TxhaYve1tbxtpbIe0ap4g5ww1m96w4r+0FJH1DW21NNVg9f63fMu3jH8m6A3DbQX+7bffPuCsezBnmRPv4tB/uTnz9baLOqrWiEB1UFlSrgm//MrpvTTC8NS0gfrDe3GEKLj4zt/GEz5+sHr5nJEPgtpIxbxmgbGA9/KIXvDlMxJPt/CWhiLQLixG9Ky+wRTv2XUhFz7xDvtyoJfpDKMhRkDQp227ohWsdLsUi/BlLFyI25cmXBtUd9Ywvec97xlTj9qKNtK3we/50lC5cl0cuLw5sKexoHg+Oi4B78Oc3ayIipsVwyx0w9FBOeGZBX7P5QsmpRS8uDke3gya8uCHq7DSCO85nKfRx0/8s76AMvYjJLsO/LDJyAuF11ZCZdrF68qlTijb//qv/xq9L1NIeNb0A7h4WJoL+fKKv+oGHdaHWDBpjYXdGxYj2gkhHl60la762MZfvLpBL8PGFth///d/H+9wiXMFy3ftcsHULhmrDMn+ZcFoYDCBk9+Fyh9+/jIWdnH60oQlZyxY/ehHPzpGGbURba32Bma7vanH6vTSUL5yXRy4vDiwL2Ph8irS6aU25bpN4S6hNYdRYASgNR+mamz9o5QpPQdjJRy3DTD5ZDykLJvWsAiUIqd0o2vOMxrFJZD5YBK8+XBw8nf40pe//OVhMJg6cAS07ZnyknZXHuGPRriUGT47YWzFNAXByQscPOUbHeLnZ/Hg4gGDxsFRjBg0og1u0zG275pCkT4aZ3oK4zMWzIu3lmcQtm6H5gCe1wYgqV7nsOo1WL5LfagH61EcV66dWY+irrngLuQfmuiVcHHgjHFgGQsnXOGEFKFH+c29VuEJxZ4TaASgy7s0lBaF538GzkOwePNd73rX5sd+7MfGsL+5WvHhC34uGnzosADMWpF/+Id/GCMK0sz5zmm2n8Fx8vIsbXkWZvjX4UZGQN7+9rdv3vzmN49evLMMSj+XrzB4Uw7i4YXLlNSf/umfnjds5FNepYkG76WNPr6w4vCGUWCkwpTJW9/61s1b3vKWYXiZ5zbK0lTHSHTuNuMw5bKMhZk7h3+uzmHoO+Hjt7qavxnP1UNtz6gQA7rpBwYmY4EDA/5i1+EpXykXB84WB5axcML1nXArG++EHoWXmxUmATe/gwFP2T722GNjzp0i/uu//uuxE8VoA+EqHThpZ9zSe5cvIeqwJNMEhvfBlp/nbVqlTeCKT7AL6wIjXE/OkL61BXrs1hlYa/HP//zP4+Ao6cM3Hs7dwjmHwc3BZ+rFllxlUD4XOoMpnfdd9IuXJgXiECuHfTn1E41GZkyfWGcRjfB4pqxy4eYvYyGuHN2P5+pPPeXivfBgClMHYL2bUvPvBwZwhh4cYLa/g3Avf3FgceDgHFjGwsF5dqAUKbVZKRJkBGBCL5gQJxwJP0LR0D5haOpBj7i1CoRheClr0xGzEycPPlyUr8OdrH+Qh/CEcfTM6T1Ln/PsIqSjseFe0wSG9G1xtC7AjgN5zgK7/MInLjz56Inmv/u7vxv44BIGPnxwzW7mYfnwywN+oyp2RDAUbPM0UoOXeAw/H81gy4/Pzf4yFmbOH/0Zb6t/2PxCXF3l1MvstDlpjBD5JhzS5iAmOGoX6nG5xYHFgePjwDIWjo+Xe2IizAi+hB+Bl/ITRglvKz0GgB6w3Qt6v4ZZgyE0pSMgS5vA5IMLv7l6vX67ATyLFwfGsyuFuF0QMAnfWbBnnNihYbrAOoh+GAUfulK+2zi9Vw7PCfmZXiMotmMKc810Bh8vww9ncdGAN85TUH7rPRzWoxxg4QUPBi5phEdbPJn9ZSzE7ePx8Zzja5tOZbUtmgFQ/YhXB+pKPQm3FsYpr0awxKlDOHwjyy0OLA4cLweWsXC8/Pz/sM1KViQh56Jo/ZfAlWLiE4YpOwJQL8uogtEAThi4FHUZCicoE6bhlJc4Z1w4rdEWU47ADZd0Lu8Xc4Txf/zHf4yjkuVTfowFvfW//du/HcnNIzNklB1c5fKO7spXXvBEb3iNoBgF4aMrPkoTPD9X+tk3RO3iOtra9lM8URa0hIM/0+V5fo83/GUsxPWj+9t8Vg/avOkidamecrNhaCeP6QdTatpGI1zqtrbiebnFgcWB4+HAMhaOh497YtkWXIZZ9fIdZjTPl0OUYvLcSYuG5OGYe02UHQFKoPJTlNKB7dKr1lMzTUAIE8jB8r275nwr0KxQLQD0szC9czRLKw87LJwGaZ87oY3G8IGhEMovvN4zWGZYNFhf4H8VcMIdjuiL3nAKF8aFyxSDU/w+9KEPjd4qnPAxFiycjMYUCxyeZ4W0jIVq62R9fMZ79akeMiBqe9Vv9aE9a8vOaGEE1/5RqT1y0iy3OLA4cHwcWMbC8fFyJ6aUmEjPLbQjCA2L6+nXe6JoZyHnWViK/vHHHx8ClaIjFCk2fgqyvPgpYgLWegLnCtguCF/5iSOgwYdjVyES0pQsZctwAa8MhDycth4yIqxX8C5NOOXRJSylIC/0V+YEPQPJ2gILEfGr/PPh6FKW0sMnbw6so51dbds0XN2fK/FQOrTAUd7ClKn3gWxSPuLXyEJcOR5fXcbv2hPMGW7CctqDaQrTD9ocmLawqkuu9j23i9Ivf3FgceBwHFjGwuH4tjNVCrFI7wRhLuGVwqbQwBCG4sCWJsUordEAc/eG+u1m8E64wlMPOeOAoIwOvnDGhl61HRXSJZijRx6et98T4sHz0SVcPl3SGwGwxdFed7s2rF0QVlqw8DMwuJkvaPRema0p0HM0hRCP4gu4+RIfzsouLFrx1iUMPXhht4Ztkw62EsbBASYcGTzRDwadnHMWHCVuuiW6Zt4NoHV7Ege221f1TfkbpcJv0w/qw8LF+Ko+OPBgbRPuj7Xg1A/Y8PPBrvp4EvvXy+LAkTmwjIUjs/AbgiyBNaOjfLiUW4on5aWnngIC23M4pEvJWvhli5+DmD772c+OXrfjixkA87A6PNLBhSZbJM3924su32iQR8+zoC3vhG70yyMnj4S0MIKesrVrwdoKCxPNJTsPwmmT1mUwajjp4EafNN498+UhzMiFKQRllleKIz7OfnH4ZHg6Fx/KM56DsRXTYszPfOYzw2iwfdKfN+N1/IB7O70w9fCpT31qKLfyl2a5C3MgngahDtURXvoB3Q/+4A+eP5PDupjar1Emo1lOaGRMOOjLSY3OG5nbYfj5cK/6iNPLXxw4Hg4sY+EIfExAEU45YRRIQkt4yi0FRhC69L4pRkoypQM+QRdePkVGoep5UcD+62Cbojl5owaG161/4FPUpgS8E67+K0FhS08Zy8tzeVWOEXDuFv3g9OYoVEYBWioH0G264beK3XSE3ruf+jzyyCOjNx9d0ejdCALfjg8/BNNr99MsaxbkDX95yDtaPfcOzoI3aT270Dg7OArjW9NgBEO+6GGc4Jl3Uzaf//znh4+HLvH+SwL205/+9BhZUBczHXN+6/nJHKjeCsU39cCIM+Xk53PvfOc7h/GgnXHakmkkP4b78R//8bFF8t577x1rY+BTp7WR8PNrF+W1/MWBxYGjc2AZC4fg4SyYJCewKH/CzyV+doRXThwhp6dtr79elZX6wYhnGOQ8zzjFE6aGwPWQLfL64he/OP7FYE2Cy64El6OS/TRJr1meBDMHZ4JWvruEq3yEmw82gvGLv/iLg05ljVY+PGBnGuXh3UiDLZVGQtDB4LBugIE0+/4j4bIVTk+y6YEUgTyiUV7RVhheGMWg4D3Hs+jjo0f5KSDxcLuEGcFAD8MGL9E58xEvhaGRj37rFrhoQNNyF+ZA9RZEdaJeTF/ddtttwyCb26h2bieQn8b5U+3NN9+8ueOOO0YdaVtcbST8tY1VH3F6+YsDx8OBZSwckI+zUPJMuBF4OWEEGOOBz82CyzNByViw/sDcN8GX0EuIlm5Om0EChgJ1OqIpBj15NBQvjXhOGAXpitamFHpP4Y8E527RCUaP/R3veMcwFoIVL8/yooA58YS8d/kYAaGAzTdz4ZVWObie5cUxGDg0wwfOJe18CcM3c9fWczigR77RFH3lM5CeuwVTHIPIKMyshPAOHDxo8+6KNmHRM+Nez/8/B7b5hO/4qq79RfZ7v/d7h3E785bhZ3vkjTfeuLnuuus2V1999fjL7T333DNGobSvvpvw8+HmL7c4sDhwfBxYxsIBeDkLpJ5LnnKk3HY58OJSjJSOI5v9UZFQLE58ODxLx+eEu1JadlIYIk/5l8eMSzrxKUXvaGWsbAvbkcm02BE+6ezCMERMsEcDX3wGkbQzrd6dGGmrpREOTpqUee/R6l25jILoyRviTxEk/OHfvsAoh3USpjS26Yt38HtmgKTwhVH4LnPncLS2Inh5z7yDQx656Ok9/0LhxZ81f5sfeIqXRpF+5Ed+ZHP//fef30Ksjji7ePxfxC/n/c7e6MLzn//8zWte85phhBoRqo2En197OWs8XuVdHDhJDixj4QDcnQXSLJT0bA1LG542pcARWCku7+BTjAlKQ92OqiX0xHMpIzAujnILXzB674beze+LD39w4SNMew5OL9+ohLUPlLc8Zwe+S5qvfvWr40c9FkvCJ4/SRGPpxWcQUASmICzC5CpbsPghn/gir//+7/8e0zOMBU6cPKJHWM98OC1atNbAyIC84Yku6Xc5adHKgTHF4JRMhtv2iMHMI/m54I+uC+GXx3Lf4EB1Fj/wDh+tbXnpS186jGbGKF67OLthvv/7v39z1VVXbZ773OduXve61411JNqtb646VH/h51+sXsp/+YsDiwMH48AyFvbJr1kYJZASeFAYvnbQUj3TFHMKqWykJdwIRNv4rKpnLKTU4JzdLsGXgrQgz98jvSdgpYUrAVp4Pnx6bhS4RX7CpZ/dXFb0E+j2tYOPzvzShaPyerczwu+fnXPgXd4uvKn3WNjMN8offjDFR1P59Q4v/jEWjCyUT3B8uGZ6PYODo3pSFxZYoj/cpUFDTlxufi4sPxy9n3V/mx94qg7+4A/+YHPrrbeOtS2NkOE7g82iVX9WZSSYYvrP//zP8+0GPm1XfYEPPx9u/nKLA4sDx8eBZSzsg5ezAiKEKLaUneQJLc9gU5jet4VWyg8MBWXNgkWEKa9ZMW2TlvISbhvZb//2bw+BWtroDM57z9GEbuEJ2ejZptO7C9zXvva1sWahX2HP5QpOGFzyo4A5Ix8WOOoFRps4/AInrWeusGiLdnDwgt3lhOOf3QrWLRhxEXYxPoYHnEsZKS2H/KjbeIaG5Y6PA+q+dgCrdvHzP//zm1e84hWjHeN7l3gGOGPYCAODkFO/8NSea7/51Wn+SLRuiwOLA0fmwDIW9slCykxvJyVGYKXIxLkIsIQhYeWZP7uEGtiDGgvhgte+c2cu8NEhLl88Fy3CE7AJ2bnXjqZwR6t3F/i9jIXS8OGSr/wcZ21UwrMw+MQHZ8qGAcLwMT9t5AJdKQRw8XibvoHknDF2GGOh8sHvMjJhKkIdR2O81XFI2gAAExdJREFUKq/lH44D+DjXX+3AUc1vfetbNz/zMz8z6r42ku+b0nZmAy486olTV67qc/YPR+1KtTiwOLCLA8tY2MWVHWEEGEexUG4OhTG/bq++dwLRRYgRcuC4hNt4mYQb2P0YC6WffQrVtku9aTshxCUw5TPTStA6Y4Fg1kNDLwWNvgTtnDY64XShcz/GAhxcuEw9OI+AMZOhUjwYaxJsQ6QoXvWqV23e/e53jzUD/UAIrLzBhnNksHVD41GMhfIwhWEdR4oK3vi4leV6PQAH8HDmo2c8950wzr77u797GGraiCsHxlU9eDYN0a+rixM/X6Vf/uLA4