En una etapa de malos momentos para el PSOE, con un acoso judicial contra el partido, el Gobierno y su líder, Pedro Sánchez, éstos resisten en las encuestas, aunque con un alza significativa de la ultraderecha.
Es lo que refleja el sondeo de 40DB para 'El País' y la 'SER' que se publica este martes, reflejando un complejo escenario para el nuevo curso político tras el parón navideño.
El PP de Feijóo ganaría de nuevo en unas nuevas elecciones con el 33,0% de los votos, lo que supone una pequeña pérdida de apoyos respecto a anteriores encuestas de esta compañía demoscópica.
En cambio, baja el PSOE, que descendería al 29,5% de apoyos, pero resistiendo y sin pagar demasiado el desgaste por el aluvión de noticias negativas en los últimos meses. Apenas hay 3,5 puntos de distancia entre los 2 grandes partidos.
Resto de partidos
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S83U0H12s25O9GIoXuuQ3XmXHl0TnUVnL/byFr9UMLAcGTK0LXX8iJye+b6QE0ncqcJoXGMONwMmPYgT5Bq89lOzrwj90aveXSrdj8RuJ+rlp1s/LHa6VrfsvZ8HvubzerjKZeXdtWqtJPPZBg3sP8zTvwjwRbi1Giz5Q5a65ZxkEA77zb2QyqmpTXcu4eCi1e9EvG6zti/7tt9Urz9mZ91rqjj0Zh1GcZ1E71WVf15qFGbxy5PoLur5kPGid9y80uar2piHP3apRqdvgXfLgvfuLOG15HUgVJtSRJ1rWqTsVUfHowsW0JuQ4H6+KQ1E9T9sf/El1R29J7awyg71RLT2fSn/O1xVXU2httIXs3lhzgIRixPmL1ueyQjHqFxuEPXJ1zAEevWvNbNssN9ltfXRh9phxVv//VhxoEgEgMPBFV/s7um0+tuDpifcTc42np5a20AxEEefuOLDjtzr7Lt+ceS3t1W8x/zg9mtSsrh+yZgAdn+g9fc+1UTEXXGX5EnBVEL1DWIF9wMv2pL8L+Y17Q8DXX1vyWI1HqEDFgn8OIzW/c8HvOs+usblPE+Ooza699+XtuXNsUcWJxs9eR1GfXRbitCn9vz80zN9hJrD3RC0GnahCr44uazsZVbr6YN/1Q4oMzqZWyzBIt28r3M/kZi9GFwStCF5xIv5hYc08CY9PtH8JKWCqsPJtlkVAEmbKI05VPQg0C0Pet7X759MPlX72pdeP/4hX4iGfAx9/Fj94cbemddPePCP/cz+MvXgF0TtBfvAKZr7r9U7hJ4+epGaDPlLnisNCaI++Fck2z8mR0+dQDCQ/N6iYT5cG2/aIe8Qowf4e970pPd6NhdOxbmhqlmqSSlt9uVm29dMvjcNKLmyK7rCdxiT380ytnmwUBjy24PPPH5FMxFfRedoxqUAqCpBpWHPDpwQR6ZX5zFfqWKXMkuGzNAlCDAMRXDFTrjP82N3igD7Xv+wPsBwK7xvsBHoIhK8M+OZi49dKti4k1eTUSo4nIqBC9tCnS/EXj5ou3rFGLyHlYvQAstH1IcfSte+vO57ivtTE90P4c/MBMau2BR7wC/r7oCleAe42mFrk2pbTlgrBqu1/+rJ9SXv4qyu4Ivss0gIffAzP9P/4u/nB4SV6NM0vwcmU9ruQkFDWzdg4bvTmaNSXZa0xxpZQLyoEaBCCeGJhXI6GH6vtLezI9gtUI4MkVoR/ti9/4R+4FYXVWpVijt/oZblJJS2BqXVj23d58C+t024DVC8BC6zQpHF5Y1aQ8Hln+8XfxbcGuuXszPt9ReMQz4I0dsRt+z/FPqevJSot80CRS6NLKWv+Z5rYzoMDz55TRm6P+fV4Q62HXwUNK8QdmUttn/ItnwKNzAheeTOfQ8iiIqmhUvLWr0/4U/7skJCTjDoOND6YY4Q4VCIIUKXQW1wRUag2NUk2zTKs3dmysoNQazFcP1BlM5r86dGvEK+MggBeCsqvE9DRAl1nB9l7yH0tC3ttzc935nF9vVKaWtcrVel5wICAUnV7AHmPAQmuPRr1ZJzKvYc1v2cNW09srd4z9Zq3APEoQPLbg8kf74ncGFIRn33VoMcoe0iRR6jIqWi8l1X4TWDjnSOrYrdH/taD7DyK6jQDcVoV9uE+46lzWkYiy7YL8v3q3L8NMPw/839Krt2o69v3rTV54vZdGb/Q5xl5d+Hhk++rCPWSKK+QNYvW7uzuClec2XC9o20RRbzTtCij48yx/mtx/mxt0Nq6SIKgNBf570ZXHFlze+EeuwUjojaalpzOv54L5Lt0hu0ENAmJiYhzSs5crt8p1dMv/F09qDVp6M72HZwdM+Do2sbhF7EpJZ4j0AnY6ACy0dirV+9WmHkj4F08qf8Vs+Gdigk5xgPnIOnhFqMfhpO9Di4W3m1Q2N3+ynyaZWp9dJfZLrt0TVOhzLPW17TF/t+MDSHNUFsvm431EToPFZXMyKkSbfPOmHUr0OJz0TWBhny+uwKsbbLl0i2WoLZeoN5X2M8UfPIIgN/6RO8BDMH57zOnYiuFrqCDV43CSVm+KK2x6xDPgsQWXf44o9TicNMBD8Piyq4V1Uo/DSYfDS+KLmkd9eb1RqgnPvrv4lww8E8AfR85IRsG3bONeeDKdjgOYr84G+gTFFvTzxWe62gR9pswxw0JrjhypcmjWXdr5B/oE/dWbWt7qz7P9HR19R6yPmH8i/URUObNUc0hm/Qd7hf+9+Mp/zAsauzX6p2ul5lortYbcaklASt3ey7fnn0if8LW172ytRiGsYYw+tGe8N4fhsuWj10tZBvzP+Zf/Y17QP5aGfPZ9Ulxhn3V9IoWOXlA1sG0p9J8jKJwvbIxskWu/8s0b4CHwOZZqMBJ5NZLHFlz+8yz/67n3puxP+DmiNK2s9eWvoorrZZ8cTMjrj7M4tK9CnQlAPDGQJEkTQaz+LefvCy/TQcArm6N9E2pcsIOANazCQouyO52Nq3xhY3sS6/8sDtnwey5JknqjKamk5Yewkpk/JrNyyljjB+vwgRl+7msjHp5NbRvR9rlN+xc37397c+HJ9Dd2xP7vkiusS5w4xON9Dz3qcvods6+dqbmfB2f6Ma9Fcqr6Ph1SbzSt+DVrgIdg4cl0g7HTUkshGfWPeAYMWx1e26I6Hlnmtips4s4bS09n/nSt9LsrRfeXa+qhhVC8HFgQIFbqTkaXrzuf89WPl05Gl4sUAD7mzi+rc6n5f5abwxpWYaFlmRrBQzoVyxqwRqkmNOvuNsGtd3fHdZ91b3mvI8ce65nIAI/31kjp4fm0stbnNlzv/BpIQGdHjlh/7Wu//DOxlZF5DUX1sl5eDYl+0B/gIXh0TsAO/3y5un0tJqXW8NG+eNoxpuxPKG2g9s80EdTEQEppS1mDfPL++HoRjPUbnOMOUhCQXyt1WxVOTzN+tP7UQJ+gp1eGoT9L4+LjCiz1YaF1rs0je1VRvey3m1XLz2S+tCmSGa07F5jEAlbBViiAx/teZjwsq95yOkjnBc4fnOn31Bdhb+yInXMkdculWyejy8Oz7+bXSm2v0yVX669mtu9yUnJXZr9qRfWysVujh6wM+/Ms/0fnBJyMLqcf7lVa44IT6cPXhP/b3KAHZ/rNOJwsu5+mTRDkNsEtv+TawjppZF4DEzfYf1MQNSEFAZ4/pzAvGt9bd5ouz/opGXFDu/i4Akt9WGgR9/yewLPy4oA19tOHHREAHu97YnOurk0vFw30CfoztYdnV746yOoc3nU6P2hZyGvbY2b+mLzxj9wjEaUhGfXZVaIWufZKRv3/LglhRoGBPkHbBPndwv7nK4BmmbZRqtHqqS8ABUm1AzwE/73oSkGtlJ6pokf9qiblkytCB3gITkS1f9qQWtbqcTgpIKVu2OrwKfsTxm2NbpFru70duAqQgoD/W9q+3e3Ds6mdNGlX+N8lIYgb3cXHFVjqw0KLuOdzCK9RqpmwI/bh2dQi/PRyvA+0LUr4V+/AIxFl1vLzOQSARdlvgWaZlu6cH57t33nt5E4jvY0gwNpPD7Zt9NW2amr7Ll8DfYK6/XKvsE5Kb8USnn2XJKnP/wZ4CB7xDIjKoxIAB3gIFv+SQRBko1RDL371VdtG6hq9ce6xNOHtplXnspedzqxpVr78VRT6E8/208TUBBMEGE3Ev86lttGkV+h8eKaAWZGUld/B6IZIwcXHFVjqw0KLiIf3DgzzLw6YL252+Bf0zt3xXRyywLIz1P5JdHf9V29qjfNHvAKWnspc/EvGB3uFI9Zb3M7bnhCh09TCI227fW78I882Nuat//jtMb4JNeO3xwzwEIzZQj3W018KPLbg8vHIsi9+zXpwpt+jcwLo7UP/uYfTht+pRQK+8s1b/EtGfq1k5PqIwrbVBWzfDtyvYIIAkiSHrAqjHesvXoEfrKNyAgb6BD31RRjiRnfxcQWW+rDQIu75nMO7lFTz+o5YemgZueH6d9xtRsA5VCxwqyB/6Orwv3kH/uvcoPe/FV7LYa+0Uy9SJ5e0CJJqD4QUrTybPfVAwoubIh+ztWpTpwhggIffQ7Oo+eB5x9O6tXZdq+qDvcK2vRypUGPizhv0lg0avXFXQMGjcwLouYf/WXwlJKOeXltw+qGkkrtUkmBOlfiJ5Vf/fV7wmt+y++VSAZCCgNW/ZdMD/0CfIDoxcKBPkLXdq7p1i16r4OLjCiz1YaHtNR9G6kZGE1FXfw8pSBiMNQvU1jc4+nGdRKnPq5GEZt09er1s4x95Mw4nj9sa848lIW3jdKc4gJ4JWPNbjrW7s87TywMru6xDRScNmC8STJKkzmBikOuNJiZbkCWzHxxCCgJkasPH38XTccB7636lQoHv4m2nkqLAkIuPK7DUh4UWBffuEwyYpj4xuxM35ZCpZpnubz7tbxYenu3/F6/2VZkR30bVCaP18iWQggDaNCmlLb/HVx8NzUspbellYzl3Ow6bgXMA+vYqWOrDQtu3zPbh3TFNfWh8h27NLVPHIsuYyWC64H001SE8uHJXC8ALAmgd7tzp2Kiqq1bonCGMxqb8AlNLKzqQehkJt70A3+BhoeXbGsjKxzQhSw0LGOdM5VSJD14tXn8hZ4d/QXg2O8+AdXd8aI8FoAYBiG8lTJneYFBu3SEZ+ZJo+PNi91HS9ydrA4PtoaSf1eG8F+DVPrDQ8moKlIVjmlBmxxwbZsrcGmiWcRDAFy/KDV+J3UeJ3UfRQQBd1scn8nU/VOXC6gVgoUWVc95xYZp4NzFHN8BMcWRIHsVADQJiY2N5tEqPRRMiMT3qi59yFz0+VPz4UPETw8RPDpOMnqBc86Vq9z710ZPaS/76qBh9RqaxvNLUKiKZVFSbd9ffuKnc8rVi3mLFslWa46cImQMLZ9oUzNePsHoBWGj54gx5uZgm5ClqBwiIKZla3yzTWvsIkP5usOuXBVCIsIETahCAuG8ZCwqpIGDYc6JBbuZ/rZ0PzX8SPTlc8uKr0nc/ls2Yo1i+Wrl1p/rQT5qz53VXQvXCBEN+gelOveroifbYom2OQew+SvbhJ4jHAYgzxWobsNCywLvOIaYJCtfoMNUgVn9yMKG6WdnVdDK1fsGJ9H+fF/x/S0P+Z/GV2HwLux7fk2ieXXft54j23at/vVG55dIt+x7cut4QrTNQg4C6ujq0DNkZjeF2MT1aix4f2mmkf7xTTNDpJxvxwf2fxIPcKIFPDBM9OUz09DPiYc+J3Udpjv3S+eZoHaHTC9hjF1ho7dGoX9bBNEGhFR2m9ocUbfwjt+uwbTAS6y/kTNmfIFPrCYIMyah/emVYfq3E3MJytWHJqYyHZ/szQUBti2r89pjietQnYs21sFaGGgQgnhhIaLXiES9RcYDbCNETZnFAD4IAKgLo+vfkMNmkKaY79dYI7vPz6PQC9pgCFlp7NOqXdTBNUGhFhCmpSv/u7rj4ouauditrkA9ZGcb8pNEbpx1K3BNUyNSkVx2efyLt7W/imCCAIMiNf+TuDyliqsEt4CCAL+7UP/zcPhkw/Hnx8OfFw56TPPOC9tRZ7QVf9Y9Hldu/UaxYK5/tI5s0RTJ6gujpZy0M8J2HfGuvEsSDhoiGjFAuX6O7EkooVXzp46xcRHoBO+HDQmunUv2vGqYJCqeIMJVbLR6zJbpBrO5qt8i8hmGrw81/2hNU+NG+eOb1v8FI1LWqZGr9R/vimSCAJMnw7Lvm1bpKhnIGWBCgFQTIP5spfvZF4eezZJ/O0F7yR9nQ2ot+ijkLWie8LZs0RfnlFkNBR3TZFTYhlhjLKw0ZWbrrURpfgebICdWubxWr1su95ss+/EQy9g2x28huAwXJK+OVW3bob8Z3ld9XZxDpBexUHxZaO5Xqf9UwTVA4RYSpwNQ6awP2zxGl7muvNUo1jEm7niFJkp4PMA8C8mokY7daDiwYUSAKkIIArSCASYtjvrvTXPRD3NAcNgP57LlUHsDQkaIhz4qfHEbHBK2WXjHI3pusPvijIe9WnxuHQ/V7QRdYaHvBIGjeAtOEJi9dUQk9XWcAACAASURBVCHC1M8RpR6Hk7R6E0mSsfmNa37Lpv8K6qRdh/yuZ6wFAcPXhPeDzYUhBQHUHMD9rPh7z71Ml2WfeHT1PKTOcNgMjFXVcq95jBFEz4ySz/aRvPaWjRkCmYeX5vQ5U22f5VFyqH4v0AoLbS8YBM1bYJrQ5KUrKkSY+jmidNnpTBoeKwgIz75r+3UAfZXFmQAcBHRlnN8z4mdfpMc/0RPDoqfPYMZCO7+w5xecdemcNwNTVbUhLcOYe4vUtE9hGbJylFt3ip950Vo0IB7srljyhTbwcu9/T8i9+g33dFfDNBd8dVdCTXUcrx7NOVrrfoF/cd4CmCbnbde7VyLC1ImocmuvA+jEwLjCJtowdGLgV755LDtZDAJGfXm9rIHabhj0P0gzAeJnXmgPAga5RU9z3SDAhsPpom8olq+xFgqIBrmJXxin3LRNH3vThhBuf+K2F9D+cYkJ/uiC5pczHALmFi2HwLAocwtgmsytgXIZEaZi8xsn7rwhVem72or+RHDyfmpDWvoTweFrwkvuymVq/TeBhQV1UvqSrkFAfFHz+O0xIoWuq0xYZyAFAbJPOwZ+4f0gQDb1c8Qt3vvNgJBItf5B8lk+NqIB6VsfqL773pDVaStuQiIl7s8ucGVVDtU33alvjwDaEiPoZRLE7qOMt4sRRMsVJCyHZQFCoWwqL2edxIdoWoDD5t8TBcsa5KM3R1l7aqcXC3pwpt8AD8FzG64nl1D70zZKNe5rr0XmNeTVSB5bcHmAh4D5o98snIgq9zmWajASPQGGwrWQggDtJX/mKbAjMdBXgIIdbWDow2ZgrKhUnzgtfX+yjWhA9tlM9c/HFF+sEb8wljavfJa3XphgQyOHfuJQfd3vl8wzIqmJjSeHid1GqI9ztlwSh2gdshKubI8FdP5Bso8+pffjkLz2pvrQT/Zchev0oQUQaVD0JH9gqq3UKKXWIFJQkwH0P4IgN1/Ms5b3p9WbPA4nnRdW9aFtubo1pCCAJEnNRT/ZJx5i91ENz70im/q5BvkIgIooGy0sQskVf3bK0Wdkqr89QC1I0HntAfqwddAQqjB4uNhtBLWkQVv2pbGMm4ctTtTXXQ2T+ywUW/oOglZBsWiF7nqUndawUY0TtDbk45+ctoA+IqrrM4B6/yGnBeILe8EC6DSoy+l3Pv8hSaM32ql1q1x7XlhlrX5xvWz89pjaFuTWZbFTO/NqzgcBBEEUFRUFBQX5+voKBIK4uDi1umMphrKysuDgYF9f34CAgLy8PKItvjIYDDdu3AgICIiKilIqqTWcCYJITEysqakxx9R9mSAir1/vvhoaNdBpBiRB6CKjles2iYaMsBgNUCcfHyoaPFw05Fnltp2c2K8n6huSU5Xrv6I2YbIUu3Q9KXYfpdy2y5DDTuqxX5GeoLX/LrimoxYwNdyTTf1c9PQz1ILZ9FLcTwwTDx4uHvqc9twFfZzQVO1gH+IoAlzfKQug06CUWsPyM5nMO36ntOm46HRsxcXEfuJyzgcBxcXFAoEgMzNTLBZXVlYGBgbGxcXRg31BQYFAIEhLS2ttbc3MzBQIBBkZGSRJlpSUxMXFmUwmoVBYUFBAkmR5efmNGzcMBkOHde0rIb5ssLkS6DQDBpWppVV70U8+d1HXcdT8jGzKdNV33+sTkpgLnSg4ob6xtEz93feSV8abg2GX7y+TwD7fFi5I33xfffSkE98OOIHWCZugdok+JU1z5pzm6AldQLCpsT1Num9BElKpPj5Rc+S4fP5SyUuvUq9+rASC5itpSia8I/deqPx6N44M+pY+5u6u2aAY9UEUnA8CoqOjIyMj6VGfJMmkpKTAwECJRKJUKkNCQm7cuEH/RBBEfHx8cHCwRCJJbvtHkiRdUKvVkZGR9+7dc8JScXFxTlzVJ5eg3AyMpWXUxIDNAVU0yE0y5nXl2o3agGCiVeSoDe1XnxCJNafPyT78xOK4Tp+UPD9GPORZUdvOSdSbiyHPip8fbaO+fJYPBVvVMUdlG7/9aG3LAfSrct1GZpqdKjz7oj6CgxcrDlvAYNBnZGnO/KZcuU76+rs2OGX9ZC04YKrhyMBhLri7wAUbFHfG6yVJTgYBBoOhrKysvr5j35qkpKQrV64oFIrq6mo/P7+SkhJGg/LycoFAUFJSUlBQIBQK6bCgoKAgs+0fU82hAiDfQhyqqbaO6vqHjhQ//Qy1P+H95y3zByzmpOiJYbJZ3pojJwyF9u6cYY/6uiuh8jkLOu5yHwNzRvz8aNX9eX5DTp7m5Bn1voOaY78Y0qkFQIyFRard34lfGMfU71pQrt2ou9H9h5H2oLXfUU2tIlNNrUnSaUcy+y/vhZragCAqz27Yc9RM+9PPUHmXQ0eKXxlvKCwyNdwjtNoeYjA13DPV3SH0Fj7Nooi7Xay95K/ctE06aUpXylhnLA72NtJEWJezDnFk0ENm7byc2wZl501xNYcs4GQQwLrH3bt3g4ODU1NTSZIsLCwUCATV1dVMndbW1oCAgNTUVKVSGRUVFRgYGB0dXVtbGxkZSWcGMDXtLyC+lbC5Iug3A+XGrR3PgkNHUpsUD+l+QyPpW5OUW3fquxtZbaivT0im5iHMIg9WTy16crhi8QpdZLS5PW2U2wU+OZwt535UIXllvGrvAWM+9SrK4j8baC3Wt3bSkJou8/BirCr3Xmh75whrcvg+L/t8tu15IPHw5yXjJso++kw+Z4Fi9QbVrm/VR45r/xDorkUaUtONpWVESwtptJBspb3gK33jvXYLPPOCattOkiBMNbXakDDVN3vln80SPfWMNZosnB88XPrWB1Sc6jZCPOw5aipo2HNit5Fy7wXKDZtl02aJX6ReGfTwD0cGnPsbVw2Kc2BYIGOBHgUBarU6NDTUt+1fTEyMQqGgp/oDAwPFYjFzD7FYHBgYmJyczJwxGAw3b94s78HHvjgngDEmJwX1keOyKdMlY16XTnxPueErY3GJsbhEc/qc3GdRt5212P0FxcLl2kv+pmYLO3V27QWMxSWqb/fTL3qt9dpyDy/NhYuk3dP45kYg1GptSKjtjAfZ5Gma02dNdxvML+TqUw6TSCx55TV660hmMQPZux+hs7SlMS9fueVr8dPPWtx4whopNs5LRrwsff1d2SceivlLFOs2KRYsp97UuI0Qu42kNr56+hkqiW+II6P+IDfZpCmqTds0vgJDwW2aJr0wQbF4hXT8W60vvyabMYf1cRChUBoLbutCr2mOHFeu2yT7dIZk1BgbmO38CUcGrDbi0GHX5u/Q5bhyL1igR0EAg0+pVEZHRwcHB7e2tubk5Pj7+5u/KegaBBQXF8fFxTU1NUVGRoaHhzc0sPtiRrK1Ag4CrFmG8/OmVpE2IFixeoM9D1uyj6epfzxqzKf2S9RdCVWs+bLVw1OxeIXmlzNEwz3NqV9tL1ogfe9j9fc/cpXpbbpTrzl7XjZluo3uXjF/qTY4hNDpNGfPK5atotCuXKf1D+rWjIRGY6q7Y8jM1kVEaS/4qg4eVm7cKp+3WPbRZ5IRL3e64xNDxU8/I3YbqQ0J7VYsrxUImUxz6qz0nY864Fn56tLpafZ2yY+3fXRq4dHc2nnqIV7yxnuKVes1v543ZGaTNpOF7R9aCJnMkHdLeyVUffiIYtV6KtId+UqH+hYQ2jWdYE9kYEjLUG7bpZizQD53kXrfQWN5Ba/koincfqbQxO8KqJwMArRabVFRkflIX11dLRAICgsLS0pK/Pz8zF8H1NbW+vn55efn0walXwrcu3cvOjq6vLycfi+gdfDt482b3b/fRYS//tQM9HFC1Y7d0rc+6L4bHfa86Cl36ilw+PPUFO7g4ZaTDNp6YSrxcNsu+gU/H6wZbuWrDx6Wjn/bKuzBw0VPuYva0NIz2MrN24lWkaGoWB+fqA0I1hw/pdq5R7F8tXz6bOnr74qHP29VlI1xZciz8vlLNKd+NVh/H8GH+iRJ6mPiFItWdMXMDPbUppRPP0MZgfrubqT07Q8lL44TWX+x0lWU+Zn2lSe6mIL1Xl8y5nUqQDz2iz4xmWibR7RT/R62KUIsMWTn6oKuqL//UbFirfTDT8XuL5jjd65sHhmov/uemQSiPUry3Cs23kPZqTi4aj1kCpy+EAE7GQRoNJrQ0NCoqCjm6wAmCGhtbQ0MDExPT2fMkZ2dHRAQ0NTU/ulRampqZmamVCoNDw8Xt/0LDQ01f33AXGijAMi3AEG1YXDWT8bCIvVPx2SfzXSuu6SvEg9/nnrsvhrOEs7foT5OqNy83cZOS6InhlJ/9JfoXcawnihLXWv22C19+0PVtl26sAjnXnnYaSJTRZVq7wEbs+Ji9xek73zYabga+bJ5EgYhlVIbVmXl6KNvaP2DNCfPqPYeUG7YLJ+/lJpvf+M98cjO0x42jSYe8ZLce6H60E/6mDiLL4/s1IuPNmVqbtFnZOoCgtUHflAsWyWbNIVKPrCpjl2/PjFM1LaupXj488r1m+xUsN9U44OpfmMcRBRxMgggSTInJ8fPz6+oqIggCK1WGxcXFxQU1NJCrbqcmprq5+dXXl5OEERdXV1gYGBKSgodLty7dy8qKkqtVqtUquvXrzc2Nra2toaHh0ul7fs02GkXh9cXslMuD9X6dzMwtbRoL/nL5y8VDXWgx5R7L9T+fomQOEY6V+QQcrku8LJisYUnY/NunXlKNj9pX7lt0vvxoVTOo1nao8W5EPHQ56hx8fgpYxFnOyCQJpP2kr/s0xk20Cq8F+rC21fcMmRkas9d0Jw4rQ26QrS0Omxnk8nU0mosK9enZeivR1NLUEz9nHoD8pS7ePBwaghsexsifuk1hyVbuaDX2pSpsUmfmq695K/ae0C+aIX0nY/ENhba6i5iEA97TnvJn5BTuVMu8q/XmHIRe/KhpvNBgMFgSElJudT27+LFi8HBwbW1tTREg8GQlJR08eJFX1/fixcvCoVCejkgk8kUFxfH5ANmZmZevXo1PDw8LS3NUd1wToCjFuuF+vrYm8rN26nFic0eec3HIckLYzVHTxpLy3oBjD23MFZVa079KhltbVUiWy+wxc+8KJ34vvxzT8Xy1aodu9VHT2r9g/RxQmPBbVNjk3zmHObTACpD0G2E5OXXRIO7WfpQ+ub7ys3b9ZHRhM7Jrcn0qenUBxfWRyPpq2+qfz7O94pAxoLbzJ6fjB00p361hxR76vTt0GK622BIStH+IVDt/k4+f6n0zUnUIptmNme99WB+YsJKKgj2D+J8sy57TNfLdfqWqV5WFujtnA8CaIUNBoNEIqG/C2CZQKfTSSQS1mqAJpOJeYNAkqS67R/rQnsOcRBgj5X6qo4uIJBKDmfWIHqi7Vlw6Ej14SN9BcnGfbXnLojbPow0f2qn8tReHCudMl2+YJly83b1Dz9rf7+kj4w2ZOUY6+50230TKrX60E/yz2dL3/uYymM/dpIGoE9IUu36VjrxfWZgsFx46hn57LmaU7/amU1GNDWrfz5uK+lhkJti1Xp9UooNO3D7kzG/gFoA4ONPpe99rFi0XHf5KofyERxajHV3qCUOz/+h2vWtYu4isX3pFPJ5S3SXrxJ6h5dM5dCYvIpCkCle9YUovKdBQF/pLBQK++rWjt7XNZuB7OPPqEfA4c+Lho5kngXRTIwy1dQyCOnP0KmP4ye8YztB3VE3YNU31dRqzl2wvUQSHR9IJ7yj2rpTFxNHmkxEU7Pqu+9lHl6yydPkC5dpL/nrQq/ZFiL98FPt7xdJZ6cWWLAROUS/Tam2f0M5VdtiBqx5Aothn2Lxit5Mjuk1HtFnqtdMgeyNoAYBgHwLEFQO3dSQXyD/3JPe9VXsPkry6kR7vrvjEIBDonThEdI332fQSidP06d2ZLY6JMrhyiaTPvamautOybiJFoeHjpNPDJO4j6IW9aOXynn6GfHjQ629eREPf161Y7fhNnd5Bg4rxuMFANqUwcBaj1mxeIVi1fpuUwqUy9fo+mTZZq7pMt7KV//wc8sXa1Xbd2kFAVyLx/I4swDUIAAnBnLmAnwKMlXXNEXHcpnyxidaY0lpU1SMsaKSz5vYkm0sK9f8ckY2Y07HwG/2ptnaeM+qLPecpw3tvQ8ubOnD228AgoA23YnmZkNOnvFWvvkHkLqYOCpvw+ZXpuLB7tTrm+gbvJmQX8E6f2o5aiaqFruPkn3u6XSmC79YXV461CAA5wRAcV0o/TVtT1TQarW6iCjll1s6ratoJd2SDgIkY99Q/3jU1ODMdlxQfInBiQpNDCCnCtQHqxu3illLS5mHfYPcxG4jles26eM63n6aamr1yamG9EyT47t52YBpqqzSJ6UYMrMImcxGNas/6XSm+rvGvHx9TJxWECAe+RK1xnPbtyGiIc+K3EaKhz2n+eWM1cvxD31nASeDgMa+/hcZGdnXEPD9sQV6xQLChJZ9B1snT2M98TOHrVM/b7oa3itQ8E14sUDz5ZCWtRtbn7O5lOHwUS1LVlJuMPx55q95y9c9B9SUd6t15hxGpmj48y2797HF1tQ05uQ2xdxo8g9sOnGq+dv9zes2tcxd1DJ5Wuv4t20tvGEe0zzl3vrhJ61LV7Z8u7/pgm/TTWFjRQX7Rvi4ZxZwIpZwMghw4k7cXoITA7m1J3/SYD20oYxWtXsflbf4lHv7WkZPDKXyA9xHQXnbwqGPoUxTT9Sk5ga+3k19TWo+drLKjw+l1uIcOpL+U+76Vp+S1pM/+bTZjLS2vR5GiIc8K581V7F4heyzmZIJ71Cz+iwMzh12ncp6crj0zfcV85eovtmr/f2iITHZWHenJwbE1zphAahBAKBeABBUJxyo20tgqY8yWkPuLeYrBqYg95zbLQX9rwLKNHFi7fZoYOwb3Iy+TozZVnd/6H5vBWvLJNipi/iFcbLPZinXf6U5elIXFmEsLCLMNhJTHz8lnz6L2q1q0hTV9l3GmvbFaTgxu2sKgRoEmO9NgDhz/b7Dsm1/WOojjlZ7+Sq1ym9bypXYfZRi8QrjHVd8ckKcJtstwqFf26MBG9tedH28dmLI73qJo0HAE8MkL70mmzRF7jVfuXajZMzrbakAI6i5K7cR1JKRg4eLnd7U8elnpe98pFi0QvruR5S0oSOpBbjaWoH0zfcJB1ebdcj+rlAZahCAEwOheCes/hoEWtOdO8ayckIsgeIDnOMEQRO3WuuuXKVS7cxWoaYfrK3t1WTvY3fX4Z8+w4otBg+XvDJe9uEncu+FynWb1PsOak6f010J1ScmG0tKiS4pioaCQunHn5p/HaDee4AkSUKlojZ19A9Sfbtf7rOw+89iO8HrvILnU+50HKA9e55bU7uaNBwE8M64C3ZY5jaFpT4stOZ2dqmya9Ik+2AqNay6jWzPun+S2ppI8sp4uYdXT/4kQ0eK2kRRuzzQ22k+/YzMc57uapg+ObUn4aYhM7v5op8u5oapvt6af/YkLKCWJXUfpfxquzXh+Lw9FoAaBODEQHvYRaEOrP4aFloU+O0TDK5Jky4kjHkTRBckr040VVb1kAKtr4AlVvrOh6am5h6KpS93gikHwoInh1FBwJdbOIHqskKgBgFO+FZfcQwIKh8mgqU+LLR88AVCpsvSZMjMVu3ep1i0XLFslebnY1wtC2FITlXt3EOJXbFGfewXk0jMlRtwwhQdFqgP/9yeW/DEMOoDmbYIQOw+SnP0BAdoTSZCIiVEYkKtZkszGOmfSL2e/VO/OIYaBODEQCjux0kv0GvKwkLba2ZB7UaYJtQYsYaHW6bkcxawJi2oT2TLu1/iU7XvYKckicHuiiVfmO60vaQgCENahvTdj9srDHZXfbOXUKoojQhCFxouefFV+ifxkBHqIyfozcOM5RVdExoUK9dZiCGsmQaZ81CDAJwYiIwLdQOE216gm5v1+GdYaHusLlQBmCYozHHLFNHcrFy7kYkDZJ/PNl9L0YZN6CBAPGSE9IOpso8+o1dplM/0NrW0tg/ng92VX25Rfb2b/kl7wZckSX1iMnU42F2xfA3zk/rHo6TByAQBklfflE2eRv9R0YNWawMGmj/hIIB3XrhtBrzD5foGsNSHhZZrrsDIwzRBoYoPpgiDwdTYRMjl9huBDgJkU6YTbW86dFfDqIf7we6GjEytX6BokJvcZxElkCBUe/aLBrkp1240icSKxStEg9zan+8JQnP6nGiQm/SN90w1tUwQoPULtB8GmjWhBgE4MRBNf+qKio9eoOtduDoDCy1XWoOTg2mCQhkiTLGDgPDrrCBANNhdtW2XITW9/UUASRorqyRtyzOo9h2krW1ITaffC+hjb+IgoO89EBHfsscQgKDao46jdWCpDwuto1z0m/qYJihUIsKUxdcBsumzTc3NxqLiTus0308XMOTk0eslM8/6TBCg9QtkggA6LBANcmOqQaGGwQl1JqCqqqcfxjAm4LuASDPgW01r8mGpDwutNZv3+/OYJigUI8IUHQQwAzY1/z/T21haRpvRWFikWPKFeMgIpoLcc54+5gZ9yIzuFoMAJidAFxYBhRQWTqhBAE4MZBGJ7CEivYCd9oGF1k6l+l81TBMUThFhqv11wIefGiurOn0HqNcbsnL0CcmmujtUul9hkXzuItEgN8m4ifobN+n8f/XBw7S1mSBAF36dmQlgQgQojHTFiYOArjbh+AwizYBjrewWB0t9WGjtJqG/VcQ0QWEUEaZYOQEd1tPrlZu2iQa5qXbuIQ1G+osAKvvvzUlUQDDTu2tioGTcRGN5BQ4COmzYV6WEhIS+urWj90WkGTgKm6v6sNSHhZYrjsDJwTRBoQwRpqwGASSpj70pGuze/h3gvoPSCe8wMYE28DL9k3zuIsXKdfT7AvyJICq+h4hv2WMOQFDtUcfROrDUh4XWUS76TX1MExQqEWHKRhBAmkz6OCGzWJB4yAjVN/sIhYKysMGoDbxM7YjYto+ReMTLmmO/4MWCUPG9ysruV4lCBCsizaCvrAFLfVho+4rTPr8vpqnPKbATACCmCIWSkEjplwKdtCMIQiajfjKZOp3vLwc4J4B3JgE1Az5sAUt9WGj54AuETEwTCJpIksRMoc8UDgJ458jFmwEs9WGh5d13Ub0BpglVZti4MFNsi6B3DDUIwImB6PmSZUSwegFYaC1b3AXOYpqgkIyZQp8pqEEAIN8CBJUPf4WlPiy0fPAFQiamCQRN+HUACJqgBgE4MRCEe4HrBfDoAsKvME0gaALX/KFYlVucUIMAvGIgt37AnzRY/TUstPyxhrhkTBPiBDHwkGKKyv8XiQmZjCQIBiFJkoRabfG8eR0LZb2+0ycDBiNpMFiohvwpHATwThFSzYB3bbvcAJb6sNB2MbarnMA0QWEaEaZMLa2KZas6tgaY6U2tE0yShFKl2rOf2TVA7jWfPs+YlxCJZVOmMxeKBrnR+xEbK6ukk6ZIxr+t3LiVUKtJgtCc/0MbeJm5EFABahCQmJgIxcqINIO+Mhcs9WGh7StO+/y+mKY+p8BOAEgwpdMpN28XDXJTbtqmi46Vz55LlTdvJ7VazbFfqEWCJ03R/n5JsWIttbGQ5zzq+f7+P1NLq+yjz8RDRkg/mCqbPE02eZpi+RpCIlUfOaHas99UUyubPpteRVi5bhMhl9+/DtL/oQYBSPiWfUQDgmqfQo7VgqU+LLSOMdGPamOaoJCJAlOme43SSVNEg9wMqekkSWr9AukHelNVjeyzmaJBbvrYmyRJtlcb7K6/Gc+Yl94jgH76Z06SJKk+eFi176DpXqN8lo+xqFi1Z78+Mdm8AqAy1CAAJwZCcTIUegH7bQULrf169bOamCYohKLAlKmxSX30pPrQT8YKagN67UU/Kgj4bKYhJ4/eJ5AevwmVWrF8jWiQm/rICca8dBAgffdjzbFfqJmAT2forkWSJpMhNV365iTFF2sVX6zVRceq9h6wsNQgIwXtAtQgACcGou1XHehQ6AU60HRXgoW2O2367e+YJijUosaUqalZ9rmnaJAbtQuAVNr+amDTNlNTsy78unjEy9TuQfsOMuZt3y1wsLts2izZJx5UcsBgd11YBEkQpjv1huxcU3Ozct0mY3kFcwm4Ag4CeKcMtWbAu8KdbwBLfVhoO1vahY4wTVDIRoopQqlSrt1I7Q68YJmppZUkSV3oNXrgpzID3pss/WAqKwggFAp9Spoh9xZpMBJKlWLxCqrC17uZ535dWITm/B+muw365FRCJIbCizlOqEEATgw0ZxHlMlK9QLeGgoW2W3X6awVMExRm0WGKEEvo1D8mAqBtaGpu1ienGrJzqQor17FeB7DsTO9GqFi5jvoigCRNdxsUqzfok1Nlk6cpv9wimzzNVFPLugT9Q6hBADq+1S3HgKB2q4sTFWCpDwutE3T0j0swTVB4RIQp6hPBBctEg93V+w/RewHTywPQo772oh81otMfAriPMmRmG0tK9QnJxpJS9cHD1KcEGzaTOh1pMKq+3k1FCfsPUSsNEITmxGldWIQ26Ipi5TpTc7NiwTI69xAKOzROqEFARQWYdzCINIO+8ktY6sNC21ec9vl9MU19ToGdAFBgitBq6bcAXT/3117wFQ1yk7z4qmrHbrnnPGq8X7eJUKvpJ37VvoP6xGSx+yjRYHfll1uUX20XDxkhHvGyITuXJEljSalyyw5CrdaFX1csX2OqvyubPtuQkWmnZdCpBjUIwImB6PiQbSQo9AK2EZr/CgutOXKXKmOaoNCNAlOEWk0/8XcNAgiNRn3kRPtiQYPdVdt2EWIJSZJMEECaTLqrYZIxr9PXSie8oxcmUNMAer3qm710NGBqapbP9JaMeV25diOhVEGhhsGJgwDGFHwVUGgGfOlmh1xY6sNCa4f5+2cVTBMUXmEwZTASEin9mp82rKmZ+oiAXj+AOkMQhEzGXm/YYCRNpnYiTCZCoWStRgyFI6hBQFJSEhQTw2gGvFkTlvqw0PJGGuqCMU2oM3QfH0imVRquBAAAIABJREFUCEIrCFAsXA50BcD7trf3/1CDAEC+BQiqvV7jSD1Y6sNC6wgP/aoupgkKnZgp9JmCGgTgxED0fYtGCKsXgIUWig9wjhPTxLlJeRKImeLJsByKhRoE4MRADp2AV1GwegFYaHklDmXhmCaU2THHhpkytwaaZRwE8M6LizcDWOrDQsu776J6A0wTqsywcWGm2BZB7xhqEJCcDGbLJhdvBrDUh4UWvf6klxBhmnrJ0D2+DSSm6E8ARGJSr7esN/0RgUTa8VGA5XrAzkINAgD5FiCofDgvLPVhoeWDLxAyMU0gaCJJEh2mTC2tynWbTHcbLJqOWlJw2Srpm+9LP5gqGfO6LjSc9b2fISNT+uYk6QdTpW++L5s2i96QUHc1THPsF1ZNi/JRPgk1CCgrK0PZrObY0GkG5qh6rQxLfVhoe41E1G6EaUKNEWt40GFKe8FXfeS45QFbp1Nu3q79Q0A/4uuFCdL3JpvvAmCqqZV97mksLKLUNBjV+w/RCwmbGpvkcxeZ17RmB5TPQw0CcGIgyl5ljg2dXsAclbUyLLTWtOj35zFNUChGhClCoVQsW2XIybNoN9O9RvksH2Y7YEIklk2Zbr4LgD72JrNpEBUGpKbLpkyn9gwkCPWR49oLvhbFQjmJgwDemUKkGfCup5UbwFIfFlorJu//pzFNUDhGhCljaZnccx69fXBX05kamzRnfjM1NtE/UTsJTZluvguAISNTGxDM5AroE5Nln80kJFKSJPWJyebxQVfh6J+BGgTgxED0fYtGiEgvYKe5YKG1U6n+Vw3TBIVTRJhiPcrbtp4uLEL2uaepudlytbZ3B+qDh0mDkdpGqLxC7jXfWnhhWQJiZ6EGAYj4lj1sAoJqjzqO1oGlPiy0jnLRb+pjmqBQiQhTWr9A5aZtpF5vamxSHz2pPvST+Z/5U76xtEw6aYo+0crXZwSh9Q+Sz/Q2NbWHCMbyCtnkacyrBCi8mOOEGgTgxEBzFlEuI9IL2GkiWGjtVKr/VcM0QeEUEaa0foGqfQepnYAUCn1Kmj4h2fzPcCu//bG+qFj20We6q2GW8wdNJq1/kOzTGfSnATQFOAjoM1fEiYF9ZnoHb4xIL2Analho7VSq/1XDNEHhFBGmtEFXunlzTxD6hCTpe5OpfECCsGBenU59+Ihi4XImdYCuQwUB02eb6u5YuATIKagzATgIAOJgCH0obI/FEOmz7IHqynUwTVDYR4QpQ0YmtSugQmnZbgShuxom/WCqPiWNEInb/9RqQqHUnPnNWFFFKFWqHbsVK9aaamrbf5VI6ckDQ06efO4iapdhsP+gBgE4MRCKyyHSC9hpLlho7VSq/1XDNEHhFBGmTHV35LPnWnteJ9Rqxcp1okFu5n9av0DmW0FjeYVk3ETzXyXjJtJ5ANqgK6qvd9MBARRSWDihBgGI+BbLmhYPAUG1iL+HJ2GpDwttD6mBezmmCQp3qDCl0yk3bNbH3nTMbgShPnrSVtKfXq/ctE0Xft0xsYjVhhoElJaWImZJq3BQaQZWAfL7Ayz1YaHllzmEpWOaECanEzR0mNLfjFdu3ErqdJ3w2TwgpFJqgLd+iammllox8P4CAzaFofsj1CAA5wSg61OdkaHTC3TGZfkIFlrLOrjAWUwTFJLRYYpQq1XffW+e2N9zG+quhOoio3sup28l4CCAd/uj0wx4V9XSDWCpDwutJXu7xDlMExSaMVPoMwU1CEhJSUHfuDRCF28GsNSHhRZKE+AcJ6aJc5PyJBAzxZNhORQLNQgA5FuAoHLoWIwoWOrDQssY2dUKmCYojGOm0GcKahCAVwxE37dohLB6AVhoofgA5zgxTZyblCeBmCmeDMuhWKhBAE4M5NAJeBUFqxeAhZZX4lAWjmlCmR1zbJgpc2ugWcZBAO+8uHgzgKU+LLS8+y6qN8A0ocoMGxdmim0R9I6hBgE4MRA9X7KMCFYvAAutZYu7wFlMExSSMVPoMwU1CADkW4Cg8uGvsNSHhZYPvkDIxDSBoIkkgW0dAsWq3OKEGgTgFQO59QP+pMHqr2Gh5Y81xCVjmhAniIGHmWJMgWwBahCAEwORdSkWMFi9ACy0LFO7ziGmCQrXmCn0mcJBAO8cuXgzgKU+LLS8+y6qN8A0ocoMGxdmim0R9I6hBgFpaWnoGdMyIhdvBrDUh4XWssO5wFlMExSSMVPoMwU1CADkW4Cg8uGvsNSHhZYPvkDIxDSBoAknBoKgCWoQUFJSAsK+uBnA6q9hoYXSBDjHiWni3KQ8CcRM8WRYDsVCDQJwYiCHTsCrKFi9ACy0vBKHsnBME8rsmGPDTJlbA80yDgJ458XFmwEs9WGh5d13Ub0BpglVZti4MFNsi6B3DDUIwImB6PmSZUSwegFYaC1b3AXOYpqgkIyZQp8pqEEAIN8CBJUPf4WlPiy0fPAFQiamCQRNOCMKBE1Qg4Di4mIQ9sXNAFZ/DQstlCbAOU5ME+cm5UkgZoonw3IoFmoQgBMDOXQCXkXB6gVgoeWVOJSFY5pQZsccG2bK3BpolnEQwDsvLt4MYKkPCy3vvovqDTBNqDLDxoWZYlsEvWOoQUB6ejp6xrSMyMWbASz1YaG17HAucBbTBIVkzBT6TEENAgD5FiCofPgrLPVhoeWDLxAyMU0gaMIZUSBoghoE4MRAEO4FrhfAowsIv8I0gaAJXPOHYlVucUINAnBiILd+wJ80WP01LLT8sYa4ZEwT4gQx8DBTjCmQLeAggHdqXLwZwFIfFlrefRfVG2CaUGWGjQszxbYIesdQgwC8YiB6vmQZEaxeABZayxZ3gbOYJigkY6bQZwpqEADItwBB5cNfYakPCy0ffIGQiWkCQRPOCQBBE9QgoKioCIR9cTOA1V/DQgulCXCOE9PEuUl5EoiZ4smwHIqFGgTgxEAOnYBXUbB6AVhoeSUOZeGYJpTZMceGmTK3BpplHATwzouLNwNY6sNCy7vvonoDTBOqzLBxYabYFkHvGGoQgFcMRM+XLCOC1QvAQmvZ4i5wFtMEhWTMFPpMQQ0CAPkWIKh8+Css9WGh5YMvEDIxTSBowhlRIGiCGgTgxEAQ7gWuF8CjCwi/wjSBoAlc84diVW5xQg0CcGIgt37AnzRY/TUstPyxhrhkTBPiBDHwMFOMKZAt4CCAd2pcvBnAUh8WWt59F9UbYJpQZYaNCzPFtgh6x1CDgIyMDPSMaRmRizcDWOrDQmvZ4VzgLKYJCsmYKfSZghoEAPItQFD58FdY6sNCywdfIGRimkDQhHMCQNAENQjAiYEg3AtcL4BHFxB+hWkCQRO45g/FqtzihBoE4MRAbv2AP2mw+mtYaPljDXHJmCbECWLgYaYYUyBbwEEA79S4eDOApT4stLz7Lqo3wDShygwbF2aKbRH0jqEGAZmZmegZ0zIiF28GsNSHhdayw7nAWUwTFJIxU+gzBTUIAORbgKDy4a+w1IeFlg++QMjENIGgCecEgKAJahBw+/ZtEPbFzQBWfw0LLZQmwDlOTBPnJuVJIGaKJ8NyKBZqEIATAzl0Al5FweoFYKHllTiUhWOaUGbHHBtmytwaaJZxEMA7Ly7eDGCpDwst776L6g0wTagyw8aFmWJbBL1jqEEATgxEz5csI4LVC8BCa9niLnAW0wSFZMwU+kxBDQIA+RYgqHz4Kyz1YaHlgy8QMjFNIGjCGVEgaHI+CCAIIj8/PygoyNfX18/PTygUqtVqWmeCIPLy8gICAnx9fYODg8vKyji3RWFhIecyeRLo4h0WLPVhoeXJY9EXi2lCnyMaIWYKfaacDwLy8/P9/f3z8vLEYnF5eXlAQEBcXBxBECRJpqam+vn55eXltba2JiQkXLp0qbi4mFtb4MRAbu3JnzRYvQAstPyxhrhkTBPiBDHwMFOMKZAtOBkE6HS68PDw+Ph4RrHk5OTAwECJRNLU1BQQEJCenk7/ZDAYrl+/HhYWptVqmco9L+AgoOc27B0JsHoBWGh7h0EE74JpQpAUi5AwUxbNgtRJJ4MAtVodGhqanJzMKENPDNTX1xcUFPj7+9fX1zM/5eTksM4wPzldyMrKcvraXr7QxZsBLPVhoe1lT0bndpgmdLiwjQQzZds+KPzqZBBAEIRMJjNPArhx40ZISIhSqaSnBMRiMaNedXW1QCDgdt8/QL4FCCpDGYcFWOrDQsshTbBEYZqg8IWZQp8pJ4MAlmL19fX+/v4ZGRkkSUZFRYWGhjLxAUmSdBDAbSoft9JY6nB76OLNAJb6sNBy66iApGGaoJCFmUKfKQ6CgObm5uDg4JiYGIPBQJJkfHx8cHCwVCpllOcjCMA5AYx5ES/A6gVgoUWcev7gYZr4sy23kjFT3NqTD2k9DQLq6+uDg4MjIyOZR//MzMyAgIDW1lYGblFRkUAgqK6uZs70vICDgJ7bsHckwOoFYKHtHQYRvAumCUFSLELCTFk0C1InexQEVFZW+vv7JyYm0nMAtGLV1dV+fn5MBgBBEEKhkE4X4FBznBjIoTF5FQWrF4CFllfiUBaOaUKZHXNsmClza6BZdj4IyM/P9/Pzy8zMFIlE4rZ/EonE0PYvNjY2KCjo7t27BEEUFxf7+/vn5+dzqz8g3wIElVuOaGmw1IeFlg++QMjENIGgCa8YCIIm54OAqKgo387/mDl/tVodHR198eJFX19fgUCQkZFBLyLEoUUKCgo4lMarKBfvsGCpDwstr36LsnBME8rsmGPDTJlbA82y80FAt/qo1WqJRGIymbqt6UQFnBPghNH65BJYvQAstH1CKAo3xTShwII9GDBT9lipb+vwGATwqhgOAng1L4fCYfUCsNBySBMsUZgmKHxhptBnCmoQkJ2djb5xaYQu3gxgqQ8LLZQmwDlOTBPnJuVJIGaKJ8NyKBZqEADItwBB5dCxGFGw1IeFljGyqxUwTVAYx0yhz5STQUBjX/8rKCjoawj4/tgC2ALYAtgC2AIIWcCJmMPJIMCJO3F7Cc4J4Nae/EmD9SgACy1/rCEuGdOEOEEMPMwUYwpkCzgI4J0aF28GsNSHhZZ330X1BpgmVJlh48JMsS2C3jHUIAAnBqLnS5YRweoFYKG1bHEXOItpgkIyZgp9pqAGAYB8CxBUPvwVlvqw0PLBFwiZmCYQNOEVA0HQBDUIuHXrFgj74mYAq7+GhRZKE+AcJ6aJc5PyJBAzxZNhORQLNQjAiYEcOgGvomD1ArDQ8kocysIxTSizY44NM2VuDTTLOAjgnRcXbwaw1IeFlnffRfUGmCZUmWHjwkyxLYLeMdQgICcnBz1jWkbk4s0Alvqw0Fp2OBc4i2mCQjJmCn2moAYBgHwLEFQ+/BWW+rDQ8sEXCJmYJhA04YwoEDRBDQJwYiAI9wLXC+DRBYRfYZpA0ASu+UOxKrc4oQYBODGQWz/gTxqs/hoWWv5YQ1wypglxghh4mCnGFMgWcBDAOzUu3gxgqQ8LLe++i+oNME2oMsPGhZliWwS9Y6hBAE4MRM+XLCOC1QvAQmvZ4i5wFtMEhWTMFPpMQQ0CAPkWIKh8+Css9WGh5YMvEDIxTSBowjkBIGiCGgTgxEAQ7gWuF8CjCwi/wjSBoAlc84diVW5xQg0CcGIgt37AnzRY/TUstPyxhrhkTBPiBDHwMFOMKZAt4CCAd2pcvBnAUh8WWt59F9UbYJpQZYaNCzPFtgh6x1CDgNzcXPSMaRmRizcDWOrDQmvZ4VzgLKYJCsmYKfSZghoEAPItQFD58FdY6sNCywdfIGRimkDQhHMCQNAENQjAiYEg3AtcL4BHFxB+hWkCQRO45g/FqtzihBoE4MRAbv2AP2mw+mtYaPljDXHJmCbECWLgYaYYUyBbwEEA79S4eDOApT4stLz7Lqo3wDShygwbF2aKbRH0jqEGAXl5eegZ0zIiF28GsNSHhdayw7nAWUwTFJIxU+gzBTUIAORbgKDy4a+w1IeFlg++QMjENIGgCecEgKAJahCAZwJAuBe4XgCPLiD8CtMEgiZwzR+KVbnFCTUIwImB3PoBf9Jg9dew0PLHGuKSMU2IE8TAw0wxpkC2gIMA3qlx8WYAS31YaHn3XVRvgGlClRk2LswU2yLoHUMNAvA6Aej5kmVEsHoBWGgtW9wFzmKaoJCMmUKfKahBACDfAgSVD3+FpT4stHzwBUImpgkETTgnAARNUIMAvHcACPcC1wvg0QWEX2GaQNAErvlDsSq3OKEGATgxkFs/4E8arP4aFlr+WENcMqYJcYIYeJgpxhTIFnAQwDs1Lt4MYKkPCy3vvovqDTBNqDLDxoWZYlsEvWOoQQBODETPlywjgtULwEJr2eIucBbTBIVkzBT6TEENAgD5FiCofPgrLPVhoeWDLxAyMU0gaMI5ASBoghoE5OTkgLAvbgaw+mtYaKE0Ac5xYpo4NylPAjFTPBmWQ7FQgwCcGMihE/AqClYvAAstr8ShLBzThDI75tgwU+bWQLOMgwDeeXHxZgBLfVhoefddVG+AaUKVGTYuzBTbIugdQw0CcGIger5kGRGsXgAWWssWd4GzmCYoJGOm0GcKahAAyLcAQeXDX2GpDwstH3yBkIlpAkETzogCQRPUIAAnBoJwL3C9AB5dQPgVpgkETeCaPxSrcosTahCAEwO59QP+pMHqr2Gh5Y81xCVjmhAniIGHmWJMgWwBBwG8U+PizQCW+rDQ8u67qN4A04QqM2xcmCm2RdA7hhoE4MRA9HzJMiJYvQAstJYt7gJnMU1QSMZMoc8U1CAAkG8BgsqHv8JSHxZaPvgCIRPTBIImnBMAgiaoQUB2djYI++JmAKu/hoUWShPgHCemiXOT8iQQM8WTYTkUCzUIwImBHDoBr6Jg9QKw0PJKHMrCMU0os2OODTNlbg00yzgI4J0XF28GsNSHhZZ330X1BpgmVJlh48JMsS2C3jHUIKCgoAA9Y1pG5OLNAJb6sNBadjgXOItpgkIyZgp9pqAGAYB8CxBUPvwVlvqw0PLBFwiZmCYQNOGMKBA0QQ0CcGIgCPcC1wvg0QWEX2GaQNCESPO/dufinPixc+LHRtb70XarlBctSX53TvzYa3cuQrEkfzihBgE4MZA/n+BWMqz+GhZabpkCJA3TBIUsFJiqVZavSPnAUzj6cOGXtN3osGBFyge1ynIoluQPJw4C+LNtu2QUmgHvSlq/ASz1YaG1bvV+/gumCQrBKDBFkKZvchd7CkdvSJ8u1jWTJPndrZWewtHf5C4mSBNJkgZCX6csr1OWGwg9FMNyiBNqEIATAzl0Al5FodAL2K8gLLT269XPamKaoBCKCFMhtee8hGMWJE7MaU1qVN9ZnTbVSzgmpPYcQZpC6y7MT3zDUzjaUzh6fuIbAdUn1UbF9mwfT+HozVmezZqG7dk+3vHjgmtOQ7G5ozihBgGI+JY95gYE1R51HK0DS31YaB3lot/UxzRBoRIRpoqlOYuT3vYUjhZUHk1uipyXMGFx0tvF0pwbDZfnJoz3jh93vvz7c2X758SPnZsw/kbD5dTmmPmJb8yJH7s7d4l3/Ljt2T4aowqKzR3FCTUIyMrKclTVvqqPSDPA6ttjARcnyx4ToVAH04QCC/ZgQIQpnUmzLdvbUzh6W7b3qZI9nsLRO3Lma00q+jXB6rSpjeo71YqSJcnvegpHf3drJUGafizcRE8PLEicmN2aYI+yQOtADQJwYiAUh0OkF7DTXLDQ2qlU/6uGaYLCKTpMCSqPegpHL0icSCcJCiqPinXNG9KnM7kCTBCwK3cRSZJ5ouQFiRPpcIFOHYBic0dx4iDAUYs5XB+dZuAwdC4ugKU+LLRc8ANSBqYJCm3oMJXTmkQP6p7C0YuS3iqSZDHTAytSPqxXVTNBAD0TcCB/NT0TMC9hQkLjNSgGdwIn1CCgsLDQCW375BJ0mgFWv1sLuDhZ3doHkQqYJkSI6BYGOkwpDLKvMmfT4/pXmbMVBhlJkv5VJ7yEY7rmBNC5ApsyZ23M8KAzBBV6abfKAq0ANQhAx7e6JR4Q1G51caICLPVhoXWCjv5xCaYJCo9IMXW29Ds6CDhf/j1tQI1RdbJ4l0/8a/T5hYlvhtZdaNLUr0ufNi9hQnJTJB0NzIkfG1B9EorNHcUJNQjAiYGOMt1X9ZHqBbo1Aiy03arTXytgmqAwC4Ipep2Au6rq/v3u35rPQA0CcGKgNUZROw+iF2CMBgstA9vVCpgmKIxjptBnCgcBvHPk4s0Alvqw0PLuu6jeANOEKjNsXJgptkXQO4YaBODEQPR8yTIiWL0ALLSWLe4CZzFNUEjGTKHPFNQgAJBvAYLKh7/CUh8WWj74AiET0wSCJkR2EYRiq77CCTUIyMzM7CuTOXpfF++wYKkPC62jrthv6mOaoFCJmUKfKahBAE4MRN+3aISwegFYaKH4AOc4MU2cm5QngegzRZCmu20rBdn4OkBhkFUrSqoVJfTqArStFAaZ+caDGqNKbVTyZEZexeIggFfzUsLRbwa8mgCW+rDQ8kocysIxTSizY44NHaaY7QCWJL9brSihQVbIC9emfUovEuApHL0s+f205lhz/ARpOle2n1lIwCf+tXNl+wnSlN4cuyjprXkJr2/KnCXWNROk6afbm0+V7Da/FkoZahBw+/ZtKCZGpxn0icVgqQ8LbZ8QisJNMU0osGAPBkSYymlN2pO31Es41lM4mgkCCNL03a2VnsLRq1InnynduyTpHU/haGYxQVq7+Hth9DaDPxR+eaxou3f8uLkJ4+Pvhf1zaeEdOfOzWxOWJb+f3BSZ3BS5McOjQV1rj01QqwM1CEDEt+yhExBUe9RxtA4s9WGhdZSLflMf0wSFSkSYOlG801M4+ovUj8yDgHpV9YqUD+n9hUmSpOssT5lUpyxnzEufXJU6+a6qmtlw6Grt+d25S3blLiqSZK1I+TD+XtiOnPnBNWeYq2AVoAYBODEQip8h0gvYaS5YaO1Uqv9VwzRB4ZRzpm6JUn0rfjxetP3X0n03G0LstMOJ4p1r0z49W0YtG8zMBJhfqzG2byu8I2e+zqRhfjpf/j39smBN2tQD+Wu848etSPmgQl4YUntuQeLE9enT1qdP8634aVfOQo1RxVwFqwA1CMCJgVD8jPNegFfFYaHl1RQoC8c0ocyOOTZumQqpPbswcaL536GCdea3s12+Wnu+axCQ3BQ5L2GCp3C0d/y47wvWtWrvmQtp1jRsypzFJA0sSnorsTGCJEmCNN0SpV6/c6lUdmtjhkdyU6T5VbDKOAjgnS9umwHvcLm+ASz1YaHlmisw8jBNUKjikCmprnVh4sQFiW/MSxjvE/+qT/yrdDSQaPc+vxaDgMwW4RepHy1KettLONY7ftypkj3mOwhIdC37bn3hJRwzJ57KJ/AUjl6QONF8yP+t7OBPtzcXiNOv1Jxl8g2hsEPjhBoE4MRAKH7GYS/QCyrDQtsLBkHzFpgmNHnpioorpsplBW15eWO9hKOZv3kJ4xcmTjxffrDrfS2eYQUBGqOqVlnOfPjnW/Gjp3D0vITX080+EPjp9mZP4eg9ecskupZLlUfoOYPduUto+YXijA0Zn1+pObsk6Z1NmbOWJL2T3Zpg8dYon4QaBHDlW73ADSCofFgDlvqw0PLBFwiZmCYQNPXwA2mZXpzYeO1Y0bZlKe97mo39TBBATwb8UvyNndZgBQHpzbHzEl73FI6mc/roX+fEjw2/80fM3aCg6tMJjdc2pE9nMgcJ0rQjZ76ncPSu3EX0G4GD+Wt/Kzt4qmTPP6uVyfJXp029WnveTjDoVIMaBGRkZKBjRNtIXLzDgqU+LLS2Hc/OXyvlRSeLd25In7Yq9eOdOfND6y7YeWEfVnNBmvrQ2j25tRNMlcluBVSdpIdb5mU8XWCGf7owL2HCwsSJfpXHu0V4MH/tkqR3FiRObAsmxi5KevuL1I9u3rtKj/GrUif/Xv7DqtTJ1BcEKR8VSjPo8yeKd9DfEPrEv7Y922dbtrd3/Dgv4Rj/qhMkSSY0XtuS5SXWNZ8v/35d+rR8cdqy5PfD6/7oFgxqFaAGATgxEDVPsobHiV7AmqheOA8Lbc8N0qiuW5b8nnmmlUPzqz0H4JwEV6PJOSuhcJWdTEl1ovh7YceLv/4ihfqKz9qfl3C0500qg29uwmsLEt+g/bZYmtOtprtyF7FkzkuYkNwUWSLNXZc+zUs4hv51TdrUW6JU5lPAE8U776nrduTMpxcY8BSOnpsw/mzpdwZCrzDIvs6ed71eQJJkqTRvRcoHcxPGf5nh0axp6BYMahVwEMA7I3Y2A95x9NENYKkPC23PKQ2qPkUnW7U94oyeEz9mjnCsT/yrflXHkpsiK+SFEl1Lz+/CuQRXo4lzA/aaQNtMlcjygqpP7c5bwhqhux5uypx5ruxAcPWZjRkzzGPWa3cu9lwXsa65WlEi1jUzopKbIhclvX2j4TJ9hs4eYK0rrDGqDISermAg9I3qO+YZhYwo9AtQg4CioiL0jUsjtN0MoGjhNE5Y6sNC6zQpzIU/3/5qfuLrc+LHsCZazXvh+YlvbMqc9UPhht8rfrh+R5DZIqxWlCgNMkaItUK9qiqtOZZ+3rJWx7nzrkaTc1bq86uKJFnXSv0yWm40qDqW0pPoWhIaw0+V7F6TNtXczbqWFyROPFSw/tod30p5p96+XFaQ3ZpQKM5UGeR86EivGbA92wfup/8OmQVqEACoFwAE1SHXsbMyLPVhobWTAhvVdmTP8xKyIwBq0tWOv2XJ73+dPe9Y0Xa/qmOxDcG5oqQ7ykqNUU3f7tfSfeZPbDtz5terqmwgcegnV6PJIeOgULlCXrgly5OaZEpon7Q/envLldpze/NWMN/aWfOxzVmeF8oPZTTHme/Wg4JS/RUD1CAgPT0dCiUu3mHBUh8W2h42gbiGK6wJAObQWgdtz/k1aZ+sT5tGf8k9L2H8/MTX6Wjg+/y1PQTMXO5SNDFaAyp8k7uIfs00N55xSiZ+AAAgAElEQVT6pn/O/UDTmv8sTnr7x8KN1+sFNYpSQGr2D6hQgwCcGAjF/2D117DQ9sQHQmsvtPXIrzAD/7yE8QsS35if8Pru3MVhdb+fLftuf/6q9enTvOPHWeu7rZ6/2fExtxe1FtvYhW1pXDK9uCeYmWtdhyZGZUCFe+q6hYkT5yVMYMZ+2sc8b7JnmLZle/tW/JjVEg90E15ApNiAioMAG8bh5icX77BgqQ8LrdMOKqg6aj5+ewlfob+2+iLlgwvl3+tNOpZknUlTrShJbYoOqT13umTP3rzltl/oMoEFU5gjHLswceJdVTVLsnOHLkKTc8bp86tKpbfmxr/GUG9e8BSOXpr8/s+3N0ffDbijrOhzqBgASZJQgwCcGAjFfWH117DQOucDZ0r3mkcAC5PeLJcV6ExapTNpVsRdVXVWa3x43R9nSvfuzl2yMvVjWrh510+XvYXjWrWNzmFmXeUKNLFUBnR4vOjrrux7CcesT5ue25pkvj0PgkopDLI6ZTmT9o8gQs4hQQ0CAPUCgKBy7l49XDKMDzy2ZfZvsjRG1c9ty6AyQcDq1Cn31HW2beLEr4HVvyxIeL3LhPArv5f/4IS0rpf0b5q66gvlTLPm7vcF61hR4Bzh2LnCCfOEr/vmd7+qD3+aVsgLN2Z4FIq7WWXuRPFOi9sM0sAI0nQgf7WncDS9MqBCL92S5UWvFsAfcr4lQw0C0tLS+DYNV/JdvMOCpT4stA65aIumYU/eUmb49xSO3po1x6mn/+5v+88PCHfmLKBTw5ivD+hbc7Kuaj+mqXvjolojX5z2ZYYH42D3p39enSucMFc4YaNwTm7B7T7E/tPtzd/dWmnjU36CNEXcubgw8U0bQcD1esGCxIne8eMYN/avOrEpc5ZCL+1D1Xp4a5BBgEIvC4sI7aHmvXa5i3dYgNQ3mUz19f+fve/wayM5//6nXie55HKXXHouuZLc5RLf2ed2xWefwaLYYOOGewFTBbhgAzbdBhvbYAyoIAkJCSQQkqiSEAgJSau6WrVdvb/V4mVRQxV2jfjsxx7Nzs4+ZWae784888xyChsGjCButwdBkBTWmVhVKvs0cYDezdh1WXIksapifApBYIa2u3GupHyqYPfQ/8Ntw27GLsZKsp2XQo0qRnFRvVifpi3IgfQA4/dnGD9eZB6/wsyvY5YNsrhDbJ5UPrOkXXGA4Bbzq3Nqskc+611qwd9rcZuKxT+OGhh4Trf6wX72B7ekuZFAgNapPs7/V9Nc6fecP+IgQO2YzRr5hLnyHK+HcgmKgYCexcZc/hcH2R/mPTqYK/iiZ7GB/BLf4QMWJdi32uwSqZzJ4TOGR1hcwZR8BoJcyTQtm32tQiaHz+TwpfJpEFzbQJ9MtYk9KzWPHhr+iGiGK2SnEqsqsadERhbx7bsZu8QmTmJVYU9RolElwyAlnrXZHUta3ZRi9ib3VJB+aYyvOljtQ2wefg2yuIMs7sDbi8UVTEwpNMsrVpt9C5gd1r86wv37nE2KvwtwrxYIvyYeCrwEKrVOdbf6QVgQgPjhUmn+tYlj8zYZEQRgpwpVy8/iNVMuQSUQ0LfUeqv1v0PX82WnL46cvcS4nl/S+r9XGjR6M5n/dviARX72PV4vhy/ErDVjeARLCMcnE25UPp+PJxjD6sH/HR2fSLjCZB4cWX0TNEDXx3z0ajLvDXq2f7mDSMYPnD8lc/g6+RtVEPsk/6ld0YsnZbzRMb5ILJuejWSYQSe0ojfMLqjGJFImhz/A4j5jvShgHiBqdjdjV/XUWdHURFCHYnL4Syu6Je2KVD4zPCLE0cAAi8vk8CVSuVqzDJgtMAynQ1bN8xU5/H8TAwOHggDsvZFAwID2SY7gC61TrbQriCDA7/dXy8+eGdsfZaEhHRylsE4qgYCGzmxtTsnb6xaWaOhMWQSSFIqVWNUOH7DIz/7yig431TgIYHL4gDnBdT6tbhWvkJgwmlKzS57YuqKnB7VPgwboDmVt9EfSd7d1oZpITL7gK8C1Hq09rveSv1HFxc72FlaqNcRWiqXtDnTG3uPxGAGzUq2ZmFJwBWNEyz00PNI52pbF+Zyo092MXU9V9/x+v9vjmVLMYFNrTA6fJxhb1m7YGOKEIK1OL5ueC6p2kM0bm5haUC0aAbPH4w2VjNEETM8tTMqmZdNzSxvrDC2M51TLz54Y/R8WghA7UfC74Y/2MN9DPQCG/1Ak2mdxm7DCYUGA1qnOEXyBHSUQFgQEIQz8vZRIUAkE8C8V4QiAV3gTSwsuFiFIWsBjqvS3wwcsMrPv9fosVptEKh9ijwyxeYNsHjZp+Xbqkkcc9eJKE+sJVIvOi45PypZX9CazxQE6E/7iAcxWtWZZqdYsr+iir1m8DQe0HqGFuCaaquYdVz10+Tmizbgk/imx7ycyN6q4BLLthREEYfNGiSCAMTzCGB7hC8WCMckge70LDLJ5fJFENj23uKQ1W61vljr3Mn9N1OaPnD/z9K+JHHk8XrV6EXRushDmcrt1qwbF7DxvdDyol4kk0tkF1arBBLnQ5bkFVTBeEU9uOFaA+HZiulp+9tz4IWJOXDMBtYri74f/UCz+oVj845mx/d+yfpMn+PLqxM8Kyzg2E5ABAUTZpjG9lHcDM/yG7Nt9p9dAwHLuzTS+MumqvWqdnin0yJQwkJazLpImMO0VpHy8RhDEbLGuGkzxTh56vF6zxbqk1U3PLYxPyob563OSG2x2YPGSuH4ZNDBt+jNsbaEVsnmjo+MTk7LpmXnl4rLWYDTZHWDYrx9cSfLpOeJ4zeTwdfrwp/w1zpUQB+jdjF3E5U+8wq1PXJIcJhJWJS9KgIaUN6oEaHg3HnGAINaisMV7YtMdYHFHhGKpfEatWTYBZo93/bv88fyGYFO7GbvOjR9csMtDZRKvptxuj95gnJ5b4IvEQR1NIJJgAIUxjPrZ4NeKbvP5pFpFcZCdjgsEjBmHO5R12PVw9uZ+9gc3J3Oequ9j22uJ0wyhEiB/DnVmAhBEl1eqzSlZySkxZZW9PnVzJbA0oMsp9ZPA+zpU0z6t0Xq7Hcinm/KqgXw6kE93PhsOLfbO58Q7CkQXiH7ViK/fMzn8Yd6oNsIQ4Ha7AYtVo11RzC6IJFL2xmVIfHwZEYpHxyewwQWfvcTGF4s1QdymNxjxEQqtM+BvyBgemZLPTClmRRIphy/CCQhNMDj8EZFYIpVPzy2oFpd0qwaL1eYOfC0Rq8XSHL4IDmn/lbLTREN7iP17CcCLLtgtu+uB3TmCfxPJa5orjfftqW1U8b79nSlvdzhm5lVEw4/OWrF52EyAyx0cONLv95tcq6XSfKL6UCcA+VnQF96/LxlNeb0+gwmYXVCNjk8MvIXmOLX4yt303OYHU/UsNmaNfKJzanDdxQgCGmZvBQW3CF0OuCI5ekVyFK+ZcgnqgAC/f+lyLTYTsJJTIst7OxNwedvWOKMr21b9FLP9ppwqIHcNB7gEYcBy9HqofjeZUSCId7fHE2oFmRy+0wm5XG4TYF5c0ipm50XiSRZXEGpc0fnMMYlUMaNUa1YNJtxdH0GQ0fFgP6YJaVKaEokng0gNnbeEIJfZYl3RryrVGvnM3PjkFG90fGh4JJRyLGeQzcUWLLCPNnwQJIIVyAdekvxEHKOzRj4NOok1SKpb/3MV0u5n/5ZI5PM4t/mksFFtPfvb/kab3aFUa0QSaaBdBZbAAoYfb1FMDl8+HSamr8wsOjn6P6LidjN2daruROEoVZqCYXhBtbhxzY6HdbGwpAaRNGYc/on7tzFjtM+wc+OHiKztY73P0feeGz8UtI4QBAIsblOu4Mvm+YqgN1LoJ5VAADQ0Zsyr1OXeXgnMB+hybxvzKqGhMRKKGwZsawjgeIUpq8yUVQZklwM5Vfa7PSSkNq0kpWoUQIMPrhpwy8oYHsEW8lGLGM5wDg2PCMYkU4oZ5eLSqtEUfWFSY1koERYcYf3jEOP3x1ifVo1dcHodyYjF4/HMzCkFIjFXIBodm5hXqn0+X4wVut0ei9WmWzWoFpcUs/PiSdmIcJzB4ePfQMTEEJu3oFr7vjFA2hOj/yUOZKdEe1ahVEY+iJEF9JMRME9MKTh8IZs3KhyfWFzSEp+dsU4Q6dzN2MVa2bxrGE2ARCrnjKBbOURi6ZJ2hVhnJh1dAhabbUGtEYxJcJQpFE8qF5cmpxR4t8ITJsAcVBtjpXs/+wOi1r7n/HHTNaYUdn+L1YaTF5i6W1sRWFBtHvLS7rHkj36VgKnuUt+ny88FiYL4MxZ4QSxPwjSVQIDf74dej1rO1wP59NHTZeZz9VDfJjEgt0vi3kX9GggIIAAMB2D/2uhd7rHEj8scNQzVKi5ckRy5OUl7orqTqmPZ3KJpe2Ofreqp/c5zqH8UcYWZCYxXmCv6VZlili8cn5hSqDXL8brCeb1euwM0GAHN8srsgmpSNs3hi4j2D08PsLhvTf6sanHJYDQ549nl70U82NnnxOPPr09kxctvusvLZ+awZYvATMDIIGvNjREb0/vGX33H/iNxjL4iOQr5tjoqCyYE4niND9xBg7XAMEikdjdj1wQQLQyoCTDjVeHfrKrFpXSLner1my3WOaWa6HM3JpGqNMuY/7/f70cQZHpuAXcPFIgkoavsLQtVQcoqEu0jbruPJKUUggC/3y8QSfA2gCeIM2GRyPD7/QmE9vPA7qa521NmYZRq701fOTO2n+QHIkShn6oHCMFWR+8zUkdo8umANRCQXU5EAACOCXKrwA6GV6OPrp6gu88WH2JHs+P/nhD81+YJxuxBT23609nDxajF/7WWtCLeWL9cw9Y/t6DCeik+Xo9J1iN1EB9xuz1Wm11vMKo1y9NzCxKpnC8SM7noLuTQCzf8g1gckoAn89yCmlhhvGmWrgc7+XQP41ffMH65l/negcC5t3IzuSaZVg0mfODDZcvi8keE4kZmfdAYfUucG68cUlhePhPswMjk8Nm8YMjeu9RKJPsw9y9qx2wkMrAtZzjjWIIrEEUqv8PzTYB5em6B6P06JpEuLmkdkYNWudzuUL9Us9sYdN7EbsauStnpGAPlphYEWKw2wdg6DmBxBUEzTFGUDrhXz40fGll9E6VMvLcA9+qF8e+jrzLEW+fWl6fYTAAuoN7eXjxNzoT5wgPUpuZVm96uCKCLAjgIeJuwXn8MMcWxfHm7Ydf3wx/tZ/12L/O9bxi/3MP81besX+9jvd+2UJ2MBGArCOTRgdwqgFZpyq4wHa8AUCeGKvAFN+FqnZALjSXCYTcO369j3a4frnk+/ILJ4c8tqHWrhrUl8Ikp3uhY