sDxcmAZC3vwk6LiCDIKljLzT4ef/Mmf3Nx9992b97///eOQGIv/CK0coZgQK4yf8iPs9mMslH8+nIwFJzIa5rcgL7zlg05w/P4L8cY3vnFjy5kFlYS03nvp4N6mtXd0XsxYgKO88oUxUOyEsCOC8VSPHV/QhZ/+KPmJT3xi8+IXv3iMQjBmwOY876KteL48j8NY8EdO51aUX/U357Wej8YBban61f4cfmVxo9EnTnx810bUBXhh1jNo7/1LRfxyiwOLA08dB5axsAev6+0QXBzBpWfufHo9YmclWPVPqLkoLy743kfgEYwFeMJF0Dqu2P8iCFiuuPKWvwu9//Iv/zK2pv3ET/zE2AGhV5/QDm7GHz5h+zEWEtwJeultC7UOwAp3eURn9PHR8Su/8iubN7zhDWPEQxh+pzS8b9MlbHbiD2oshBNdGS4Ox9JzjR+Vac5rPR+cA7UJfM3ZjcMAfctb3rL5gR/4gbE1t3rQLtU/4xJcU1KMBW3eT6SCCd/yFwcWB06eA8tY2AePKRcCqtEFC68YCxZn+QmOOMKQgAM7u+33lBGBuJ+RhTl9Ckz+emV6WXN8+QorHzRZVf62t71tHA9tUZlyoBm+4LbxeHehcz8jC/KGi4PbschORbSzQbg853h4TY389E//9OYXfuEXzh/ERLlw4rnoGC/TrXD+xYwF8dtOWOXmU0SMBVMm3uPLdrr1fngOVF8WKjrTwhHlzkuw28G/H0wvVOfajDZnBMzWYP+KMKJnZME5HOpoV70enrqVcnFgcWAvDixjYS8OnVOCCSeKhCB7/etfPwSe3nEKjp8gA5eAnLMQ7yIY92MszGnLh5K1uNHJitEFbs7PMxo4UxYOvnGsLkGcAxM9Mx7x4ULnxYyFOV1prFcwBWFYH81w6CEyImYe2S/vB0L+uSCOY1RwGV4z/hFx7lZe/L2MhW0c3is33+iHv2VSWOLi23a6Of/1fDgO4K2ROYtZtWP/R/HOiFXn2od1NUbNnKrp7Avrczw7zlu66uVC39jhKFupFgcWBy7GgWUsXIw7U2+ZYGqlPuH16le/egy110Mn5FwEmYsS4hJsZZOSOoixEK6EI8HpzHwLLMWVBx9M+XomhI1C+BGPdGDkbYg3xT3jiE5wwe7HWJCXCz8IdMdQ6wXKC9/48FUWxoNtlT/8wz88Fjp654rffo6u/OjjH8VYQLNdGX7K9T//8z8DvTAuvzyXf3gOqNcMQXU9twftg1OX2qWfR9mdwngAaxFvC3r73sDXbmsLh6dupVwcWBzYiwPLWNjBoYQPP+VFsXJGEhwLrKduLQCh5wIXLLgEY0IxXN45ArITHCl08ZRT8QPo3E14uD0b3ndIjUWVKXyg4fAMjmAlaN/73veOH04ZZo+O6APrufIVLr0LvBEAuxX0wIsvXeUGp0zSMC6MfDAavMefyoYuCl5v3kJRawXkX55wh9cz3Nvb52Z+ZCx0giM8XH75ygOuaAKDZkYXfs47MYIbiNbtRDmgfrQJjrFg6kHbqD2ZJnIAme9F+1P3czs8UeIW8sWBxYHBgWUs7GgIFEVX0RSNi0L5uZ/7ufMnGopPKfU8vxeWwuodLj0of3M0bE/4lSdhGI4UW+/g/JjJmgBTCvDscuGyxfPNb37z+fUKM2wKtzDvenNcPvxGJBgLlD8BXjp5cGhzCXehL8WNXmUHmy+NRaHvec97zh/zK0za8PCloTzinTD40BQuz+bBLX6z/ZFRIUza6KSIonUQfM4AqYyO6jYfzuiQlssPfvknw4HqRd267O5x8me/XvefEAcz+SOoXUjqd7nFgcWBp54Dy1jYwXMCrCvFw6egzGsbOqcM56Hz4Ai8HMXKUVql56eknBhooWQ/kpKneJc0CdLC+fL0J0eLwsIjPCVa3tJTkgQseqWBtyFgzxy/9DPt4OCHw78h3vWud42RBbCubQVcftIxFtBH0YMTx5UPPhodsZ2TkgdX/ExDz9J5NqqjnBwc8ApnbM3/hhAfDwfwubylkR5NHB/cl770pc0XvvCFcV5GfIzm0i//ZDgQn9Vj9a0+P/e5zw2j3Fkd1io4Ntw5GOqQ0yZ6PhnKFtbFgcWBmQPLWJi5ce6ZIOoSlGAyXUD53nXXXWMnQso0GHCzo3j0xh3alCPg9GApSAsPP/CBD4yzCBgMsyIDn3Kj0AhS+dl9oQc9H01M4CY4wYHnjDwQuvfdd9+Y840GvvMX5Fc6YZ6Fo4+jTNH1la98Zfx10v8kWoiWwgWntyctOoy8WOmuR4gfKQHwnoVR+tZcmMphiKDXJT2awHEZEaY//KQLTvRUH4wxeVtzAB+Fgt/KDcesiOZn6Rg1cKHbNs/HHntsGB2Vm1+aQcy6nTgH1IWL00Zc2hunXrUNrvY9XtZtcWBx4CnhwDIWdrCZMuoivBJStiw6vIfy7ac2FArFlKAjyLxTSJScX0j7QZH1BRSmMD1ZRyFbS/B93/d9Y35Wz5YyZhDIm0tpSis/awcoNUO0pjDkEbz8wVOeFCGH3oceemj00BgB8Iq3Fc2iR/mVBzzysNbALg1pKWhz+R/+8Ic3t99++9heaO5YevBcghstDlVC3yOPPDKG9R26pJeItuCksUYAjG1zVsRz8EVLZRHumfK3k8OZFp7VhzJaj/Hoo49ufv3Xf33UyZve9KbNr/3ar23+6I/+aBgC4NAFB2fuG42GtdWB8tmxwfhiMERjRkLvI/G6nQgH8LrvSwbqy3vtq7jqEHyG56qfE6mShXRxYCcHlrGwgy0ZCiltIJSTXrDzCszfp+TEEWxgCTa9crAuz0YiKHa9WI7S/uQnP7l51rOetbnuuus2119//eabv/mbx6FJLZikNAlNgtGoxJ//+Z8PJe5459/7vd/bfOQjHxk/kbLQUo+LS6h6JkwZGBSi43R/6Zd+6fwUAprsX3/nO985fO/y4vTQDfnausaosG3tec973vg98NOf/vTNzTffPIwbUwjykCc4NFDkeva2TH7mM58ZCtgiNYvVvv71rw/+6CXaY0+h33HHHWOfvekKZaTIlZcxgA8MFqMnDAtxyoIu+eI3/jod0sE+6MJLPH3Oc54z1pPYjgfWxRmRYcj4+Zb1Howlhhx+woFOrtGMue5HxLqdGAe0912Kfw7redXLiVXDQrw4cFEOLGNhB3sIpC6KiYI3D+8PkbfddttQ7NYAGHIXT2lSSnrcDkoyvUAxMS4YC3qvFB7HaKDkKeEbb7xxKLlrr7128773vW8oXYLTRRlSxBSmeX294JQqRWiUQS8ffnBocBGqtiz+8R//8Tjw6M477xwjC5SvUQ3lojgffvjhMc9vRAMshW/Pu3Lpscsf7he96EWbq666anPDDTcMWu+///6hwOWDTgqeIjciYbrCYkMKl2Fg5EKvnUEgXJhyKD+DgtI2YiBf+eElY8L6A0rdCIq0jgM2ggAObr1M+eOpEyCf/exnb6655prNM57xjEGnA5YYHSkWeNVH0yP4gFfKiS/WjRj9AZfhVNodzWMFHSMHfDfa0cX4rY3tchcK3wW7whYHFgeOxoFlLOzgH8HVJZoisx2QYjFKYAsXZW2IndKiePSAKV5nB+itUkCUsDBD+gRbglHaV77ylZsrrrhiXN/xHd8xerlwUah8F/ymATII0EIJRhM8VomD49DBUfx2QVDijBfD7k0dEMyMDmslnC1gJOHjH//4gDViwNChNClkIwJ63eh82tOetrnppptGfmhMqTI89NCNfshfOcWhnxEjbyMibY+EG4x4ZUGPZ45BwShAtzhGj9EE5RTO0KqMfPxUH9/2bd+2ufLKKwedL3/5y0eZxZWPnRfWNDBUpAuHelVO9WlaiBHGNeR9MQU2ANftRDgw891z7UNm6tSl3Sy3OLA48NRxYBkLe/A6oyEBlXKjUFziKUWnEOq96vnqHRuS11s1IkF5JuRkZ6TCNEAKzroFxgjlRZHJA24GiDUS5v7FccLlQRkahjfaQYlSwilINMmznjKfwA2/nrUfStmixpDRi9fr1tN3+A0a0MvoMGViqoSxwKj5i7/4ixGHDvkZPZAejfECneWprBSx0ZXwjoKcmy6RBiyHFiMUjCMOfkaDkQh0lSfaxHln0Lz2ta/dmCYxsvDAAw+MMOXFR3wAg0ZGQ7yVJzzwM54YXYyT8uWDXW5xYHFgcWBxYLNZxsIerYAy66JcKBAXZeSitChKQ+cOPdLTNm3gJ0oUlB/fcBQbeI6CohT11A2f+3MlpQumPChWawhs0WR8eOeazkCDuX1by6walxad0ssHvHf0pRjFgbOewboBW9HEMRSsa7BzgoECjgEkzujIC1/4ws3VV1+9+aEf+qHzRzjDLR+Gh3UKFggKg186+Xp//PHHx+iIkQ54ObSLy6FVOkqbYYAeCxGVy1QO/H5nzUiKD3wXGNMVz3zmM8cUhOkNNMEXv213/exnP7txnoI08kZfzjkS4tXfnG6mMdjlLw4sDiwOnEUOLGNhn7VOcbgoPFdGA+ViqFzv2foCK/H9HMm8uR8kGeLWu61XT4E1+nDrrbeOBXmG2BkQ4U7ZS2Maw0JDSpyiK46hIJ0RDWnRw/HBpJiFeRZWvEWN1js4iMh2RFMRjAW/i6bc0Wu0Ai6GkP83WLdgYSWFzpCIDsYLg4KSp+Cl5cTr0cONJ5T6zLcBdI7eaBfGODBlYETFkdHoxEfTHKYJGCJcZcJ/htktt9yy+dZv/dYxVSQMr+D1rLzKCs50DENBuOkUIzpoRyO4eLcMhWpo+YsDiwOLA2tk4cBtIKNhNhwoMYrb+gJD+dYrfPCDHxy9VSMLjAPKqbQUnlGDBx98cPOSl7xk9HjFU26UnGdKC7ypAIqM0rQewtQBBS8fow4UNJfC5UvHUajw8V3ByZ/iNLrQmQ3WKhjtaLpA/i4K9KMf/ehQxOigaKMtnIb3jaxQ8nYVWKdgfcfv/u7vDmOGwcGhxZWLVvQyjOBDm4WM0iibRaSMMaMF4OXN4VF8YuDce++9438daOHkA2/GhZENaysYBmjEQ2sjvNsZYfSBC7+0lW9ErNviwOLA4sAZ5sAaWThC5adQKC3z7X5ERLnqeVNyeuF6r5QO2BQRpceAoPCdjGjqAoxLzxw+z+AoZ7gyEJwpoMdN4TE4UobSyEOanPzgyYFpGsPIAbwueaIHPjAcXPKmdO1YcIaBX10rW/Hwt7gSHlMRlC8aLfK0nTL80sC37aIXrhQ8Hx3xK0PCO1rR5gonY83IiIWa6IOzcoCRTt4MCcYWI8biTsYWY45RAl80RGN59L78xYHFgcWBs8qBZSycUM1TWBQzhZPCpgSFU1yUmh6zHr5phFww0lF4YD0Ld8HJAEmZ8mfl6DklV7re5cG4AEMx8rmUZO/lBdazuXwKlmHAyODAiocbjZ7R4qLcGR/hAx/O8pNnDn/giSaws7EEJydMHLxg5cuXt7MjTAN5Bw+ucmfgwCFOOfBQODpzDBG4q6/Cl784sDiwOHDWObCMhSO2gBQS5UQRUTaec8Jm5eM5pUhZ2dEAJgcfmC7hlCJFlgtfilF8YaWLrtL0Lr50pRHnEp4y9h4uYQyG0oYzxVr+0sQDccIpcni5eFO+4an8heeHK1qiGx5OeL6RHVM2hVUOOApjxMx8ZCiU90B07iaf0szh63lxYHFgceCscmAZC3vUPKXRdSHQ2ThI0VFoLmmFzcorPJQpN8P1PivE8qfEhMNXmuAHonMKFHzpC+dHWzSFJxg0BlMcGsOXYo3ubaUKjuOXxju43MyraCzPyhR8+EqbX3i4Si++ODTCM8fN6UsrDExwaIiu6Cjd8hcHFgcWB84qB5axcMI1nyK6kL9X9pTfxa690u8VfzHc4i5E937D98r/qPF70XFU/Cv94sDiwOLA4sDaDXHibWAvZbwXAUdNf1T8e+W/V/xe+R81/lLnf1T6V/rFgcWBxYHLgQNrZOGU19JJK8OTxn/K2bvIWxxYHFgcWBzYBweWsbAPJi2QxYHFgcWBxYHFgbPMgWUsnOXaX2VfHFgcWBxYHFgc2AcHlrGwDyYtkMWBxYHFgcWBxYGzzIFlLJzl2l9lXxxYHFgcWBxYHNgHB5axsA8mLZDFgcWBxYHFgcWBs8yBZSyc5dpfZV8cWBxYHFgcWBzYBweWsbAPJi2QxYHFgcWBxYHFgbPMgWUsnOXaX2VfHFgcWBxYHFgc2AcH/h+DU/gdolJYUQAAAABJRU5ErkJggg==)
Figure 3 YN-d11 wiring diagram and current phasor diagram
There are two methods of phase conversion, one is based on the Y side, so that the current phase of the d side is consistent with the Y side current phase, referred to as "angle rotation star"; the other is based on the d side, so that the Y side current phase is consistent with the Y side current phase The side d is the same, referred to as "star rotation angle", and most of the existing protection devices adopt the star rotation angle method.
The purpose of zero-sequence current elimination is to prevent misoperation of longitudinal differential protection. For YN-d wiring, when a ground fault occurs outside the high-voltage side, zero-sequence current flows on the high-voltage Y side, but there is no zero-sequence current on the low-voltage d side, and the zero-sequence currents on both sides cannot be balanced, so the differential protection will malfunction . In the "star rotation angle" conversion mode, the difference between the two currents after the phase shift on the Y side has filtered out the zero current, so no measures need to be taken. In the "angle to star" conversion mode, zero-sequence current compensation is performed on the Y-side current vector.
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)
The three-segment broken-line ratio braking curve is shown in the right figure in Figure 4, which can be further subdivided into two types, one type of AB segment is a horizontal line, and the other type of AB segment is an oblique line.