2Jl8zPYPDY9wBCKRRCqbnl1QLWpX9EtaHQ4piOYw4Q39fr9/1jZ5SrQXj2+Pn372LevXfcttCUsgTQ9Ozy4QGWdxBXqDcVj/imhKdzN2XWBmozFYuIIpxazeYIx3DiYZ4t0eD2CxcvlCdPn27VzFOnQLAXZXmCeJxB9lfNrD6gsFf6F+YXidEqliem5BqdYsaXWrBpPZYgVBZ6gxS4YpUj0LmC0r+lWd3mCzB69YIX6/wQTIpueIPjFjEqlmeQX3gImLl2mr+JRoD1FBuxm74go1kVoQgBFvdzjQrUFWW+xLbHFxvdMKUxUEKBQKkqvKxZetTQbkVQN51ahlzasizgoEpe31Lz0yVSSmZqwTlfLTuIkiJnYzdtH4/6qSF73SNM9YJ2B/TFETYIfTLZ4FOxmWCw+CKFn/ebzcev2RvaHX+VrgnpiHDbEGzzEYgYfsuu8YfwycHvb+PvQMsfdvMovCDu5MroAfcIaXz8wr1ZoV3arZYnVFWI+YmVcSrSCTw1fMzEcSWpR8nVPToaw7PhIIdTK0iyhPPL2bsatlocoLe6LUs/W3rDb7klaHhgnQr7rc7heaR0Fj9ANZiWJ2ISgom0giVS8tR3GMcDhAm90R1iE8Co9ut8cEWBaXA/6YEimLt+aPiVvooETYBlDE+JHIQh7jm7DFouCAsOUH2Vz2yOiISDw2MTUpn56eW1hAgcKK3mA0W6wOFCikXbMej8dmt9vtDl8qAuGBTki40eF0SjHj9/thGNYbjJPy6aHh9W39mO13QlAU9UW/hc6QDf+OqJpD7N+zdS+iPxV0Nx0gIOgVmZ9JSoCqIIASbcur0jlf8Ax3n4GtA67hCcTr88iUjpY3QEHNuqF9OyWA5QCn7zh7uD7D2gz/vE32aL4sa+RTrCvi9omY2M3YcDpL4HS4PfdmrjBWni06Nrj4wnane3wG7BiyXGmMRMB6/jHUnzHoAnIrLTeb7U190IDIM6WETdaw7W9lVf894097Gb/ey3jv4MD73zJ+g+GAZm7jpGx6dl6l1izrDUarze52xz0QG4ymmXnllGJ2Zl6pNxjDEhApE/Ta+pZai0T7iEPb7qH/R5QnMY0V61bXR6pwW/IRP4KtQT6eL9/ACGPXC00TTpLd4VAuLgnFk0QbyRsdn51XmS3rilvS6jh8EQ6tJFJ5pBhE+BYM+cy8MMIWDCaHPzo+gc7xsNGYM8SZGxZXEGlO4sL490RG6IowrlhS+TROJFZz4KCH0RX9qnpJO6dUy2fmJFNyoXiSO4rGbCZyHSXN4o2OCMdFEumkbFo+Mz+vVC8uaXV6NAyFPYCKQndg4hKOkkAQJGhNZF6Z1KKV3++fCPHgYwyPjAg3BNgZk6D+klhonSjkbXqrbYFO1Mhuxq5Twj3TFsmmDwYVoMRAHUTzTvtJVRBA6aOEEafLxZbYKjuDTCzx59y18oaWn4P6IdE+4elQEEB86lj/n5qf5ovvlq9ciIg8iO+NNw2coBtvNS4+eCzuut87WErnn8jh/Wcv89cH+3/dVXZk7uQVbc6tpdwbjKv5RZ0fnx05FIszUTo6IVffh590TpTPWjpwzN1e5nvfMn+zh/nLrxnrUfawAgfYH/QttaaDsLjqlJmFNyazDw3/PuDDiO6y+5rxC5ydoZXusLV5vd4VvUEqR8O44uZwaHhkUoZGIsAtK57AdjNCLpcxsOtSPjMnFE8yCM/ilTC5fKF4UjYzp9YsG01mfP6G6MSHVzu7EHGiy+YxZ498hjOym7Hr8Xx5EC8G47pLBI4t5iN7hsMw4nK5bXZ06nhFb1hc0s6jQGF+YkohFE/yRseY4faR4qwRE0wunzs6JhRPSqbk8pm5uQBQWNGvmgCzze6AXK5QcDMzFzxlxeTwNcuxbmfw+WCPx+OEIAcIWqw2dAlg1TAUAFVDge18xCmWARYXs/3xTuQESRj7afOYg+JM7GbsKpcVJuaDnAEBYYVMqkyqggDy+wTgao7SDbyqFfApy3zufiTTa8y63VN67PSTj/Hx8WvGL/Yy39vP+u23zF8HnAPWbQBe5nDvB7cav3x2+6j8VHGkmon5QFa5KbvccLxMT7u9SrttPI7+NJ+qI5aJPa3JuyG4cGqm4LL+eKmOVqKl3dLmoJc6//qRl+js4hHe30ukud3qeikg8CHrYchwiaUwMQnwaxTngw45xQWFJW5O0l5pWm5L878f/ugA64PDnL+cH/+OJvhXULHdjF2HuX9N/hjchLnTgqpD7N9hPqF7mL8ioMBd3w1/RDwUNcorAIt1dkGFfz6u2ZK328SH0I2XgZPfOGHCFTC5AqF4Uj4zp1leMZkt0U2ObtWAB0vgCcaU6vU4LWHJW3TMBoWhfaF5FFRyRb8qHEcDMGBfwJvWGfR46E8EQVxut90BmswW3apBs6ydVy0qZucnZAqRRMoTjhMX14mwIDTN4PC5grHR8QmJVC6bRvdx4HMh+LzFyOj44pJ2Qa2ZW1ApZudl07MTMoV4UiYUTwrGJFzB2PCIEN0LSgjWi7+IaPUJaR5nRBhdEaFch+Zw9L23p06cFu05Ofq/H4f/vJu5AQS3Kemhj8SYE2X0i7GGTLF0SyADAtItYf+m3UALqoZ7awU3L0QxtPJTF5nN17nKZw8HCtpqDveV5vSUZd9/9F3vUjPkA+XmsQFZY0/3pYGKAsWpi1HqId4SnSvqqcl92ldc1589cvnU23MZSuZPXn30+OcxI4u18OQ1u7K37cJg1SnhxTOavBvEx6OkjSHrCMasMkP27dELp+7e+fb64y9OPv3rD33oh+zB4d9dlhxpVVaPGdlOX7CjU8K6UdmnH82X/cT9a6ghx3MKhXv6lzsQP0J8i2pZif98vdx2bOSfeHk8cZz/+abbo9EzVMZnwU6mo+k1+JTlka5Xi9cfb+KJ6s4+1vt7me/h5h9LHBv5p9wS90YGJ+TSLK8MjwgJFgU97BW7BlhcFlcgkkgVswua5RVgM5MfiRcYQXy+mJxU0OluYAQXMpYY1r0KrRmGYa12Q9SB0DIpzEEQxO32OEAnFqx6SatTqjXTcwtS+czYxBRfJGaPCIPNNntdkrhIccHidj1KYihwpDVHIBoRjo+OT4xNTI1PygZZAXwWAGr4XIhInPhxl5iUnqnX9hztY/0Ga1G7h9ZAwAH2B0mi3k1HvxRqKlNVYhJIFgQAANDV1SUQrG/+QRBELBa3tbU1NTV1dnbOzKCuKyn/m55OfKt9yomJVKHP59MbjFPy6SXtSuhmVj201LPYWCxe94o68urDxpqD0qLzUewrcLzClFtlzKsy5aP+hpZLjY7H/eYL9VEeId4aPX+qufq7C22f7B34JT7grtmSF78vevpx/rO/rA0EIVPi6Kdw7wfFbZ/evfPty1tZ4+fO6mmlxMo3T2/0M9DRSmSnLwxfOvns9tEHtftLmr6q7T3aOn5zZPWNxbN2qFeobGGDxcWXQUNjLp7Up9twLh/gXn22+DB/Y8AcnE0skTXyactC5SoU3ooEjVk+xPt8seF7zob991g9hcJvRo2MUPKwHLB5AN9viSXALnakwtHzV5yLzxcfnh1DD2zFVEP8dw/zl2+0HdFriHJXKkMX2gOfragzPzbVzBjmG4wbBBulhtTeYul6iPr6mvFLKbA+tuDvClITnr+NCY/XCzqdFqtt1WhaXNKiIg1MBqzNrATmV5hc/uyCal61qNYsa7QrK/rVVYPJGHB0t9kdoNPpcru9hBD9QexgB/jiyytYIsn9sX4/cpjzF2zPEbFd7WbsKhB+LQ8ckBNERlw/SaipuOjfCYWTAgEIgnC53KamJg6HgwuLx+O1tLSIxWKj0chisR4/fiyXJxWBFa+ZmCB/2wLMFg5f2DXc/Yj9sIX9qI8zJFOge6AN0ErfUuu1iWPEwS4ofbb9H4KKK8actWiDa8Y1e91ND53AR69AzkbLGmyJs8t0pQ8mWu48HbhcwA8O+Ym9l9j58XQQSZF+ZvV8VN68r7vu5FjJ9aULlcFvD5kSiKWAMfv2TOGl8csXRNU3Fe2NBtawZ3oR3ZsAIy6mGMinG/OqDHmVxrwqIJ8OvR71wp6hlW4inAql9tDwR3T52ShfzAgMe5Ureq7YuxgcvMHhtbUra79l/Sa02gvj34lNgb2UXh9ssvpUOs/EvOMJE8ipQreGHq8AaJV40Gjv0uYnnWCNHI1kbBiqlp89NPx7/KVfM4IdGPcwf3WA/YEEI4DYPWJOqzXLQUYF++mNOb5hzK+KtWC3+gHOMrZ4pAGDN4CQv/vjgaiJ4p0KjACxCiKknAkws7gCYoVC8STxXJ+QJ6JlrEJa5srzEmneN8xf4L0eTxzm/tnsDn82VbRKQ+6RX1MhJO+4jMRBAAAAL168aG9vb25uxkGAXq9va2vj8/mYIL1e76tXr54/f+4KHASZQulyuYnvYk8hGVGqeiN8c4K1Zx/jtwHHePTfQub+y8Kf9zDfI45xQekbk8fZupdrK+Uw7OJOWktbMcMZMPzrOCCKNQVyKm1VT5x9As9ccDw1u9ciNY++1DyqUZwvEH6Nflwyw3xfhnrG7WbsOsD+8OTo/0qkefdlN+pHKxuY958ynw3zharFpfVt2QjiWzY43whNtEpTwLcgCp3x30KhjyHr9mr2bX12qf546WrAiaG+bt+lls/Odv7jZNdfac//cOTl7757/ZtvB3+FyfbmJG1Y/zKKpvx+v4svM5+5h5/2ZLnSFLRdE4Fh4+rCM+7tSy2flT/834Pa/U/Kf+q/TuMXF8pPFa/koodaRbtolUA+3cULHy4Jp23RMdupuhO6MxtvJPgY/TVj1170NPQPD7I/1EObLLfj9YcmvF4vMfoKZmCSX2sPfVFcOQ9nb+IsB3a7fBMUEYv8pkWnXw9xjZttqy38KTuxC8flcmuWV2bmlHMLqkhHZ0Wvbcos7FDWEhEzsVFh6b3M9y6Mfxe9nhjvkl9TMTLyDhdLHAQsLi6+ePFiZmamvb0dBwGTk5Otra1LS+u2Z2xsLCgnJdIkuWOgE4IKWfsDCOC3exlobB+sdxGHNmL6svjI0Ep3pCCvPh0APhsGToZ378cCEAF5Vbaabmf/qFcZfqI7rNhtHmBA+wT3MSQOBz9zP66Wn+1Q1rJ1L6atEosbnZ+32uxiqRxbyxzmCxfUmkibre0PXuFhEtBzFHOrzYV14DOOo+WNrfqp5VIDkJOaaYMopteYXWY6UW0+c9d88aH1xmNrWbuN3mW/12Nv7APbhsButvPVCDQghF6NBA55qjLlVply0AvIqQRO0O31L61VTyxXm4DCeH0k307SEJABkFsFMcWhWvDAbo6+r3yqMOhMHWLzwNPfMNGAhvtYvznA+i2GAGoV50PrjCvH4/Eo1RqJVD4mmZIpZvWr8e26jOtdsRcOilJ3bWMUZ0qYFsBsUczOj09MiSdls/NKPExv7EJIVUnso79Gcf4ob93FGG9UxF7/DeMX+1i/Ocj+kC4/m5K3U0JTKeGUupUkDgIwngEAIIIADofT3t4OAOsLikqlsrm5WSaTpVZGJAcBi4ASQwDfMNa9uEM/r48zvqpgXn/J6h9k81g8wTBfyBtF/YBEEqlEKp+UT8umZ6fnlHNKtVKtUY1JDccrjBviEJcbs8t1lxq8al0y4ufyYjUAACAASURBVL0qOYpZlAOs3x5gf3CA9cFB9odBR89ZbfaJKQVm/tm80QW1ZhOfZBgBn3EsV5tMBbXm8/WOxte+5eDZRcQG+lQ69/iM843Q0T5orulcuVS7mhfxkzo03iKGAIzRF0QIljg8Ykjy8U3rXytQDg2sx7idt021KemhZ7LhQzMxcVH8Y6fqjswsWrDJKmWnjvH+8SPnTydH/9eurElG72R+1gO7g051q1VcwAnOmBZcFFES2Ef/+fHviG0pNP01c9eeQLTs/W+R5UH2hyIDM0rNsd/KaCp2WW1XyRSDgL6+vmfPnjmdTpwfDARIpZtMhOLlY0ykyd8wxrdvWkxmEGMggIiyA2k0sA+N/VXtyK1+weDwiJDJFQS7FoeEVsW9iNUX7htyKtGLVmGgBRI5lZPtvQtqjd5gdIAJnhZjdK2UTZ3AcMDBwJw/V9+H82h3gFLFDEYDiyuYVy3GFYokgVEABiGrcl46/ITRfrO35sTgtRzx2bPqvOvhTThqYsN8eUcuHAwyImGL2GswZZUt5dyQnSoWFJ8aupo7cD3XcLzMSCs30AjvOlYOXGkYVj+/PXUi+pIQNkwf5f29VlHM1r0wQrFuLsdV9m4kVqHlYyOfEI1Wy0IlxloCjWrrZTJnlT6eLy+V5pVJT3Sq6rbmOEfso79afuZw1K0xuxm7Dg1/VD5V8Ga5U+2YqVNcwLs/jf/566X2VImLEppKFbMUrSfFIIDJZHZ2dlos6/Fl0wQCSN62NI55zBUAXwgIIIBfZHE+CzsWIAji8XhdLrcDdNrsdsBsMZoA3apBq9MvLmlVi0tzSrVUPjPy7M3S+XtrOCCABmT0dhwiYIkRkXhSNo3BAtAZa9BQJwTNaGb4szyJUoyfImp3gLLpWaxaJlcwt6CKy/xjXSJ5TZndBq6+7870pfMvv1yh3dLRSvTHAw4B2aWr6HV76tp1K/2JtazdeqPZcqnBfPaeuaA2juWGiDMBBGxxvNx85q71Vout7pmj+Q34ggsxxl0CuWdKOSXurWHnfPf6fXxjFXrCyoP/Lebe0ObcWs0ObKB4+4qha7lEqxaaPj9+6KnqXvJe2RQdj4LInrFKvmGub2PZzdj1aqkZPVRal9TUV9Bb0vFz1DCEm1UscYT7tyjHI8VIg91jYa4861DWPlHdFRgG8adkZmHrQvWZsf2hLSooJ3/0q8a5EpGRFbT4CPnAFac60q4Z/EXxJsivqXg5evfKpxgEjI6OtrW1GY3ry4oymay5uVmpTME+aaL0ye8Y+DPnYyxW7h7Gr/YwfvUt4/39zN92quqIXMSVRhAEO+5T8GxgvLVX1NHLfcNmBOK+zcwpxyam2CPCIECwARaoFlcNprCwQKvT475LWAILoYo9zuDwZ+aVzpjxRBBTKRwF5m1TjXcOLb+NPhRIlLTSD09GOIIW8fpgEILNdp8e8Gr03vllj0zlFs+6BXLX8AQ0KAJf8sAutq2mCz086XgFuv0SO0KJVgnkVEL9ox652ru0CpvtyGbhjXn61xfEa7Fvsemfg29+faHtk+uP/825eJK4YNFRsb4pFBugf+D8iS4/O6x/ZXIFb0wIEuYO/Mk3DGwwY8xdTXO3X892zllTPLkYo2w9sNvutRqglSVQOW+TTZmFY6Zh3mr/0Ep371Jr9+KD1oXqhrmSw5y/7GW+t4eJnku5h/mrPcxf7WW+l8v/4tF8WYeytmex8Y22k617MWoY+r/oCDPWCbV9Ru9csrqBKIfSKizjP/M+xrHFAdZvc/lflEpP/MD50wYRhdvce0Vy9IWmSWlP/Uat6HJLYfeP/qLM3YQlkGIQoFQqW1pacA8ABEEYDEZXV5fDkbI4MBirJPcJ8Pv9A8ud2Pn0+5m/PcBCF9oLhV8HOTnHqzbN8kqQtR4dmyDu5vL6fBarbXlFPzOvFEvlHIEoIiyQTysXNasGkwN0DvNG8WrfbhlHj/EdGh6ZmVdGOXs0FvpTOwrcn7la1PPpvfsHWmp+rL938Fz359XyM7GQEb2MvX7djXFtW39nImuijJXuQiF66hpxGeinVx+OFBcSFxdq76Flisb2dShrpy1hvAWjU7vT7vYtt2FGDpPqbsaufcz3D7I/vCQ+bIgQ7yGsiBA/4vSBZrdRB2lU9plpq2QCGBEYhti6l2+0nT2LTZ2qO4/ny+tnrtHlZ29Pnbg2cez8+HeFwm9o/H8d4f39IPt3QdMSUUwvsQEQ01EeId46wP7wMPcvx/mfnxz937mxg1ckR0un8n/i/nUv8z3swoJb4wIhPounf+D8qUZxnqvvw7x6w8ok3Zmp7f7ppnZn1p84CHC73QAAqNXqtrY2JpMJAIDVavV4PG/evOno6FheXkaP0JDLW1tbJyYmUi5c8oMAv98vMwub5kqujWVXyU73LDaC3mQ3CPn9fsBsmZlXTkwppuQzi0va0KDlQaL2+WCrza7V6eeUaolUzhWMhcKCt0HNeEPDI3hcM/6YOEnzj1GS8lGAq++9O32pVJpfp7jA0vUE8ZvwT/fIlONxv7H6iaNlwD2WeIQr2A9flfz8DWPD3uuCp3+VB0VyHI87xl/CrL0DD7YuVBNN6deMX+xn/XYf6/0zov2D2q5XS81PVfdaFqoezN6oVRSXTRXcmMwuHv/htGhvruDLn3n/+J7zh6CYxLilTEsi5m23cb19owTWgGbo0SEnhbvbFqoVScf5SUmzSXn3TwlVmUqIEkgcBEil0qaNf5hLoNPpfP369aNHj5qampqbmwUCAYJsiMxKfH3CaUpEDMS4I1s3gGHY7gB1q4Z5pXpiSsHhi96CgLVYp0NsHpPDTzKwCa5ZsrGPExY2kRJq+5c7DrA/+Jb1a3zU/obxi+vNX6zmrPsJAgW1odslwpKUycQkcITzN1yexERcdnTLChMpxNNJvh2vJyiBVXt9Irt/uUPnTDxoRDpaWko6VDoIy9SJSyBxEIBXETbhdDrNZvOm36lhn40lk0Jti+SkWqw2bC0AWwjAY5LPzKXGjYPk7Ac1tpRQuwotry/cstFdlwfZHx7l/c06JCAuClhvNCOQO4iAzM9IEsgXfEU8Ngk3hEla1ngf38/+4EfOn7NGPs0f/W+RaN9lyU+3pDmVstN3pi82zN1qXajuUt9/pWkuHv9+H/M3+1jv72ejMxb7We/vY/3m9lT+88WHHcraprnSe9NXquVnSqS5VyRHz44dODn6v+P8zw9z/nKA/eHXzDCnggWtMeHs/8T9m8jI9MAkbUgp6VCRmkQmPyUSSBcISAlxUSrBwxNFKUOSW+TvBlzCcfK4c4DBGDF6f1yCJT/7RHZSRS1X33d85DMcCuSPfjVuGvb7/c4eLhEH2O+lbDmDyMU7mT4j2neA/UHQOkto7I0oRj1G+z2o7eLoe4UG5iQgmLNJNY65VWjZ6gFcvvWdz5tK2AU7K6YK8QZwkP1h41zJpk/hBVw+p9UD6J1Li47ZWevkJMAXGhkFwq/3sX7zLfPX37LQC9vW36W+hz9FwkSqOhQJWXtnSKIqCKCETwDWSsjfDVYNJmzfAY4AUjUNQIndXMTOnFplLdhkUkCgtCuIr3A8ek3EAeBTFvFuJh1JAk1zpainbWCdZU/A5X4v870fOX8mfn+nxH5HIiCB/FVoWWYWys1jKXHNU9mnT47+lwgsbkvzE6BqKx9JbYfaSsp3zrsyICDtuqZEN/B4vHqDUbO8sryis6d0Kwcl2McbwRZQCztdtqonRBwQNpwwTlImgUnA5NKfHP0fZgKxoJYH2R+OGRM8m5G6Uh0zsl4vt75Z7oxyGhZ5uNuCDkUeZilKCVVBAMkjBhJbww7vBtRif2uo9WmNlsuNRBzgkS4Q20wmHVYCLtjZv9R+f+Zqhfh0t7p+GUyN20rYd2UyUyKBrelQKSF1x1aSIAjQZf4yEshIIAkJrHLGTfnVOA4wnqTrJ6eTqC/zaEYCGQlkJJBIJM0EQcC2g6aMY+C2qyBGAqj1KbCV1Lo4kzgIMGWVWW42Iy5PjFLd4cW2Uk07XNRJsk8qTSEuD2ywwEYr4vElyde79DhVQUDGMZAqrZBUo8CmQttiap0veEQcYLv/YlMKMwUo5226k1W2xR0qkqgRl9vR1GeiVWDdDcitdL7g+lMfvybS+0mdnwEBaVcPSbpB2vmM8AJqsb/11Doe9xNxgLN7x3m6RWg40bK3Xk3RqMnciywBkmgKfMI0ZZUBedU2+lPMHQfIrco44mB6oyoIyDgGRu535LpDklEgRqFsA7UwbKM/JeIAF1sSI7U7ttg2qGnHyjo5xsmgKQSELNcfmbLK7A29fr/fpweAU3WmrDIwRsANw7DJurZUh/jR48RAwumsgRzYYIm4lucl+9IDVUEAGdpWjL2DQqTGyFFcxajF/rZQCxst1mvoIIVfnqmM33u0VrYtaopGUOZeBAmQQVM4CADyqu0NvR65CvcJcPGk2AyBR672yNVAHuqr6+JJYYPFfPqOKavM0fTaeqsFLXOC7h6VWys60E5Kq3BxJ/1+v1s8az5zd63bZpc7mvoQjw+r03z6jmd60Xqz2VbTFUE2ZMmmKgjIOAaSpQVtRgcZRoHNaFy/v13UemY15oJaHASYT9X5VtbP416nL5MKSGC71JQRf7wSIImmHC0DeOfCrLj9wSsEdG0KAoD8amtpKwYOgIIa660WoBDtp9byDtjiwFYWnC95bqECLZNd7uJOrtVZUGO5/tiUVWajZ0BAvK0mtvIZx8DY5LT9pUgyCsQoiG2k1j0qJ45T1lstiDuzWSC83rZRTeEJyuRGkABJNIV4fM4eLrYKgPcy+4NXLu5mMwGPXuMTCbbqp37Eb6N3oXt5rj+CzVYXXwaxxL5Vs3d2CSioQZcYnjAxEICWudTglszBNjCCbMiSTdWZgAwIIEsL2owOkowCm5G5dn97qYVebzhhyF7/Mkayd1qx7VXTTpN2MvySQVOw0eJiS1ycSdjigO1OZy8f+7K3XH8EMcejLweAT5jrICDwTY+DAMQBQYxxc9EdU3Y5uu8gu5wIAoC8ao9cnYzotuxZqoKAubm5LZNRki8iQzdIkoVkHqcW+9tOraN1w7xlrL5LyWiIgs9uu5ooKLPtIZkMmvIqtcDJGlN2OTQgQqWA+G3VqCuutaTVxZbgIMAtmTPlVAb5BEQBAW7xLAomcirdYzO4DwE+E5ABAWlvcGRoWzEySSFSY+QormLUYp8M1Npqu/EZS1NWGZTZLBDS4MigphCiMhlhJEAGTSEen62iEzX2uZXWig5raSv61R7ABG6hwnQc/Yi33mhGXfwCX/NEx8BoIEAgR0FDdrnj0Wt7/UssCEEGBIRpBGnKGh5GD2alxB8ZusE2Copa7JOBWtgGYi5FOBTIbBYIasBkUFMQSZmfYSVAEk0hdidupwOf/lXOHq4fhmG703IDdd8DCmqcL7jYMkGMIAA2mNGTwAK4wXy+3n7nOboLsf4l0dkwrEzIlknV5YCMTwDZWlIkekgyCkQiLyifJNT6FvVEJ6bAZgFTEKk7+SdJ1LSTVRAj7+TSVGDHP2y2b4gVCMOw2YZvGoyRL7wYbANhk9UPw3gO5RIZEJB2lZGrG6Sd3eAXUIt98lCLrlASIgdYb7X4Pd5g4e7U3+RR007VQKx8ZzQVq6S2rxxVQUDGMXD72kx8b6bWKEAqaiEG6rqMX5nNAnjLI5WacKoyiVAJZDQVKhOy5VAVBFCobVGI1HS0TmqxTzZqwacsHAQEAp1SxhUmHW0Jr5NsasIJyySCJJDRVJBASPiTqiCAzabMOSs7vBtQi30SUmuvf0HEAa7hCRKOI1tMEgnVtMUSoMrrMpoiv6aoCgIyjoHkb1sYhdQaBchIrdtjLUGjl+MXNDTumdX4dDvXVZCMaqJKh9xaOjOa2lp5J/K2DAhIRGpxPbPDuwG12CcntT6dyVyEnlMCZJWbAheQVw3k023lHb6l1bha47tRmJxqejdkm1ouKK+pkGMDEci9YXNBauW1HbVRFQTMz89vh7gSeSflu0EiTK8/Qy32SUutR67CZwLQRHYFkE8H8unW0rZ1We+YFGnVtGM0ECujJNEU+IS5ofsEgvwH84D4HY/7TVll5tN3YIMFvev12e+/wAC3iydFMzR6681mnx4IfpbKv6kKAkjStmJRPYVIjYWdeMtQi30yU2sPnFyCj2XA8QpTThWQT/dpdtxkAJnVFG8HebfLk0RTYPsQOpGWX20+VYddzpc8ouS9Sq2t7tla5J+3IMCr1JrP3PXIVPb6l+hhgF6f/c7ztdjDxIcpnqYqCMg4BlKl4ZFkFIhRXGSm1v6w10RDY5tvuLLL7Q29O80/gMxqirGl7ZBiJNEUduoP+IQZSezYVIH5wgPiTIBnRmMuuuORqx2PXtvoXW7JnLWkFQGhSJVQNJ+qICDjGEiVBkeSUSBGcZGZWsfjfnQJIBQHZJWZjpfbG3vdUwsxskn1YmRWE9Vlm1r6SaIpDATY6F2W64+AE3RrWbtPayRyCj5hWq40Onu4RBCAgJD1ZrPlUgNwqs7ZJ7CWtbsllDm4jshd9HQGBESXTwrukqQbpICThKqgFvtkphZiSzA/AHQ+IBCxHJsSMBLmBqylrRBzHHG6EtIVZR4is5ooI8QtIZQkmsJAAJBbabncgJ30Yz5fj4b73fiHhf1f9wnw+xHQ5R6Ve9U66I3Qfue53+vb+MS78IuqICDjGEiV1keSUSBGcZGaWhixlnVgOAD9N6fKlF2xYWngLRown6oDOxletS5GrilXjNRqopw000kwSTTlmVJCLDH29Q8NjaEYOqcy9LM+FARgsoFNVuutFu/ckluoQJ+i8kkBodqmKgggSdsKFWhoDoVIDSU++RxqsU9yahGvDxoatz94Zat75mgZcE/MeeQqR9Nr0/HysGjAXtvtFk0nr0Sy1UByNZFNXNtIDwk15ZGr8dMCgyQTHgQEdg042ofsd3ssFx+az963P3j1Lu0SpCoIYLFYQfoj7U8SdoOtlBW12KcWtbgeYT3g7OGaz90PCwUslxucvXz08LR35Y+ianpXxB8HH2TQlGdGA+TTTccrXAKZ3+9Hj+bKqQTyqj1SpXt8BmKJvUotxlJYEOBd0FpvNHtnl8xn7rp4UmhAZLn+6F1yD6QqCMg4BsbREbe1KBlGgdgFQC1qg/lC/NDwhK2sPSwUwJwHPTOLwU9R8De11URBgSdMMhk0hYCQ5fojdItgYa2N3mU+fceUVWYtbYPNNiwffMK0P3xlPlUHnKCjfSe7HCisM1+o984tIR50W6CLLYHNNvP5+y62BOxmW248RkMGvSt/GRCQdk2SoRukncnIL6AW+9SiNpLUPXKV/eGr8FAAHf5aXdxJv4/CJ6C/G2qKpL53KZ8kmvJpjZarTWvutNnl1rJ22GjBwQH4hIl5DhK7DDpVIFe7x6ZtFZ2IC40SCD5hArmVQF4VxJa8SzqiKgjIOAZSpRWSZBSIUVzUojY6Uz6jFexim8+g8YZDL9R5sJvtW0EPIID1gHtsxsWXeeQqP4JErzb2u94lg0uoQKudTvH0w7ukptjlScWSpNIU4vLABgvi8uCSRP0DCutCPQTxAn7Ej3i8+E8EhIiP4/mUTlAVBJCqbUVvARQiNTojid2lFvvUojZGjUCciaAjiIiYwHLxIZCLRh7ELsvFBs+MJsaaoxRbi2rwtlrrzZagndlRnt301juppk25pmIBMmsK8fhsNV3oh77nHdz4F3troSoIyDgGxq7j7S1J5lEgVDLUojaU/ig53tkl270eovnfkM4uR8MPBC7g9B3wJS+Zy0rvWq8tp8oUABm2mu4o5MV16x1WU1xyIH/hjKbIryOqgoCMYyD52xZGIbVGAWpRm0AbgC0O53OOubBuAwIIt16QVIFjwQsQAK0SyKfDNjABmkMfeefVFMoyRXMymiK/4jIgIO062uHdgFrsU4vaZNquiy+z3mw2hljrpGz/JmCiHOweRlIRaGXnqCkZFZPh2YymyKCF6DRQFQQsLFAmTPoO7wbUYp9a1Ebv27HctdG7wh9GkBw4MGaFD15kOlZmufHYzUe3ayfzt9PUlIystvfZjKa2V/6xvJ2qIIBCbYtCpMbSYuItQy32qUVtvLoILQ8NT6D+gHl0fAnfRKsETtSAL7mb+gQ4X41gZYgJLG2r6ESjGtMq0X/fAgIiMkDPZJtShtITY85OU1OMYiFhMcprCvHDZnvQngISyjkZkqgKAhgMRjJsb+WzlO8GyQmLWuxTi9rkNLP2tO3Oc3xrAJZwjyT7pY5Abuvt9rVq86pRhJFVZgqZXXA09XmXVhPgYgeqKQEpkeER8mjKpwesN5u9Gj1RLFiIQOISGPH0IJ8esFxpBE7QgcI6IK/K+YLrR/wugcxa1o5GDnhX/qgKAjKOgVRpgeQZBWKRGLWojYWjWMq4x2edzzlgJ9PZL/QtG2J5JJYyboHc2T0MdjKhoTHf3JL9cT9xtMXSwPEK8CkLsTtjqRAvszPVhLNPoQR5NOVoGbDffxEt5r/XZ7/XAz5hYmUQl9ta2uZoG8SOC4IY40BBrXd+GbY7LVebsAjEFFJEFFIzICCKcFJzizzdIDX8xFkLtdinFrVxqmL7i3uVK7a6Z2GgQNFd5xth7PRl1BS7rLa3JEk0BVtBy5VGt1ARRRpuocJ6sxl+i0d9Swbz+fseuRp7BDZYzKfvuHhSv9/v7OHaqp68M8cKUxUEKJWJLyhGaQfpuEWSbpAO1mKpk1rsU4vaWORPwjLuyXnrrZZQKGC59sglkMdCcEZNsUiJDGVIoimPTGU+X+/TA5FkgoCQ9WYz8fvepzU6ml7jEa58egAFAQGfVrS24ge+VXOk2qiVT1UQQJK2FYuyKURqLOzEW4Za7FOL2nh1QaryLp7UfL4+FArYqp96NwtZmFETqVQZhRiSaGrTo/9cApnlahM+DRDKkfMlz3z2nk8XCLNtsJgv1HtkqtBiVMyhKgjIOAZSpbWRZBSIUVzUojZGpkhbDPF4odcC7HD3IDTgaOjFBtywxGfUFFYsJMwkiabAJ0xrSSsW9t/Fl9nvPMcuPEK2vf6l49HrSAL0yFRAYS1+bhBxaSDSIxTKpyoIyDgGUqWRkWQUiFFc1KI2RqZIXgw22cAnzCAQgP7MLge72WHdsKmiJu+i3i2edU/MRwE08WrHq9a5xbOeiXmYCtPRJNEUdk4gJupQEIB6DFx86IpwNqBHugCcqnP2oFsDsL8MCIi30aalfAYEpEWsaaiUJKNAjJxRi9oYmaJEMa9aF/b4Y3PRXYgxHsQC+dUEW0E0ENPb85OAfLrjUX8QF/H+hAGbrfLJhjpbBuKtZIvLk0RTYDfbcv0RAkJh2fcqteYz93AfwPUyiB9iioGCWvTo7bcIAD1102Axn7kX3c1wvRLSp6g6E5BxDCR901ojkCSjQIzioha1MTJFoWKeKaWtsjN0VsBytck9PoMzQl41IQji9sB2p/3+S3SZI7cKyK3GL0fLG8+sJuHLWt6BV4WdyQTk06GhMVwsJEyQRFMuvsxyqQG2hj+6AnX0O30HXxpw9gmcfQI/gu4CAArrXJxJ2GDBLgxGoKDh/H2vUktCgSdAElVBAEnaViwSpxCpsbATbxlqsU8tauPVBVXKo0P21aZQKGC98dha0mo+dcd0gm691epiiFPDEQwjkBuxgbDR6tMavaoVz4zGLV1wj8+4+DJoeAIaFDl7+VgoBUfLG0dDr/1uj43+1FbWbrn+2HypwXz2HlBYC+RW4TQDb+Mk4jmmrLKwmcQC8aaB7ArzmXsuntSrWUW8ZDwPlyQdKrrZRn1UT9+BDRasOdnoXTZ6FwJCluuPgjSCRhHw+6NDitS0yS2shaogIOMYuIWNJKlXkWQUiJEHalEbI1OULOb1QW+E5tN3gkZh9OfxyrXv4Dy689mwb9XsW1r1Lmg904ueyQWXSOHiSSGmGHojdL7kgd1ssH3I8ajfXv/CVtttrey0lrRarjZZih+Yi+4CJ2sAWkWYV2xyElLwGYkx1pByEIC+F4/DeLzceqsFbB9yjUx5VTrMCW7bVU+SDoVG/rnVAg2IYhGIizsJPmVFKWmvf2mvfxmlALVuURUEZHwCqNLOSDIKxCgualEbI1PULQab7WAXa83E4tYuPRY6RkNOumLHIpzVRKuwlrSCHQwXd9K7oIUjLIenu22Qp0NBQ2PWWy1h/Uw3CMEHQ/2jPk3EaNaw0Wq51OCRUuYEuw3chfuRAQHhpJLSPPJ0g5SyFWtl1GKfWtTGqgOKl/Mu6u2NfaSzvhGwCJBbhS4N5FSZsssDV4Upe+2ynL1nq+hM+ALya/Cq8GOZgAhkBIsrp9J6u93RPuRiSzwzGtgWvDrunlK6uJNugTwoun6SbYc8HQoBIVtNF77wnzBfrpEpx+N+op9gwlWR5EGqggCVijKBGsjTDbalzVGLfWpRuy0K3a6Xms/XA8fTMnUP0CqBkzXmM3ctFx9arz2ylLRYKztttd3Y3nFH2yDYxXa+5EH9oxBT7OJJ3UKFZ2Leo1B755e9i3qfzuQzWWG7E3F7/MiaE7lHria68QP5dMulRnzVOTEZonvVCNsNgHy6+Xw9uvmttjv8uklkfADkVVvL2h2tAxBj3MWSmC82EGt2NL9JjMLQpzIdKlQmZMuhKgigUNuiEKnpaJ3UYp9a1KZDX6St017/Esinm9AvbAwKlKNfw9nlliuN1pvN1vIOW02X/V6Po7HP0ToAPmE6e7jQawE0NObiTLoEMvf4rHtK6ZnVeFU6n9YIGy2wFUQgN3Y8TDq49q2aof5RsGUAbBuEmGLE6Ur+LT4dAL0edTS/AduGXOwJ4sI/DNjcE3POFzxbTZf5VF3wTEBkQLDmsZhdgR79nFsN5FUD+XTX8ETy1Pr9/kyHSokY01oJVUFAxjEwrc0ihZVTaxSgFrUpVBP5q3JPrn8HmwKGkABvLQAAIABJREFUCsinO1+NkJ/ybaEQNlndkjnwOcdGfwoU1MaBCbLLTccrrFebvNOLfo83SeIzHSpJAW7B41QFARnHwC1oHCl5BbVGAWpRmxIFUagSt2ga3SufTzflVVuvPnL2j1KI+O0lFTZa3eJZ8NmwrfopcLIGxwTGSDMEATdM84V6e/1LqH/UI1chvkS2IGY61PbqPZa3Z0BALFJKqswO7wbUYp9a1CbVLqn7MILote9InJbtUgJssLjHpsHuYWtpK+5jiCODsCENzOfu2+/2OHv5cfnWZTrUdqk49vdSFQRkHANj1/H2lqTWKEAtardXs9v49oyaUih86/XHaHDDnCqAVoluZ4g0N0DIN5+5a6t75uzle+eXo1OSck3BZruLL3O+EbrYEq9qJfrbM3djkQBVQUDK21YswkqsDIVITYzB6E9Ri31qURtd8u/w3YyaUqhcz8Q8cWsAkEe3XH1sb3ljKX4YCyAATtXZarqdrwWhYXR9y4ZVrtgzsxjliN64GHGPKjaQmk8HOxhx1ZApHCoBqoKAoaGhUGbImbPDByxqsU8tasnZ4LeAqoyaUitk2GiFmGJ0J2QP1z22fkYDDNhcfJmjqc985l5MgKCw1lbTBQ2I3OOzuPcGZrbjc+GEEcTpgi0OeNXs1ax655c9cpVnbBo4UQPkVAE5lehGhrfOoe6J+dRKY6fVRlUQkHEMpEpLpdZ4TS1qqdIGUk7njlWT3eFo7ey8UVZ2u6qqtz/ZYwnj0gusB1zDE/b6F+ZY9xqguwzWth3mVplyqrCwBM7XAudzjqOD4Xjcb3/wyl73zFrRYb3VYrnSaD53P+gIhujIA93QmE+PHuI3Lh53ZuEMCEi73nfsgIVJllrsU4vatLddsr5gZ6rJ7nDs+e67jz7+GL8uXL26LSryLRmgoTF73TPimUkEgx3JsSBSfmxnMYTGjc6uiPGM5ld3XWWHHfhV/pOj5arTpIVjlB7/hafssKPtJuSGCCcKx/gw6YtRFQQsLi6SXrZrBO7MAQvXDrXYpxa1uJB3WoIqagLM5gmpdEouh6DwJ9nHqDiL1arWaG5XVeHmH0/IFIoYK0lTMa9yxdnHt244ADqCsY90zAHB5ZCAJIKRQWiAZHRpIJ8OPol22A/GNQYCyo847p4E7xWAlT+jgODhWafNFJNRz4CANDWepKqlyiiQiZlFIU1llJVUn9zChynRqOh37+Km+i+fftrZ3R0qIZfbvWowzMzNjY6N9Q8NdXZ3329sLKmsPHf5cvaJE/sPH/7X7t1/+Mc/8HpCE/2Dg6HVbk8OgnimF8EejjncMdCmrLKIMQlCQACQU2kuqDWfvWe51GC90Wwtb0cPbr7zDD2R4XgFuouB9vYkyXx6LD4BGAi4fwq0m1GrL+pHv+zLf3LMS9aCH7ghxG5Ggj70fV6/w4J4Pf4MCNieFhX9rYPkafrRCd3xgTMpMV7jOqQWtTjZOy1BfjUNMpmhBvt6aenVW7dOnjlzODt79/79H//736Fl4s152ddHQu2bi+6hBymhew4r0BMfApbbVtIGdrHBlzxoUOQannAL5G7xrFum9M4t+QJHMMCADXFASOQwhS6+LGh3gKMtJg/xIBAgHlwHAZADeU6Hyn9C5wbKf3J0V0EOCwoUTCvww7POssMOOg3suAVllgNI18wyjoGkU0kEgsg/XhMJpxa1RMp3VHqL1eTxeACzWbO0pJiZEY6NMYeHX/b1tT15Ut/YWFFTc/XWraLi4uMnTnz/88+79+//9Kuvon+7x2vmP/r448/++999P/ywd6NDAFbPj1lZSrWabNqH2BOYtcYDPFtLWjc/xjcGNmCT1cWVOvsEEGPcOx9rzKiwywEPzjjNehQBoAb+hnNp1td8FbX6z+mQx+XvqUXdCJqvovltN9D8jE9ADPrZwiIZELCFwk7qVVs8XidF646ftklSelvweEdX14WrV0+eOXOvoWHVYEjgjQiC2B0OnV4/t7AgmZzk8vmvBwaePn/e2Nxcc+/erfLyC1evnigqOpqTs+/HH7/cs+fvqfheXzP8f/97EAL48yeffLlnz3dHj+YWFhZfu1ZRU9PQ3Pzs5Uvm8LBkclKt0VhtNiKP5y5fDqrho48//vrgQdH4OLEYGdLeuWWwi22oeep41A8xxX5vIlGHU8UIBgJwx0DMIUA7D68oYToNLDvsmOKgpyRg0/51eaBa5rtXgObzX3jw/AwISJU6UlNPxjEwNXJMfy0ZEJB+Ge+UNxScPUs0gV/u2WMCAJfbbTSZ1BqNTKEYHRtjsNkvenuxz/TK2tqrJSVFFy/SCgp+OHbs64MHP/vvf//0ySfEStKUDvuWG7dvv3z9mjMyMiWXL2u1IAgmoLkpubxvYGCAwWBzOF988w1G/98+//z1wEACtaX7EZJ0fwwE3CsA9WqYuPY/O+bFkMHs2DoIoNNAKdeHgYMMCEh3C0m8fpK0rVgYoBCpsbATbxlqsU8tauPVBaXLT0xNhRrsv3z2WWhmynP+8I9/fPLVV7sPHPju55+Pnzx5urj4aklJRW1tfVNT29OnL/r6mMPDwvFxxcyMZnnZbLF4vF6jyfT57t1ESo7QaCmXv9liOZydjb+lpaMj5a9IskKSdKggnwCcKc20r+oY6g0gHlz/4q/LA+fE3rq88DMBNgBRCLzzEp/XjVdD7QRVtwgOkBL2hm0LJOkGYWnbgkxqsU8tardAfeR5Rd/AAG7tkkz87V//+mLPnn0//ngkJye/qOjC1au3Kipq799vam3t6unpHxriCQQTU1MLKpXeYHAk9L3u9/sXNZrK2lpaQUHe6dP3GxtBpzNNwiy6eBEXSFVdXZrekli1JOlQkUCAy4lgfgBBPgGgbS3/8WXnBNNTfxoFBNhyADZ5gG80SEwspHqKqiAg4xNAqmYUhRiSjAJRKCTeoha1RMrf+fQgi4WbOmIigc/0d09W5XQ6LpPiq1cRJKbt71sgh5R3KMiBzIi8EoZXxvMalmKN9hMJBKC7ALRw82XU7w/dHXDE0VPrghyo9DQKX10+avsbzztfP0CdBDMgYAsaTByvyICAOIS1rUVTPgqklRtqUZtWUZCt8hWdDrdzeKKnt5dsdG4XPY/b2nCxZJ84oV9d3S5KiO9NbYeaEXnrckH68fVr+Ck6jZ/8HxYnwLuxMp/X77QhSKxII3kqtqcGqs4EZBwDt6e9xP/W1I4C8b8/vieoRW18vFG/dGtnJ27nPvr442ulpdTnKZUc9A8O4vLZ8913UpkslbUnVFcKOxTs898vdBIRAJZWSrdz30FCUiHXQ1QFASlsW+lWCIVITYcoqMU+tahNh75IXidgNvNHR1/09qqpEzh8K0UqEov/9vnnGBT4+Isvhlibh9RNK3kp7FCaaR9m9St/dlQccVT+7MB+sjvfFQ+9tGoicuVUBQEZx8DIOiXXnRSOAlvAGLWo3QKBkPMVGTVF0cuCSkU8Z6jtyZMohdN9K4Wamh71YjH/8e3+GAjob3Clm4t3u36qgoCMTwBV2mUKR4EtYJla1G6BQMj5ioyaouvFbLHQCgrwpQH63bvRy6fvbko05XH52U/cuO3HEpU/r3kGsNozMwFJKTADApISXywPp6QbxPIicpahFvvUopacGt8CqjJqikXIV27dwnHApRs3Ynkk5WWS1JQLRFjtuPkHywM+/BVHwKpj676BWJyflFO+cyqkKgjIOAZSpY0mOQpsMZvUonaLhRPv62wmRCX1LUh8q4spdrDOqClGXdx9+BDHAbSCAofDEeODqSqWsKacdmSoBd2YR7wenN5g/unHwf7GZNcCENgPWtGjAtf+EL/HRZYNlm9pSu//VAUBCbet9IozXO0UIjUc+cnmUYt9alGbrG7S+Tyr3Y0t2WL/PrkNWQwpgwIZNcWuus7ubhwH7Pvhhy0+bSgBTTksyODjYPPffguSjaCG2qiFxwc9nC736CvPojzOfQGIf6RnbV4BiwfshpAnZVBNDnj3JBpRGAsP0F0FBZ0pHLu0qViSqiDgzZs3VBF3At2AKqzFQie12KcWtbHIf1vKTLI8RASApXtqk/1ow3nJqAkXRSyJAQYDxwH//M9/BCJRLE+lpExcmrKZkIGmYPPfWQopBGhg/+T/dCq4NheN/4OfDKSS+upPg4AOfloO8V943BDytBzSKOLEFslTtq01UBUEZBwDt7XZxPHyuEaBOOpNT1FqUZseGaSg1ud0F/04WJUFVhxFd3NVHHVUHQOrs0CzPjWTARk1xaskkVj8L8JZBi/7+uKtIbHyMWrKsgq/aQxj/mdEKbPHXre/qwKiHweJhwLMS3z3T4FWI/KsGgUBUo739QMXnLJ3JiazrX4qAwLSLvEYu0Ha6dimF1CLfWpRu00qjfZaGPZPj3pr3n5vERd0sfTdk+CTMojV7pYOe7XzvsTmXTNqiqaDCPcWVKofjh3DpwQePnqEF1RKfW+aXE/LoWfVEO+5225OzaL40vLym8HByakprzfipzygg/sbwpj/lLv7STneiiPo0cBtNyF8JsBmQhrOO9tuOO8VgAq+t7MUAnSpwam4bMmfoCoI0Gg05BcuRuEOH7CoxT61qCVPF/D5/AqB93kNOrxGuW4ftofevX/K2V0JsTvdU1yPXg2vu2iFY08h8HG7PX2N5gmmN1W2Ktx73s08s8Vy+sIFHAfcKi/3+/0Shjdo7ebhWafNlCwOKL52DX/RJ//5zwCDESRT4zL8+mEY8z8vSf2XuGUVrj8Ntt1A+SKCAL/f77Qj8xKf1YiwO92Yo0AQne/8z7SDABiGbTabxWKBICiF0qTQYE0hUlOoILwqarFPfmotq8iMED09RSn1+bzJjtS4mhJL+Dx++Yj3OT3Y9pf/hK68VhxBVwGqskA0xNtRR+WxteXYUBwQlPOgCHxWDXG6PAq+d1UDwz6UTciBtN1Ap3Ppx8HqbDRaXF0euLjDlm8TU1PQUzfLy3HzfPLs2funArF4s9H1mups9KIfBzldSW2+b3vyBH8FlvjkP//x+das+6oG7gscyUPUe2cptDCRevPv9/thn7+/wVWd5dAo0JmnIBCACceggbsqIPMqPDvmRT0Et7ljBWksvT/TCAIQBJmYmDh79iwt8JeTk1NfX+9M0XmacUUMlEgkNBqtsLBQrVanV5zhaie/XQlHdcryqMU+yanldG1wuX9Q5FRPpWXcjK5+jwuR8bzPqoNtPzamP7kNCV97mi6uGWz8K3N61IvAfoMGVgi83G738xrXg6JYYUHDOefDsyiYqFozVGshYztKUvlpEZ3rd+luzZ31rYOfff7Tte/VRHtc/hOKA3pqXax29/igZ17iNS7DUTbOmQBgSi4fYDAetbbeLC/PLSz8+7//HQQCPvr440dtbYuzzt76MF//qnQ2Y7sZuX8qTEvDjwP2ef0v6lyTbHQ5oP0mdK8AHB/Etwy+S2oPz0saQcDs7OzJkydpNNq1a9fu3buHpTs6OlJyzGVcjoEZEBBe+VuSS3KzGiQDMlO7MLEWOx03q/TjYOP5dJ1SHyQZv9/vhpAprre7Krztf1oGSYe9LnDtG8rj8ouHvANN7tcPXbzn7kihAnwev14Ny0e87Cfu7iqo/tTaoa5EmxQ2Xf4TWH4ELP/J0Xbd+Zzu6nvgYrS6uc/cY/0e6bBndsynlvl0KhjQw04bso1TJj4vAqd6ldnn9cd1tJ3DgizKfeJB7+Bjd/tNZ20OumST9U07bqf//M8v9355afcXRV9/cf7YN21hBY5O7dBWK05PlZ4bunqu/czpqqycM3sO/fDnTz/F64kl8dW/C45903bxkKLssKOzFFLL0o5iQSvSet15vxC8XwjeK0ChZNlhRw0NbL3uBK1oc1VO+p7ToaVZ1ElwRQmzOtyv7qZsJ0toPyJbTrpAgM/nq6+vp9FoxcXFZrPZ7/f39fXRaLSrV6/a7XZMCthKgc1mg8P1EgiC7HY7ETEQy4eCAARBsHoQBLHb7RaLxeNZQ3OhIAArY7Va8RkqjCSfz2e1WlM1XYHVSWa7sgXNkVrsk5laZtvaNAA2ipUfASuOou73jBb33LjPsBTtWy0ZRbudiJTj7aoM/oDDJvy7qyApx+typmz+1A0hKws+KcfL6nA/LYPungzzDRfJSkXJrzoG3jkBNpx3tlxzdlVAL+9AA49cw089gleeCaZXwfcqJ33Lcz7jMmwDEE8q5hdE/Z5HF9dOvWu74ZTzU2DtRns9TRfW6my/BU2PhqnTbkbUMt/YG8+bJlfbDWcNLaIA8/b2/fEfn4Va7q+/OHfxkKJgHzPrm/ZD/63c/cXZzz778U//DPNxH/ps7Dn//fZQRU0NTyBI7Upx9KYeuhzgciJdFdCKEjYuo34D2nm4r97VV58BAdEFGcNdq9V68eJFGo1WUVGB6XhxcfHx48ddXV1OpxNBECaTWVhYiK0UnD59enJyEgcKxcXFQ0ND2MzB48ePfT5faHkGgwFBUEVFBY1G6+vrGxkZOX/+vFqtnp6evnTpElZtbm7u06dPfT5fEAj4v3fhixQnT55kMpkIgvh8vv+jLT8/H3u2pKQkVfYgVfXEIHUyFqEW+2Smtvc+uu+uOivimF522HEnH2y7AfU9QD++5SOo+z1o28Q8Yy5RHbeglqvQ8xpoirPmyO0CEemw92lZmO/+6ix0rniK603Mtz/eZuoCkeU5uOGcs/JnsOKIo/ynaL6HUXBAXLfKf3LU5oL1p8HHl50dpc6eGtfrhy5mm5v33D024JFyPHPjvkW5T6+GLQbEaQ8+dV7wKkykhBlRRCf5WGTCe75hMQibEAp4h3hF/Z7+RlfrdRQfxMJm9XFHyzXnm0Z3633hXz/9MnbLHbbk3z/Z8+W/aHv/c/Xw7vu0Pc9O7x8p2DcUVPKfnx74+yffBGViP//4z38Wnj/f1dOzoFLFIodkyoSCAAnTM9Ts9iN+n9f/+gHqOlCXD2rnw6CrZN5L5mfTNROg1WrPnDmDgQCn04n5BlosFuy7XyKR5OfnFxYWyuXykZGR/Pz8S5cumUwmbLYgJyfnxo0bpaWlNBrtzJkzWq02tPyFCxe0Wi0GAmpqagoDf9PT09hTTCZTLpcXFhbm5ORIAn+4T8Di4mJRUVFeXh6Px1MoFEVFRZivgEAgyMnJKSsrW11dZTKZeXl5paWlKZkSILNd2YKmSS32yUzt4GPUBlRnoxMAsQz0eJnqbPDRRWdPLeqBP8HyqmU+y+raDDVoRR6eXfuyXFtlyAa7KqEnt8PYfjrN8equSz7i9SblNJZgoxP2rZtVzDGwOhvsLEHnk2dEXukwagh5zzxDLejSwLNqqKMEenTRef8USKdtBWgoO+yoznLcK3A2XnC23YCqsxyVgXmayp/R+WfsengW5D1HYURiV3X2Wj1obUfBCnQ1JKaWUJODQsM3TSh8UU35bMAGXJidt37UUFgjjWd+vvvr7346npd/5cKZezfOPist4pXnz90+YsFb2tsEugfk/EHJwa9uf/Xvgt1fnj/2dWvZYRRUcYbmHre1ZZ84gdcZlNh/+DD97l0enw+myHts09aGwKj5x/9cToT4E89/hxPpAgFqtRr70K+oqNDpdMXFxdgXNrY68ODBAxqNVlRUxA78FRUV0Wg0iUSCgYBz584ZDAb8812lUoUtLxQKMRBw8uTJFy9emEwmp9M5OTkpEonMZvP/7SHEPvf7+vrwqtRq9atXr2g02okTJ7D5g8uXL2NzCW/evKHRaCdPnmxoaODz+SqVKtI6Rbytgcx2JV5eEihPLfbJTK2Mt2ErV3UWWHXMUZ0N9jd6npZBD8+iSwNvR+GYEg/OOBvOOVG//Z9RH/6qY+h3dmgNdXlgb71LIfD6tttZCpsLwXcHtFyFTCuxrre7nX6bCTEswUszvoUJn3zEK2F4+S/d7E73mybXyzvoLvmWa6hA7uSjogiVQ/I55VH3TyZfP1ZDbS7YfhNd7Bgf9KhlPrt5ExER9/LhJnnPoUNnL12i37379PlznkCgVKtdrogz5HYAWZ6FZSNe/gt3f4Or+aqz/MgGAVYccVRngc/p6zU4nU4Gm329tPSLb8JPD/z188/PXrr05Nmz+YWFBIadzCOxSyBdIMBisWCGv6KiAgCArq4ubHWguLhYp9Nhxjs/P//8+fMX3v7J5XIMBBQXF1ssFtxyz87OhpYvLCyUSCRYfkNDA8YwgiBCobC4uDgnJycvLy83Nxcz8HhVarW6oaGBRqPl5uaeO3fu7ZsvsFgsAABu376NIRUajZaTk9PS0hLkMRC7WIklyWxXiHSmKU0t9klO7cs76IoA8Zpgrltmn9dvWoGVkz4xw8PudPfUQs2XnXic1DhtDOpC1d/omhF6t9GrLrRN6pQ+Gc/LfWWKO258aF1Rc7weBLQhgA7WKWEyTDZEAhAVRx0dt6DBxy7xEBpLH/N0i8pZ8M3unh7c9mOJP3/6aTJHDfm8SF0etpMzgFOz1lrsSE/4GaTZ+fmmlpZjeXlBZOA/vz92rPrOHc7IiMPhaOno+Pb77//2+ef//vrrG2VlWzZhECy1d+h3ukAAvmB//vx5g8Hg9/sx61tcXAwAwL1792g02q1bt0AQ9Pl809PTIpFIq9WGBQFKpTK0fH19vVKpDAIB2PTDiRMnFAoFjkKCZgK6u7tpNBo22eD3+xcWFkQi0ezs7PT0tFAonJqaEolEVVVVOTk5p06dSklIIpLblXQ3ZmqxT35q58bRaDnMNrewz6OP7XQ+0IZo52EFH/1Qe/3Q1VESzQk/4G/o4L90x+V/nu5WFFQ/OdVEnGy4X+isOhbY0xj4F1sOaDyX1HIAnba+soCFYaZng733w1vWIIlF/3npxg3c4v7/9q71qY0j3/5Rt/JlP6bq1q1bqdrK3i/y7iapwXHiS0KyRkIYyw/8xjaOAw7BcWwv2AVIGgGSMLYkLBMhkCWDAcvRCvMyKycYMCChJxIjzWziTjpTEhIyenWLH+