2. Auxiliary components of differential protection
In order to make the differential protection more reliable, the protection logic also involves components such as start, quick break, and lock:
1) Starting element: The starting variable includes the maximum value of three-phase differential current, the amount of current mutation, etc. When the starting variable is greater than any starting value, the protection device opens the differential protection.
2) Differential quick-break element: At a high short-circuit current level, due to the saturation of the current transformer, the second harmonic generates a huge braking torque and the differential element refuses to move. In order to avoid protection refusal, a differential quick-acting element is installed in the device. When the short-circuit current reaches 4~10 times the rated current, the quick-acting element quickly moves to the outlet. In addition, in order to prevent incorrect action of the protection due to inconsistent transient characteristics of the current transformers on each side when there is a large short-circuit current, the relevant characteristics of the current transformers on each side of the differential protection of the main equipment including transformers should be consistent. The high voltage side of No. 2 main transformer of a certain substation is connected to the second string of 2/3 wiring, and this string is connected to another tie line.
3) Exciting inrush blocking element: When the airdrop transformer and the short circuit outside the transformer area are cut off, a huge exciting inrush current will be generated. In order to prevent the differential current caused by the exciting inrush current from causing the device to malfunction, an inrush current blocking element is set up for the longitudinal difference protection, using waveform distortion ( Intermittent or asymmetric differential current waveform), harmonic component identification (second or third harmonic content), fuzzy identification identification of excitation inrush current. However, when the transformer is actually airdropped, especially for the first time, the differential protection will still malfunction due to insufficient degaussing of the main body, and the harmonic content of the airdropped differential current may be lower than the harmonic component blocking threshold. In order to fundamentally eliminate the influence of residual magnetism on transformer empty charging, we can take degaussing measures and perform another empty charging, or temporarily lower the second harmonic blocking threshold to ensure the normal operation of the main transformer.
4) CT disconnection element: When the secondary phase of the CT is disconnected, the differential current is the load current of the disconnection phase, and the protection may malfunction. At this time, the zero-sequence current, phase current changes, abnormal sudden drop of phase voltage, etc. can be used to judge CT disconnection.
5) CT saturation blocking element: When an external fault occurs, CT saturation will cause differential protection to malfunction, so the protection device is equipped with a CT saturation blocking detection element. When the CT is saturated, the differential current occurs after the CT is saturated for a period of time, so the device uses the timing consistency of the braking current and the differential current to judge whether the CT is saturated. In addition, in order to minimize the impact of CT saturation on transformer longitudinal differential protection, the current transformers of each branch of transformer differential protection should be preferentially selected with current transformers with higher accuracy limit factor (ALF) and rated inflection point voltage.
![](/uploads/221227/1-22122G1413J17.jpg)
3. Other differential protection
1) Split side differential protection
The split-side differential protection is a differential protection that takes the Y-side winding of the transformer as the protected object, and is composed of the first and last CTs of the windings on each side according to the phase. Taking the self-coupling phase A in Figure 5 as an example, the protection is composed of TA1A, TA2a' and TA3A. According to Kirchhoff's current law, there is no electromagnetic coupling relationship between the currents at both ends, so the protection does not require inrush current blocking elements, differential snap-action elements and over-excitation blocking elements. In addition, the fixed value of the operating current of the split-side differential protection is lower, and the sensitivity is higher than that of the longitudinal differential protection. But the disadvantage of this protection is that it cannot protect inter-turn short circuit.
2) Split-phase differential protection
Phase-splitting differential protection is a differential protection that takes each phase winding of the transformer as the protected object, and is composed of CTs on each side of each phase winding. example). This protection can reflect all faults of a certain phase of the transformer except the low-voltage side leads, but an inrush current blocking element is required.
3) Zero sequence differential protection
The zero-sequence differential protection consists of zero-sequence current transformers on the neutral point side of the transformer and zero-sequence circuits of the current transformers on the star side of the transformer. Figures 6 and 7 are the current loops when ground faults occur outside the zone and inside the zone, respectively. Similarly, the secondary currents of this protection have no electromagnetic coupling relationship, so the protection device does not need an excitation inrush current blocking element or an over-excitation blocking element; at the same time, it is more sensitive to the grounding fault of the transformer winding. However, the zero-sequence differential protection can only reflect the internal ground fault of the high and medium voltage side, and cannot protect the inter-turn short circuit.