VyjXp6us/vnO6ZMz09Pf/z/vu5Lyo8PvDbqBV6cHOtOnzn5G9T8TMgCYfDP1itF65c+b+//x3jEW/871/+Iv757nvvHT9zJkOBsCsbBgplAgRBsFqtMplMKpXW19e3trbW1tbK5XJ0lz8xMSGXy2trax0Oh9PpVCgUx48ff/ny5bYmwOPxpOY/evTo3NxckgmYnZ09fPiwTCbT6/Usy6JZfkkmABkFmUxmMBhevHhx5syZ2tpap9PZ398vlUqvXr366tUru90ul8vr6+uXlpayITFzHjJPWJkx53EvXeHThTYXmRJxwbuc6L8ee3Ot+nWeAXoogIYZ8rXIfy4IMxxLvkzjD/6YwYBHbnJcC+/x/W3KzNcb9i9//vnx2Nik0xnJ06pusxPcwO2Y8qJf3xK192297fKOz2dm7iiVVTJZ0lU/9advYyNDU4FdOzJQQBOQNN++qanJYrEgE5A62z/p7QDx4wCPx5Oaf3h4GA824McBm5ubbW1tyHlcvHixq6tLKpWyLCt+HCAIwrZvB0Sj0e7ubvx2AH5hYUcGd8xA/glrxxByyUBX+HShzUUXdOzibAJfovCG+Nlt7lUUogQqZHo2xLGNm9/Lf51koL26mZfF8CcHt9SX3pR5OKz7ZjNHV1EIaZLKzF2pYCj00GJp+Oqr9/ftS3UA77733r9LsQRcUphU/yygCUC8oJf7t51mj17WT1oMIAOb4vwPHjxIlxO9jLDt2gPiQ7bNhtBmD0lcYLrt3LtBupKpSKcrfLrQ5qUBuO1cx+k/Vvcz3Iru4rlyXpBkX8gelCl7cojKmV+lPqmqSvUB614vUSFTB6bgJqBAjKQuFlSginIvNr/dIHc8RS6BrvDpQptHKQPrvHcpkcc1f/KILbWoPStTKhWEp+RXqdRPEtQeP549A7FYbN3r9fl8qV81DIVC617vute77f1q9lXQmBNMQMFVy283KDjcfFdAV/h0oc23VtSUBzLRIlXelbrZ3o6mDf73n/988vz5tfX1bKiIxmLtnZ0fHDggYRgJw3z06af3TCa8HG0sFjvb2Ih2Xb12Dac7xsZQomNsTFzL7Px8RWUl2oX/P3HuHKUGglYTsLi4KFaF5O28dwOSg03FRlf4dKFNZXuPpIBMtAhdIKXedvZit04nYZiKysqm1lbFqVO/+oCDB6empxGNnp9++uSLL9Dl/FBdHVrnXhCEHU3A/s8++0wqRf8uf/PNZvqlFEjWi1YTUKC2VQipKIIK4e9xsQrRAApRJshUCFYLUSYJSv2yUP2Jc+ckDNPW0SEIwuraWmV1tYRhtP39KGTDwICEYT6TSisqK//28cdPJidR+o4moFunKwRpRS6TVhMwMDBQZKZ2XR0J3WDX4HM/kK7w6UKbuzqUlgAy0SIcCUphE1BRWdnW0TEzNyeeExCPxy81NUkYpkujQQ8Fvm9vR/SCCShZM9va2trY2Ej9xN/m5iZOh4mBJZPnLSsm4SyQPWS60GYfV5nlBJloEZQQpTpZFj+8lzDMBwcO3Lx9Gz1TWFpePnjo0Ieffupyu9FTg+ojR/x+fzaPA3CZVA8JkDUSEI/HtVotWu4XreRvt9vRJ/6S0q9fv46nb6TrD3iNwo2SriZBSDdIx1Kh0+kKny60hdaO2PJBJmKlSQJGiFIcx901GNBTAHzlvnn7Ns/zg1arhGEO19cHQ6Gp6emPDh5EhiAbE4DnBNynZ2Q6SSBBEMgyAWiRwdOnTw8PD6NL+IkTJxYXF10ul1wuVygUJpPpu+++k0qlx44de/XqVWo84hQwAWI2SrVNyFkgy/DpQptlUOWXDWSiRVMSlPL6fDaHwz46GggGQ+Gw0WxGc/tPnDsXDAa/+uYbCcNU1dR8e+PGlZaWXyYMShjmjlKZjQmgegAANyGCTEA8HkffCEArAOLvEDqdTpZlpVLprVu34vE4Sq+pqXG5XDiMbTfABGxLS5ETSTijU2A+AAAO1klEQVQLZB8yXWizj6vMcoJMtAhKglJo8v++iorBoSFBEHiev9LSImGYs42NS8vLn8tkeGwAbxw5eTIUDsOcgGI3s62trYGBga6urpGREUEQFhYWFAqFTCZDKwpjNE+ePJHL5UeOHEHfJcLpqRtgAlI5KX4KCWeB7KOmC232cZVZTpCJFkFJUIrjuMbmZrQ8wKXm5nOXL/91/37kCRxjY/sqKg5UVRnN5hG7fcRuv6NU7quoqKisnJ2fxybgQFUVfhXw1p07eJ0AGAkoYDuMx+No5f+LFy8GAgFBEPCXAqRSaUtLS3d3947VgwnYkaIiZCDhLJB9mHShzT6uMssJMtEiKCFKhSOR79vb8WJBTGXlXYMhHo9fvXYNDQnEYr99jBHNE5QwTLdOh00AHiGQMExTayuYgII3P57nBwYGZDKZQqF49uwZqi8ajba1tZ0+fbqurk4mk50/fz4SiVit1tO//1mt1iRkYAKSCCnJT0LOAlnGThfaLIMqv2wgEy2aEqVUIpHwbWz4A4EdJ5XTQm9ecBI0JwDFE4/H+/v7xQ4AfTdoY2MDLcq4srJSX18vlUrNZnOSCUA/m5ub0eABmIC8NJEcCyHqLLBjLHSh3TGccs0AMtGiLChFvlJkmYB4PN7b2yuTyRoaGvDk/2g02tLSIpVK29vbeZ7f2Ng4c+YM+kZwEr8mk0kqlZ46dcrr9fI8397eLpVKL1y4EAwGk3IW8+ce7wZ0hU8X2mI2Y6LqApmIkiMDGFAqAzmE7CLLBJjNZmnKn9PpRFd3hUJhNps7OjpkMllNTY3b7U4icX5+vq6uDvmAr7/+Gq030N3dXdrBnz3eDegKny60Se1/7/wEmWjRGpQiXymyTAC62CfZAKfTGYvFtFptbW0t2nXs2LG2trbUSzvP80NDQwqFAmWrqalhWTZa6o867PFuQFf4dKEl//xSIIQgU4GIzXuxoFTeKc17gWSZgMzhxeNxv98fDAZ5ns+wbHAikQgEAqmrDmcuvHB793g3oCt8utAWrtESXjLIRLhAGB4ohakgdoMmEyAmcWlpSfyT5O093g3oCp8utCQ3+4JiA5kKSm8eCydKqVAotO717uLtgEgkIj5qi/v1L48slbYoWk0AUW0rs4QUQc0cyO720hU+XWh3p0gZHAUy0SIiIUqtrq0dPX0av+5/qK7O89NP23K4vLLyhVwuYZjPZbJ1rxctHrz/888rKiuv//Of8Xic47im1lbH2Ni2h9OYSKsJMBgMtNBNSDcoFV10hU8X2lJpWvJ6QaaSS5AlABKUisZi5y9fRosCmX/4ofrIEQnDnL98Ofr7AkE4lng8fu3mTeQVkAmIxWJnGxvVvb2TTueXtbXrXq/N4bjS0gIjAZi0km1kmBNQMkxpKiahG6SBVoxkusKnC20x9COyDpCJSFm2AUWCUngRQHT7jr4XjG/0xaAnnM4PDhwQjwRsRqMnGxq6dTqX211dV7fg8Zy6cGF2fl58FO3btI4EgAmgpeWRcBbIniu60GYfV5nlBJloEZQEpZZXVm60t39748b8woIgCOreXgnDfCGX+3w+MY2BYLCuvl6qUBjNZvHjAO3du5XV1XX19U2trRqdrpNlU19ME5dD3TatJoCEtpWl2BRBzTKit8pGV/h0oX0rIcopM8hEi5qkKbXy+vU/amslDHPz9m3xtZzneY1W+7ePP7babOiTAXioIJFIzM7P//ivf/0yjaD+/PnXq6u0kJ8lTjABWRK1+2ykdYPdR7KrI+kKny60uxKkHA4CmWhRkSilQuHwyYYGCcMcrq9fXVsTczj34sWBqqrG5maO45JMAMrG8/ytO3fMFsv8woJjbCwciYgPp3qbVhMAjwNoaXZEnQV2JI0utDuGU64ZQCZalCVHKa/Pd/zs2W0dgCAIaKIAfn0Ab+CPBbvc7rONjYNDQ5XV1ScbGmRHj/o2NmhRITNOMAGZ+cnDXnK6QR6Cefsi6AqfLrRvr0aZHAEy0SIkIUqtrq0drq/fV1Fx9dq1yOYmZu/5zMyI3f58Zub+wMBnUin6d6CqSsIwf92///8PHbo/MCAIQjQWu9TcPOF0tly/3tTaurS8XF1XVzbTA3dpAv6r1H8ffvhhqSFA/cAAMAAMAAOEMvCnP/2poaGB4zg0wx/f3IvfAGxqbZUwTFNrK7YFaGEA8cRAQRCsNtt3t27F4/Hv29uvtLTMvXjxhVyOphlOT0+/++6777zzDjksiGPJZnuXJiCboiEPMAAMAAPAADBQWgYikciJc+d2bQL8fv+ZS5f+/fKlIAjTs7OffPnlRwcPfnvjRtksFQAmoLTtE2oHBoABYAAYKA0Dr1dX/1FbOzg0lLn6LY7DrxJwHBcKhzPnp2svmAC69AK0wAAwAAwAA3lgAL0W+MvaAIFgMA/FUVsEmABqpQPgwAAwAAwAA8BAbgyACciNPzgaGAAGgAFgABiglgEwAdRKB8CBAWAAGAAGgIHcGAATkBt/cDQwAAwAA8AAMEAtA2ACqJUOgAMDwAAwAAwAA7kxACYgN/7gaGAAGAAGgAFggFoGKDABkUjE7/fj1zRTqd7c3DQYDKOjo6m7IKUkDDx//lyv1/t8Pp7n/X5/hLCPbYRCIbPZzLJshjaDQygJgVApZiAWi/l8vkQigVNSN0ZHRw0Gw6ZoOdjUPJBSNAbEfWfHs3fRUEFF6RigwATYbLa+vr4MF5JIJNLX12ez2dIFCelFZsDlcmk0Gq/XS6Y0Y2NjarV6bm4uQ6PCIRSZOqguiYFshNjxFJFUJvwsKANiyUCaglKdl8IpMAFut/vRo0exWCxdwGReadKh3Qvp+CwQi8UePXrkdruJijqbExMOgSjkexCMx+OxWCzBjMu5ZCPoHqSuVCGL+86OZ+9SgYR6MQMUmAA8oJRIJHw+H757i0QiaJyw5CaA5/lXr145nU6XyxUKhTC5sVhsZmbG6XTOzMyghabx8Ljf73e5XFNTU9FoFOeneiORSCwsLDidTo/H8+OPP6KRABwvDm11dfXHN3+rq6s4sWgbCM/Q0JBOp1taWkJtieM4hHxqagq3LnQiW1tb83g8TqdzaWmpaCChIjED+HFAuu4vCAKYADFjJdnetvsLgoDP3ghVabt/SZghv1IKTADu4V6vV6PR4GF/m81Gwpgzz/OPHj3q7e198uTJw4cPWZb1eDyCIHg8Ho1GYzKZxsfH+978hUIh5Ffu3bt3//79kZGRnp4erVbr9XrJbyiZEXIc9+DBg56eHkSCTqdLlYbnebvdrtFoHA7H8PCwWq0eHx/PXGze96LpI0qlsrOzE80JWFtb02q1d+/eHR8fNxqNPT09r1+/FgTB5XKp1Wqj0Tg4OPjgwQOVSvXs2bO844ECd2QA31am6/5gAnbksNAZ0nV/sTQkdP9C80Bp+WACchXO5/NpNBqXyyUIAsdxZrPZ4XBEo9F79+4ZjUY0AOD3+3t7ex8/foxMgMFgQOkrKyssy1qt1lxBlPp4t9utUqkWFhYEQeB5fmhoKNUETE1NqVSq+fl5BHZ8fLynp2djY6P42LGt5Hl+cHBQp9Oh8RuO4+7du/fw4UOe510uV1dX1+zsLIJntVpZll1ZWSk+2j1eI5gA8htAuu4vNgHkdH/y+SwyQjABuRIeCoXQje/4+Pj6+jp6i2F5eRndRzp//9Pr9UajMRwOi+cwbm5u9vX19ff3Z5jxkCu+ohyPrvo+nw/Vhk/c4ic12BmgPCsrKxaLpSSXVWwCgsGgVqvV6/W/q+Q0Go16vT4cDuMQEFq3293Z2fn8+fOi0AmV/MEAFgJGAv4ghbCtdN1fbALI6f6EkVd6OGAC8qCB1+sdHBxUq9UdHR0ajcbj8SwsLCiVysHBQXx1QTMDAoGA2ATwPG80GjO/+5AHfIUvwmQyiaPAJ26xCTCZTFqtNvMMr8Ij/bUGbALQdcVgMIhlcrvd0WgUh4AgIUHReE9xQEItiAEsBJgAYptEuu4v7mvkdH9iaSwVMIpNwMjISOqYc/F5xBOXBEHw+Xzozn55eVmj0YyMjGA8L1++nJ+fF18U0ayZvr4+k8mEs1G6ke5WQByvzWZjWXZtbQ3F6Pf7h4aGFhcXix8yNgEIntFoxKtQvH79Gs3ixNceBM/lcqlUKjTbo/iA93KNWIgkE4C7v/hKs5eJKmHs6bq/WBpyun8JiSKzappMABq8tVgsPM/Pzc319PSQYAIWFxdZln369Cl6HP7w4UOTybS1tWU2m7Vard/vFwQhEAjo9frR0VF01dHr9YFAAE0eVKvVZTDjDD3wm56eFgQhFAr19/enSvPzzz+zLDs5OYmuuBMTEz09PfgJQjG7BzYBgiDY7XaWZdHk/2g0ajKZBgcH0ZyAzs5Ou93O83wikTCbzeKhjmKi3eN1YROQrvuLrzR7nKtShZ+u+4ulIaf7l4olYuulyQSg+aWdnZ1dXV0Gg2FiYiL1SlN8onmef/r0qVqtZllWrVbrdDp0sxsKhYxGo0qlYllWqVRaLBaO45AJMJvNd+/eZVm2q6sLpRcfdn5r5Hn+8ePHSqWSZVmdTudwOLaVZnp6GrGE6EKmIb9IsilNbAI4jrNYLEgmlUplMBjQJEGXy8WyLLrFUalU6ClPNoVDnvwygE1Auu4vvtLkt2ooLUsG0nX/JGkI6f5ZBrV3stFkApAqwTd/pCmEXmJOfeAdi8W8Xi+e94eHx1NfoCctol3gicVimRd4RoMl/jd/eAR+FxXl/RCO48RLUIjLFz/uEafDdnEYwCYAVUdm9y8OFYTXQm/3J5zYQsMj3QSgEdq+vr7yWBgcm4BC6wrlAwNlwEAikRgeHtZoNCV5bFQGBEIIwMCODJBuAkwmE8uy+HXtHeMhPAOYAMIFAnhEMWCz2ZRK5eTkJFGoAAwwUE4MkG4CyolriAUYAAaAAWAAGCCKATABRMkBYIABYAAYAAaAgeIxACageFxDTcAAMAAMAAPAAFEMgAkgSg4AAwwAA8AAMAAMFI8BMAHF4xpqAgaAAWAAGAAGiGIATABRcgAYYAAYAAaAAWCgeAyACSge11ATMAAMAAPAADBAFAP/AW+P6keNWqvYAAAAAElFTkSuQmCC)
Pero lo más relevante es que, mientras tanto, Vox sigue mejorando. Los ultraderechistas de Santiago Abascal conseguirían el 13,8% de votos, mejorando un punto porcentual desde el último sondeo de '40DB'.
Por su parte, los izquierdistas de Yolanda Díaz, la coalición Sumar, detienen su caída que parecía no tener límite y subiría una décima, pasando al 5,1% de apoyos. Aún así, supone estar muy lejos de sus resultados electorales de 2023.
Además, Podemos continúa creciendo y llegaría al 4,0% de los apoyos, consolidándose en solitario. Ni siquiera uniendo votos con Sumar igualaría la izquierda sus resultados pasados en las urnas (12,3%).
Y mientras tanto, se va apagando el efecto que tuvo 'Se acabó la fiesta' de Alvise Pérez, durente su surgimiento. Flojea y apenas sumaría ya el 2,4% de apoyos, lejos casi el 5% de votos que llegó a tener en este sondeo y otras encuestas.
Recuento por bloques
Así las cosas, la derecha podría reunir más de 170 diputados, contando a los navarros de UPN y a los canarios de CCa, que serían sus aliados. Lo más seguro es que pueda superar la cifra de escaños que da la mayoría absoluta (176). En suma de votos llegaría a la franja del 49-50% de votos gracias al hipotético apoyo que le daría la plataforma de Alvise.
Por su parte, el PSOE no tendría posibilidades de gobernar por si sólo, sino de nuevo reuniendo a todo el bloque progresista y nacionalista.
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