data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAgAElEQVR4Xux9B3Qd5ZX/b2ZeU2+WLNmyuixZ7lWu2LgBBkwNAZZANmSTbDYbSCBANgWSkARIAiSB9EpNSCDYVNOxsdx7Va+2ei+vTfmfe2fmvXlP70kywclmz/87h4M1b8pXft/t935C2co1mqqqEEURmzZtwq233op3330XP33sMXBTBdhsNkBQoQFQFAV2ux30jNkEQQAgBv6mfyxeshD79x0MuyfkFv7jqaeewPbt2/HD+7+NxIwp0N8F/PGPf8Qtt9zC/Vq7di3efvcdQNN/4yZQbxC4xs+Z1+hn4z2B+zUhcE0VANF43LyPrvFrw58zPxflurVLdCv119oEQQp2QdMm/P5I/dA0jd9Pw+TZlwSothikT8mE3WGHb8SN3rYWiMGlGXP+ZVnmtTSbT1UQaxegajbImgYYU/rDH/4Qd3/lDihC6Nj0ZdCgCnaIghIctmhZp7D5ozHkTcuGzW5HXV0dhFkXrNWoI5IUnChe18A6izxoDQqtDl+9/fbb8eijj0adaH0hNGha+GLoz5eXl6OmpgadnZ2w2UQGc15mBhrauniBZs2ahRMnTvC9P/7xj/GFL3wBkt0WAkBVU/TFNhAQDsBRYLLcZwWgeZ8JwGggjAbMcACOBqEYAjpagEjvCr8W+JsWwlhPjREhILOgGIJkh1/TYBNkKKK+9zTYeZ0kvw/dDY1jb0hj9ag/9B+t//UfuxJPP/8SbJpKq82NllCAgKmTM3C2rUO/aMHXd+//Dr7+zW8DmhzcaNzNUBCG/K2JsIl2JmYCUcDQHRv6oPmjaHlh8fRSVFdXhgEwlAp+9at34fvff4jvMSns008/jZtuugkCUyoTnLRdNYh+P1S7C06nE7QhTEpL/6bO03+Bxf6wlNDyXPgEaWG7dqKUMBIAR4OQFiR0g4dMnuUP87siBPihQoUdOYUFUOw0vxJkAbCFrNjoNxF194kKHIqGtvomSKo/AIhI47rtti/i0UcfgSpKfJ9ExM9Yb8XCGWy0TqIIj2xsfgAxLgdGPDJjUl9XA7gTACFjORyA0SgAQ8boFIMhwgxaB1dWNgvHjx9H+dKFqK9vQHdXX+CJSJPw4P3fxN1f/zaze6KKIyMe/jcxfgag3oHgV8NXnkmA/vu5sGPrMKwgNNldJKBEZI9hXMfcNKGbezQIeVgaQAstQGXQ5RSUQHO6omH0nK8TmNuqa5hNUr/CGSn14dEf/RBfvPPOUQBkKsiUMDjAB7/7Xdz9P1+DBg0ScUdNgQZbcO51AUFv42zsiACMBEKTEwQmfwxZiXbJM8/8Cddffz0EgTpIIAqdN/M99P9bbr4FFW+/hqqWdr6J7l+1aiV27qwIUD2aRMJXkDWFvzAIQO5/2CyHsgALUC3dIjZsvS8aFYw4P6PFngDltqxGBNkUSMyejJjEZIiaA34RkDRVX/UI7zxn9BkA4lepMs5U1SLWPlqW82vEdTSWCW3Gh83xU1esc0MUcvny5di3bx/cPi9YEjIAqM/NxCnhhAFo7gTqVG5ODpqam0fNxbJlK1BVVYXu7k5cfPEmbNu2LSrVo04Sm9U0UnIkDLW2ID5rKt//+OM/x3/9139ZdlSYTBGNEloUk+BG0SdjFJis1DJsJNbdPlFWzPMTATBBpYQWXYEq2BCflobU9Axmp+HK24cB2Lk8Q3MuChq66ptgC0h6+qYnSkYAJCBaCYT5fqbSJheEiuXl5dhRsROCzWHof0FgW0EYTglDNnkkFmwdUKQF+M799+Mb3/gGd5ran/70J9x4440h80DPkfLwk5/8BKJImlYoEK677jo899xzTKI1RcHUWAfavT5ooh2aMlqNG8XSwjUtTTAobRAFY7LiMeRBBtMEZMJo4GRKLQoQZQ1+APakBGTmFECjxePv6hrmP7WRVQAquprOQPIPQxZEkIDw+c9/Hj/72WMhMmuQEury+g9/9CjuuPNOYwwaPvvZz+GXv/gZEJBzrYqXvpYstlklKFOjHw+A4dSDdrSsKLj88svx/vvvY2hoKKppgZQPXalgKSIw39/73vfwta99Te+YpiAj1gk7BLT292DEp8KVkDxqbUbtyAgAZOCEaZnhrJg1eto4YeQqHEwTAWAkysoT7YpFZn4BBEkisV0fp1Uu+qciL/Tj+qpoaG9ohEP28VrefPNNeOKJp0I4B11XVVlXKG2OUbLdJ274OJ545k8GFqJQwkjmmYkA0Jxo+vhLL23F1ddcy5oqUyVzPFFkQpIVKioqeEeZKj8rFxrggIzk2BjEulyIS0hAUkoydry/Ha7EJChMNYMtkmwWvqusSohJnQMgiWYjDDPP0P1WG+F45hkrCDVBQ3bpbKhkN/1XbKofQ529cA/1QVD8kEQXBGMyyEpHhIQ2sFUzNodprq1p0jFFi3HlwRkrVmtjCdv0gauuugqvvvoqfD4fg+jJp57CJz7xCf52wDwzhlJCcgdpxSQfqkShAAx2daJwahbi01NZ7rjv3ntx31e/DsFFtFDAsep6OBzOcUE4pmZsBXA0pcRCCU2qZwKQaYNl19IG1O2lozUEmkO/IGBa2bzAov2rYVDURKbTmqCiu/Y0JI0cEDroNm++FFu3vsJDYhthFMM94ePKK6/Eli1bjZvUAIc0pzqoSGoQSpdfwAC0gtBkY0899RTb7YJELsjEZ8+ejWPHjgUYKwMxCgif+/OzuP6Gf2Py7YCIjPRUuGwSJFcsqhubGYA5U7Jgh4KRwSHEJMTDIQNHqk9BiksavY6ibpYJ2ThjmWiMN0xEMzZBFwJCvijj+IED8Mt+iBKQlj4ZucWlUImU06JoKooXLIFHsXgE/tUQaOmvqGrYtGIxnnzqWWRmTkZ7u2GENuS5sUBIr7n99tvwyCOPBmTJcEpIFu4rN2/SAciUTBR5d19xxRV45ZVX4PV6I07fKFnJXFyDHTNbNK4Rq01OTkZXVxeKpheipvIUSnLzIYoSTjee4btMlx5922UTkDs5A36bCJfgQF93G05UVmHS1LxRElS4TBiNHYcPYqKKSZAaknDux5HdFfwqvybALulOBur73BWr2UWliAJyZs39F4ZcWNdFDe01tfjMLZ/A73//ewZSJDEoEjs238RikM8HOONYBg4BIXlxbLYgBfzzn/+Ma6+9Vvf7jtN0gVTFL3/5S3zuP/+T7w6XB10uF9xud1BtH3Yjc/IklK9ZiS2vvMHmB501lzFrZioiq8hOT0NLaxMEVzwKcrMx0juIw/sqMLV0dkivIk3G+WDHquxF9d59UA0WTjZ/iXzJ5saDDWVLy5FZNgeCxa863hz+b/9dVCXImg+9dVWGPVM3oodv/LEAqBMYYM2ycmzfs4/+CnmeOe3s1es0AgIBapSpY4xZMkFo2rmsnpLf/e53HNRArbu9DU4BWLx4CU7W1gM2UkYEprhPPvkkPvnJT+o+QYN9Uz9m5E5FVUsbP0/3FeVMhd/jRl1rJ1RJgGRYacZUTMbwlPBEWmTCgGYc2LpBkeTgrh1wsihETlEVsmajrQPJeAFRQmdKIsqvuxU2BP2h/9sBNtH+ddTVQZPdcEhEmILmlRCRLcxQHend9913H+6779sGiDX89JEf4b+/9BUIZct0FmzV9ogdWrXIaJ21OrLpHjLPbNiwATve3Q7F70N6UizSMjOhKgLOdHdheHiYX0U+4U9/+jPweDyBV1tdXykuF3qHeiHYyR2lI8UmiciwSThceQqTc4sCVpRR5plwm5MBRN5tJugskTHRI2jIgCLgxN5dug2Lo0NUyIIdTopCsfhDFVXFuv+4DYIQIQxloiv9v/Q+DSp6q6px1TVX44UXXghE+4TPu+ktsVLJ8CGRB4VEO7vTidy8XDQ2NUUGoEl5JjInZkdogQiAxML72trgHerDvMXlbIjt6x2GDDnQeaJ4NrIlhTUThOSKmj4tG6fPkJwYJFV2BUiNsaHP54E3xPUTwbVmKiVWLddkARPyGasQITIAA94MgXy1NpCH2rTqmONfe+vnoE0w4GAi8/r33hMt6mYi76X1MaOjaBt2NtTDrvhw5513gkKzzBaNHY8FQofDgYL8HFRWVesU1aSA4VQwaM8Zu8tz587FxRdfjIceosgXGS5NRF52NlS7A319fejo6zPCuYLvyczMRHu77vcNd0WZg5JUoo4SVGk0UGX3AHo6e5CemxcCBNNXPCpwgT4THkET7oozEBVkLSpEVcCpQ7uNXgrMJgiAdrtG5J59oD4j/m/jLZ8PyIkTWeTzeQ+BZufxZkybnISctBiIEeL4In2/e1hFXcsZtLX24NIL5wVtvJqG7roaqIahWpJ0G21EOZxk+QiRMPr3VMS4YnDxhg1YuXoN7vyKhQWHA3Ci8iCRZVJeNFVl/+KkzMlAvBOCX4BNskE2IjCIRJ+tqsLO4wdxw3U3BQzZkXyhHHTplSHY/FBEl27eURU2XrN4IKhwShrssohhmibijuTSM6xEIYELpskuCgD1iQx1/OsTSyEqGkbcwzw2ivwg36kmOSFpfshEBzUNkwvz+fmEKQWjokz43YZJgP/H/fsIowyioJiseVsqajg+UOQ4PbJMTMD3R0HHmh1zCpORlxn0RlGPR9o74BvqNZwJJJtHVkqoS2SiofXgZgx3/br1eOutd5lDyoqfvSpEDYUZS1fpc2Ox4YVb/62/+f1+ttsRhSTDtN3hQmfzGeQWTMWQT+HwHLIJ2gQb/JrKjm+zH+pgP6TEaG62UEsxgYji2MgcQnKXIA9DsMdZplxAZ0MdYuNjkJCWGZBhw9mCrKmwmcG2JtUjB5nqx5EjRxAbEw+fdxgzFy6Aaqq6TJf14IHKw/sC7j0Jgh78qdghSLIeIaIx3HHhLZ+Bao1+Jq+B6sPbz/0FWYXFaKmrwoaPXw9IMYBw/pWV5h4/jp1uRFHSGd5IFkcQQ9EuSvDLcoihXYzNx4lOLy5dMQOSSgHIlunWFPTU1jJOli0rx65dxBlC/e5WnJh2QvKY5WVNRVtnR8CDYuV8EQEYjRoSlDpqa/DZL9+Bv734EmyiCpvfD9nGeiG/94YbbsAzzzwDQdDNOZpIIBQBv4zOutNImzGLw400TYLAPNN0VtPz5oA0yCKYnSfGONDn8aG56gTySmewtk4sRjPYylB/D5TePqTk50Mzdo4VhGeOH8PUWXOY0NL3ZGioOrwXLg3wUGSuywHNL4O8tqnpWUidms1kS4HCtsjTh/YGlRDaDCwD0ltocxNV1DfOBbd8NkCB6eo7T/2Sx0n3Tiqdi/bKk5A0BUp8IpZe8XE4w0L3P2qW3DfsxZ7DDZgZdxYSURyBopAFyKqCI2/vxl33/Bce+N6PsWjtKg6SoL2nxk3B0S4bLl9eGLKZzL4ND/bA09HJm/Ohhx7AXXfdFRChRiklkg0uSYFPk9jKEa1NCID0MAviooCffve7+MI9X4W7qxsL5s2E6CQZQ0B7dz86eruZWpBceLa5EV6PG163mzWfxPgENJ08AsGZCNnvAzQ/v9PUG3WuF7Su+RUvFi5cBFGRgdh4SF43YuJTIJHx0mFHVUMLyCVBGJ5ekAPF40ZDe09gsKYI0XLsKLJnz2UAqhBQdWgPHPwdFX7BBtFh0+U5isETBeSXzYRkd0EVVNhUEdVHDoS4kkwAMt8VKHZP3zSrbv5MAICH39uGweZmppY21c8A7Kg6BVGzQRB8mDZnKXJmh9o1/xEAnDNlKl54cQu+fMdnMTwgYd/+CgzTHNJskGY/DgA12Y+exibQqsmyz+CEoxVAmnuHpGBY1s1t4RzWOlZh+uLlGslVQT9n6FRY2bEo2JiKzVu0BGSgJWOzPOLB0aNHoRLKjYBfot4UQU5dI4BV7N2PZUvnBcDGXQqAzYSg3lGOtjDMHlOmTEHG5CyWvY6eOI60tDT2qsyduRAkhTGA+X4RNkGAT1Mx5PWgraMHKZOnsAbeevI4U0C6l8SB04cPsA2PaZxmgz3GCdXnZwASFaDJy5s514zvRfXxQ4EJJDamCBSwqVNATtEwKeBNn2bKLMKLD577M/yyl8chQEFG4Rx01J0MTKwqaFj98X/Xw7POU4tEAVW/F5svWIYhtxfxLhdgs+GVD/bCpmjwS+NTQJK9RbcfnWebOGyfRDEiLtZELJ0SqhwjqKgK3xceUR0CwPKNl2qDg4MBu5+VjzPls9uwZMkS7N71Ac7W1GBySiry8rNB8hAt/rEjR+AXyFpkh6IJ7HpzJaVi/YY1ePv9DzCF/IgdnRzjZ0bVRtRSjV4Fv68DRlUFpKUkobevm4VqHQ0aA6Y4Lx8j/cOQZT983kG4TAu1KupBD6SYQEOnV4Um2VF97CD3e8qUqXDGkIggwaOo6GprZ0M3AZAmc3rZHKi8CQTUnTqiixK0T6g/ohNQvRzpbVJZTdWw5qZP8311h3ah+dTJwKJkZkwCEjPRVnM8IEvSc4ULl2BK4SyokVLYPgJQmgCcHXeWI1tos2n9nbj2qstg93ngFmiORPz2yWeRUVTAsux4FNDsVk99HQSiMgBKSopRXV3NHg+T0mVkZKC9oyPgHRvLRhhgwSGoNHYmKRlPPfsMeyuyXA401jUiv6yUM7IGh4cwdepU1DQ0s7Khp2QY8pwmYrjrLBIzJ7OsZxq1TR/xWIEL5iCIs50+sB8zFiyhID/EiIDHomcqgsLphwJb6DXkT52CprPt/K1Ypx1TJqVj//59cPeSQVtDZvFstNZVIj83D88/+xTvXo9bwYmGajxw//fQ1NSE7v5ePe3R7kJB8XT6LOpOHdVlQAOAfqKaHFypL4C5+y+44VO8wXY8/Qc2SAdkIiiYXDQX7bUnQhQ9n2bHuutugnK+ARh7FoJKmSYaNi9fit3btuP0oSP49NfuQENzPTImT8ZfX9iKxCnTICeMLQOaGCEy0FFTbYjsKh5++GF8+ct38s9XX30VXnjhb6EuN4ujI5zAMQAp9fG2224L2XfElklNNr0VzSeOw6cpKJpRClWyQxB114zZTPAZnAkpdhtGSFOOEN1suu14YaPsdvqtZt9+FC1ewne011cjs6AI0OykhgZ2G8lZ3GRKkNHf5oCG/oFe1J+shJPYQYwLhfOWQPKO4J1tr7My4vf6MOz1oLapEcW5+bjxk5/AkcpqPU0AQDH5nmUf6mp0PzX1x6aq6BVdiLcBqubnjWEy0bUf/yRUUcNbz/wJdtEXMEOIqg0ZxcVoqz0VeA9bEBwxWH/lNRx6dj5aOAtub2rBp264Cr+7/yeI92v4+P98Ae19A3h/1x64UlLR1dONpKJ5ON5pw+ZlkZUQs5/EfVob6uAwIoGIADhjXfAMj7CZjKhhJBthJL8xA9BMmzQ/MGfOHJbrrC9xd3agu7WZ5TgSW/n/ooT55cvYAxKbkIjYmASdIjiA+795L77xjfvgs9tQX1ev24+spiFLhl2kBSAqWbXvAAoXLGCbk0TxdkO9EBOSIGpkotHQ0dGBrrZGaLICO/mIZVWPrrEJEFSB1X6vqmLmkgsgSAI2LJyF++/9Nnx+FYPDg5xX29RyFunJyXj6mafxp60vsowpizYUlsyEqCqoq9bzk6mROWdYtiFGogRFCrTQiQAB9oLrboEiinjvuSfhUOWAfCepNqTlz0B74zHmEqKk7xhFdGDlNTeB9Orz0QiAFQdqMSexHaLih79vEFdduha/uO9RTIOGK751O+en+BQ/Xq44Aom8PAlTcKzDhiuiaMHBfqqwawo66hr4Em97TUZ5+VLs2bPHEoIVaqYJ6MLW3JIZS1bqZIPkJU3j/A4ypVhbEIg6xVI8Q2ipq+RcjhiHE7Nmz2ZDJ00w7YDs/Hw019fz4kiaYbIwEnAoQoZsiR6vF/UN+gD0pmum1kFS/muAwqkaEmLjMDIyAkUgbdLwzxJzUSmRWuS81pSUFEwrKtINxSSnBV4v4M3nnoJDBVM+QSI7JlDd1Ij05ET4PV7c+sUv4syZM2xSyispYQ23vvpUIK+ZnHN+0QGn7NMT7y3EayVRQAGoeO5pDlbQVF0jE0UZGYVlaK+pDgn2IDpbft2/6Rlw56FZAchmGAi4cs1SwKvhzSefx5obL4fkcIDspK9VHGKlzJ+QiWMdTlyxvCCiGSa8m2cqKxEjBQM3KM6zpb0TDsNITfeHm2d481mCWYXSch2ARLni4uI4xyO8hfPtcEN1TEyMzqo1IDneg7kZ6RhADEY8fv7vxIlT6Ojogo1td5R9pSe38HeNBaBvkNVM31EmY9YNv/HxCUiIcyApbRIy/HVwOXxocC6GaDH8hvfROgaT5f/sgfuQmzmVN5tX9kCRBTS0tmJKagoamltw5ze/yS5Ciu/LL5rBXoSGmmACPvl6fYIdsdxnonJEAckor2LVx26CLBkANIIddH+sH+lFZeisqw10ifpKC7/0Y+cfgIvi2mHTZKTubIJ7egpWXXEha78kGak2YOv3fw7X4gXwOAEtfuIA5DmVVXQ31DC1NyWhX/ziF5zRaLX9mdFGkQzVDMDs7Gw0Nzfjt7/9LW6++WZOJIpMAfWrVgCa4GXgaCpS1Gakuc9CEH0gbjMixEMlSzz9YTE7mNIT5VEEdomJu1HlKzTEKQO6gVijODUFrckbIYd1xDpAqzPedH6lxmj49U9/xlEuPsULQbOj7swZZKYm4evf+Q6Ona7iDUgAzC0ogV3UAgDUN4jIAHSpis46yd1EYevQsPLaf2MA7vrLMywiBHe+H5MKZqCzvjYkYYop4LU3nncKOK1lF+a3E3+QEOuTMe/+WzDgd0MVZFQ8/x4mH+kliQWNMSp6Nq2cMAWkObWpQGPdKcRpUiBJiUSghISEQOSTiaNwSmh6SoTjza3aNddcyxPGXgZNw29+8xt87nOfO2cQ/uY3v8Inb/k0smOaETfSyB0kcqupZLKwsppwdjs+DyITCdUsoVabupFUYqiamaOhPx9OBXUQGpRWtGGkpwMlBXn4yUM/AFl0eroH0TMygsd+/GM0nGlGY3MLixAUdJpXVMxadlOdoYTAzsZpn+iAS5F1W6XRbdpXy6++gQH4wfPPwGEaRPl3P9IKStFtUEBTayYKuOSaG847AOcltENQZfjJayNIkLqHcOllayALXrTfuwWtNhVdszLgTY+HkpSFI+fAgnnOVQUd9bWgEP6gPZDWaXTyeyR2LJQuXhGQAUPYlqZxru+zzz4b9AQYuZzW+0wiRAWHKFOeWqJUg8kjrfDG5aJvOJkpjlVLZipKJlw23eiJi2RzM6krmYnDm10UkaKQUVhAU+xqyIarz6TAo7Lgwl5Ag2+qOY3UtFRkpKcjKS6G5A70D/vQ29uDzg49AJbu82tAfmEJp4w21dbxN22iCD8ZrzkYgVx3ugyqT7qG5Vder7Pgv/2ZN15wQ/iRVjgDXfW6H5XHSIqSaMPiK69mQ+35aN0jflQcqsfC2BZQIacAczH8152dcchMI9unYVQn2SwmA0f7YnFleRHLzyEO5CidpP19tqkZLp87JEYzxulgWV8OaMqhRCIAxmgANIV8SkwyM+DMPlgpjWlcNlke/6YBRb734YvLR0uNB7G0olZvOL2IM7A0HGlv5QoBMRowiyojcLJ7mGBOKZz5U5HGABRRF7s+4EOO1KdI1JCuNddVBhQBp83O8iXJgSyTanqaKTWigPkFJUy1m2oIgGRvpG1B7jvyhOgR3Cbo6bGVV+gA3PXicwzA4G6XkZpfwizYvEbPETtfctU15w2Ar24/AcHuhKj0AYKdN7zZaMtQWTWF2IAlMII2lVeMwSWLiiHZJxQ/Y6Swauiqpfi+IMg0RcZjjz2Gz3/hv0dVXrNSwiAFZFISqjabLyQqGE0zJgAS2zKFThawBQdKfO9AjslFS60HTlUG2cNCmqDiWGsbKPVJtEtQVA02RcW8zAyiNyG3sgxXlIUpXh2A9bFrR5XBCGe/oxQnlaJi9PGxScj4P20CytTTDPNIkKrpno78+XNZhFAMSu31CbC5FAiWyBnaNApFuYgyYmSVzTs6ljXYFRF+ByM9ZEzk1vSKVIXlo9eCvZqCbR9UszvMTIw3gz7GoraiSt4qO+LtI7hw0YxzslB2tTRC9AQT2WjuCBdTpmSyfhEp7pPuCQFgSPGfMJnq8ccfD9RrsVKYR3/6E75urS9IACz1vzsmAKkOyf7eDnz8Ux/DgG0QdsWJrT/filSHiMLUjHMGYCSqF66UtDc2Bt5LrjaSITm0TFY4LEkQqFYNyQU2TM3P5wVobqqlGlD8G1ENt8MJp0z/DvWELL/8OmiCDRUvPWtE9egAdsoqEokFN1WxEhYQFVQVizZfGyItflSs2Ov34+DxOixbMIMjhMgna61MEe07dokiviV09yqYnDKxcnLmu/yqHwN19fwdMq4HqZxeA0hkx0WwjWbB1l+NvFvew4bR0EyftDqeqaLqa6+9ZllU/Z9+2DFDfi8qAGlhTw+1Yt1Nl+uyhtG2/OpFUNj9vMwp4wBwHcjyp1OZ6MKu/hLdLUYyZltTUwAAJNP5BL0wo+CnQAo9sIHvFTVkTJuGmQsW4/0XXwzKbiAlxI4YClwgKhegmioIgMSC9279C3taiMKROtNWfRqlGzehp7ERlDsSkANFYMml154XCvhRAflc3zPc3wtvZ+cooMXEuDA4PMJydHgLZcFhIGSqEnTgIik1hT0FFMwYzuJ4qQ0OHg2AgqjgTO8AspKSkLFhLpzxLgiqDTWnKlFQVoQtv34RdhVYuXYZBk8EqVUkFqwD0OrGstYjCXVvmfJaW0uwolcQCAIEJQgMcxxTpuagYMl8VGx5iWeF2YWqwi3Z4SSzEn3fACDt+iWXXcvBDPtfft7ctWg7cRJTyoqRWlCCbnLgG/1lKmgTsfDiq/5PAZCinHuq6zhx32zmmCmXhHJKRgGwZNHyyKU5DHnQCkBiUxTt0t/Ty9HQ5Cu2ZrONB0AWeDUHmryDSMydjLnz5qDjbCvLSJnTJuFvP9+CvFk50IZGkF3U4KoAACAASURBVOEJkuxoADSBoQ8qdHdF2iDtZ1pGTwCV/pWDAZP0HI1j+eUfgyT4sGPrlgAARU2D1+aEneIHyawUkJk1LL70Ggbgvpee5/Aw6nPb8RPInl2K5Lxi9DTUh2wYuvf/GgBFxQbZN4i+M6NL9xEbnjdvHhcttTYhGgDD5UFzsSmh6Etf+hLuvvvuUSg3L6iaHSXKe2yGIS04oIQIMvyqDVPnz0fBzAJ0ebpQljGTo59ffOsFHKs4iM23XoOql3YiLuCDM9IKwpQQKl4bXvJtLBDSRulsPRuUwQzqJRILVoieBg3i9ObyK65hFrpnK9U4MSBuANBBAQuWiBfqx+JNV3OI467XXoBdEThK5+zpE5hWUoyk3CL0NjYEADhjxgwcP33y/xwAaZYIaGTzJON2CNBYDJJJY2U/fYBCEgBDKUnog+FApFoxZJqJRGGCLMaOIuU9+MMBCD8KNq+CT1DZQE0UhbwGVFeFeiwqAkZ8HnS+dQwSl3TTWzgFrHashsgjDN4zHjvWAdhkUDM7Kx2c+UduKQqmpb4YtkWvJGDlpVfDiWHseFkvsml6lRXRBk3zw2bxdpAZZ/Glm6GKNhx88wVShjF0ph29Pa3ILVuIpMJC9NYb5hyTDUsC5m28nFl5pEbmHnJWSw47rWpIMcmI91PVKoiw22MgeIYDwcERX36eL5KC1l0bdD1aKBUzDb/fF0jLZQoYQGOECF1rRSM2scjymOU7WN5S7ShSIwEQyL1sGfx2RY+mUTRohmmE+kBUrXHLAdhkPbnpXAAYuolGs2MCWWenngrK8pxhhqHjAshgSt/j4AVBwIgoYfWmTQykHa/rFaEcvBMVeCHptWEUM3FJ72X5psvZqLv71W0QbSokVUB/exsSJqcjLSsPfWdD2b9it2HBhg1R7YB+VcS+17bxFvNJZEwZRyuldRFEDEsiLtq4nhWpf1ajL3fXVJNxa1QXaH4feOB7uOee/9HXwgrA0EUMe1YUmFKw1qh796OOTxEcmK5E1oKpA/7iycibkaPb4yiaguzAVGdYE3HmhR1GRdXg68MpYF3MhaM8K6GbaLS2RRpud1ewwhN9kAsy2UXeVNbn3ZIDqy+6jNMvd736csg4vaIdiS4bxxNa28KLL+cx7HvzNdjI7ECdVlSIDgkp2XnoamrgOWPtmTap04YFF2yKmiGnCCp2v/oeimfPZg4xXtQgJVE1HDmO1ddeDtlij/tngRCKH10NtaCSb+GNxr9m9Sq88/7O0QCMBsI77rwDP3r4YR214wLQjunK+1HNMEnLShCXGSy7JhIHJAJjs6Plr9stpV71rp8LAPX+j6YWNGiru409MaoKu9NgwcYs0X0eScKqjZezy23v66/prJo9UyI8ogS75udcED13RWeh8y/ezJ6VA6+/wscokIZMMYx1hw5g3qXXofdMjSWJXoVbAJas3xwIrh21SJqK7a+/i8KZs7C/+QwkVd8keuQ5wVH3OOlNgCZ5kTA4jPKNF8IVZnM7XyAku2i0vBaKku84XYkYYhdhjcUlVYGPPEbhFDCUkuh//c9X78Gnrr4ShUuWjo5ciUAJZUFAibIzKgCdJVOQNiMHiuahOgPYu2MvllxQDndHP3p2nbIkLEUGYI1zDZcx5XCAqIUxQwdO1Lu/rycAaNN1aIYKWbV5iiVcdtEmSIKCXa+9HHDf0fd8Nidi/T7IIePWsGAjyYDA/rdeQuuBIxxSJpAYIftQdulmjLS3B4+cIFEGGuatuyyqGUZSVbzzxruYXjYLhxobodlUiCP9WJA5CVUdHeh1poaciETR2Mn9g1h80YWI+QcA8I1fPQ5/dzsuu+eb7LkKj5DibaHI6KoLuiCtOOQUWkGGUDZ/EXtfKcBIstnZ1kVRH0SSeAIlFX29fWivrEHJooWQRSekML9uuEKiA7ACckxORFfcya4OrLt1M1SvDyJVZRdkZoU7Xj2OArcbKpWHlchNZbjOwlxxIQA0ZLpwaSPYp2C2XU9Pl04vLKC1252GG5EduIDsRkt1Pa66/W5IULBn26sBUxMBkMwwvpZGJGRZjeUa5pBCIQAH3n4ZEsmHhgxLyemS5oTMEQpBdkRK2Ny1l04YgHbBj/s3lSJn+jy4bE6QNHrlD/4akIT+kQAkwOz+21/QU1OFy75yhx5mRu5TYxGcqgIPDVUU0VtZpYen6VFren1FrtWu+5qFz966Xnt/RyOU+GTUHNyHkvnloIQfmizSViRyaHO21wEkTZ6EKTl57K4JB53177EAyNooHJh71QJeKKcYh2HRDUH045XdFAGtIGaoG7N6mgNW8HAWTADkFEFLZG0kkVvvUxCAfQYFNEHIFVsdLuO4CAWqKGCorh5xeYVYevEmiJqCfW++HgAtAdAt2tF+aD9y586zgFnDvPWXMQU88M4rsKtBVxTJkQ4xFn7VxyH7ZiMtfNaaSyYEwIONjbDDh7/c/TEcb5GQn+xBnNOOfmcSbn7gj/zKfyQAdz/3NNZuvhx/euRRXH3XfQE2ZSqszYf3IjYuAZOKZsCt+dHbUANBoGPENJze/g5KL1gBAfpBPMJll5Rrt31+MV7dVotHHnsNRQsW6yxQFPiwwCf/+AQjvPbwHhQsWAinIGF42A1XQmIIZx8PgOSUP+ZR4C6+gBfa0UW+yhykpOpCuQQVzx8w2abKpdTmtxyBpPjgswGOvCxk+fRghBrn6oASMpEa1bxAqoqBgQGdBRuKAMuAFgpIomPTkaOYOm8eFq6/FA7yV7+lm2GYRQuAW7AjQVbhk6iP5tEQOjWjaTtIAKRyHWbOC8mICuDxDsOWkAibShk1BHYJs9dsiKpcmCx4xowy7G1qwNN3XI0YRcPhhkHMLUjCkGcYKY4kfP3hZ3FclCBLKpL7h88bC6bIdc3nw5bHH8OVX7qD0yC2PPJ9bL7z66NkvDMH98ORkIjU6dM5ib2jthGC6uMDcE5ufxelq9YET92aPmOmRmUuRNmHts5OpBYUswb3w4d+YJRe0N9fc3g3iuaVc2VHOvKp6ugxTJ+7EIqkn11mVUzCKaBL8eOUswDe1CymwzKRPlotRcZVS2KgCgokxYG/HaJUclPr0DOa4xt2YbpdglQ4GoCmJZDZHdfvG1tX7O/vD4LJPK7BLkKQKa1U4uLimqqg8cRJXH7H/8Ame3HonbcN8FHYj4D645ToXsoJWaSIUIUASbRj/tqLmQIe3f422+1M9x8tnOhXufyHGudCy949mFa+FIpNxLwVG6MqIUEAzkJscz2+fPsmvLClAsmuKVh/6Ux0dnYgKSUFv3tkCw/9Xc8w7IqCpZes5yMvPqqmcxYVscMDGPSLkJKSOEyNwsle/sF3sfkrujnF2ohzsIQeLMiI7qoqVtJObH8Ps60AfPOlL2gP/KgCLWcGUUl5v/PmczVMxW9oXcai6gBcqpNNUT/hqPrQIcxcsAQ+G6UsBgMXRrFgiiBWbDzpQzJwJnESvEnZUAQnkrRhXLDQgebGQRzuHl24SBO9cLXUY35eLDL8oRTQaoo2I5QjGcjNyTEpII/BiEyhGjZUFUC3WemlJLweD5ZsugJOTcXBd6icsB6VQWXhmupbMW12qR6Nr6gcx+gTJMy9cIOuBb/9BmxsJNcPpeEiSz5AdCqo3n8AMxYtxQgtn13A7GUbopphTADOLJ2BUkc/LrtmNXZtrYFq82PNhhKQadphd+AXD/2VWZtXAPYNDmDZpg3jHmZ4LuAkt+KLDz+AdRddilgqW0K1sXl4IrY+dH9EAApG5HoQgEBHYxPgd+PUju2YvXJ1sMp+SXExg/yxhy/CJR/7DfLmzIHiCYa6mwtqBSAPQBRQfWAvCmeU8RkflLBtBpLKkjimEsL9F9w4El8GNW4acsWDsNf2oLJ4OWJ7zsLZdxYZDhtcogxV1lhoRfGUQDygyYKt+1y3DAWEwlFzTPbL7u7uUcGRjqRUeIaHuRKC2fyigKVrLoQg+3HgvfcgSzZIfC6uhr7+EXjqajFlwVyOX6TCW3XHTuDqz98GvyTg6I7tUDQK19JPDRDhgzoso/nUCeSW6xuYaYqoYv7SNaMCa83fTQCWzZiBa+dmISc/HbvfrMaCZcVITNZPntJUG37z6Au8dYYlAYf6+7Dikg0Ry8SdC+joXjqzLk0RsPXp3yCzoADp6RlIK54ZfM0YAHQofsiCBNWQeal/kqKgtb4OJz94F7OXrYVoVLEQiAJ+4cvbILsS0FpfhU/edhvefE1nO2YjEIYDkOaXlJaZi+dDkR1oaa5Fdn4xE39awFJ1V1QtmAGo+eEVJJwdApaMtGNP1gxM83VAtTthV/WAUQ7WJJ8rBbMWBVlwlX0VnwoVDYD8bBg7pr+JAgbchUYSlZiQBsU9oGtkxjN+QcTiNRcBghfbfv4Y/EN+5C+cx/GDbrsTbTu3o3DZCtTsq2BTQ2JqGlZ89ouQNBGH3nsNTgrFUgX2cbeeOIapM0pgl2J4UQP90gSUrlwzrhIys7QMyU2V+MJXroOsOSCow+wVoYSsRx76AxKd6R8ZAPUzh5k/oH7fLsxeOAcjiEH13u1ITEtD+vRZEwSgzEd/mQCkhxRNhtzbj4qtz4cCcPr0Eu3xH23A576+B7/51eO49bP/FbGiZt3hfSicr1cp4B0siKg9vB8l8xcZF1RUHt2LwoUrWBQrVckMM0ZEtPEeItfuETfExDg4olTxYurGMuARZmtVDhOAobqv+Vek0h+0oahGNbNegZKliOlqcCQkQR4c4PRQ0yZIftjFa9axGWb/++/oMctD/Wg6cQpwOSB5/Mhdvhx1O9/H9KXL4ZPsmLdyHcuAx3e8R7wZdXSsA50+CRlzr7se3WfbAvFwHJIvaZi5bP24ACwrnYP05noM+btxxz23sENf1OLx80f+xHnLVJPwo6KAeiF2H7Y8/CAu+/JXeUPRXNkVlZU+StgPrL+q4OVHH8DmL+tHrlmbU5Ehk0hGJ2JZqAQlIuz4428xY+nKYNWsotnzNdHvhRofg5r9B1A8Z75+xhmxEaonp+hnwlYfOoCi+Qu4xBg5QsnbUHn0CKbPXRCkKoKIqv27MHvpTOTJJzgYobFWhN1nuKYi8gGicrTzRrtsgmDXEJOfhCz5GBc8r0xYC5sSPIQ5/LUmO2awGT/Soo943IFbCYCsBcclQHUPc5KR2Wii56++EJC9OFbxgU4TOIJaA+ly7Xs+gJTghLdvEIVLVwKSA7NXrmEZ8OUHv8PBCty4EoKEwtVrIPkVkGzMtRKpnrYIA4CRKyMEWLABwIhTZ17UALcEHOjvx9JLP4QMSJRPtUHy96Hy5Rcx/aobAykKPHZNZa5GARh05CtFjMfCiz89/BCu/vJXjaEG56/t0CEoCTHILSyGbJqeDBvN9j/+ESXLFkAQnexF4ZgU/ohTAnz0cqIL1rRJExgqypavhbu1kSfWkZrGACTABo5qIADuq8CqFYUYaTuDydkJGLBNYsGVJjxyMwySlsjo0X50FaKiIHGIIixUVDkvDESRRFI6IsmDVgDSMwxATYUjLhHyyBCbCAIsWJQwb9UadsUd+WB7wGxD76Wagi4BqN7xNg9n+px5XL+wbPVGBuBL3/8WG2AnTctBcvZUNhGkTMrBUFcr3H4ZTipLy+/RULZ0XdTSHOEAjGTntM6nVxSwv78Piy9eC6c1InRM5Ab2Cd741WO46D8+g4Y3X0f+ussiAtA+5IbS2gGfSHF/Kt556TeUwRWhRU+7JYMbmaH4/3p5O4d24cYNePf1bboZI9yUYcqCgoRS2u0AvF3tEBOcqD1yDMVz53JAkV2wMZmu2r8fly5NhKT14f19Ki5YKMAu2+EZ75x5yzDCjQj0t53K9Ro/dMQtQq8cH6BZ4SDU5cfQshB0zW0EEPD53poIt6bAFZ8EZWQIkhQ87pVKc8xbtZorIxAADRLI/yNlSxJVuGQ/Tu3aZUyngmvuuhcUxvXyIw+hpHyZLsOSfVMF4rOmob+9OUQulSFixtJVUVmwaHNh19ZXkJaTCcEm6ZwnatN9WWeqG7Dm+o9BHhkcF3bUL5pPAsNbjz+Ojf95GxRJQ93rW5F38aWB6Bvd6UXBEAow4ENfeyc00QVJHsE7Lz4bGpRi1mgb9+vBG4RDTZ3a9dffwFobuUfCGy0kaX+p6ZPR2dbO4fjUqADP8d3vIicvB7a0TF3rEzW01lbjooI+Xgwf0vDBsW7kzl3MNVVIuRj1/gi2O7N2CN2rh2VpyPQdh+iwI3GkHW57OlqkEigRapCY7w+RB42LI1QT2dhQVNbDSxQwNh6ae1g3qxigIQ1u/orVgOrHsYodAZMNvUaTXFz7hWLezPtrt7+LK+76BnyihIZdb+vKgknxFRUJU3Mx2EZRwsGtpUoSShetiKoFU+j/ga2vYQgKLrr2SuNknej2PZvXh7e2vY68gnzk5eXqbtSoTYUbIhxNzUjJmYZehpse4Fv93jYUXngpF2ai7iot7RA8I6BSN0Oyy1AOeSaM8QTXlEr2SaqPbYQTbULJsnVRT8tkVkXlNjImMckkgVJUNHi9HthiY9j213R0H+KSE6FRAKWgYqSrE5Pyp2DY44dNdaFq327kLZ6LeDqOPpBDEdq9cAo2qvQHKw56MaCpwlm0SnkQ6OTOsOMHrO8xp8VKCd1GrWLddynCLwC2mDhoRAGNUCkSJ/wEwOWrua7esV2hAJRhB0XxB9IsJRGxsCGvvJxND698/zsovXClXrLDEHDisqZhqJ3iAYNsnrTE0kXLowKQnvdT4CvJXgrgM7Pdo6wsKQzEiUisIOdppOAA81GqbvvyL36JOcXTMO2SzbDLZDLRKV31e28YACTZXIO/vhk+tw+yMyZQgzsauKjaA1XSPycALr3yRm1ocBBe0kSNXcMHTSfEISY2NkQ45wrxxsoSGGhiBjo62Gfs6TnD7Ns/4kZC1jQWvqnVnzoOOleioLSY67pQLWKu+xwlTS8wSWGb3ZqNF20CosmDdL9ej1rD3KWr4Fc1Vgj4zGNix6KdXUZmo980m0iHHNAhuXyZukOSCy0UeTW5Bl7gCVIqyB0GpMg+eClUQHMy9aZoafoKYdY0fuvvk6GIVDH/o88LjjY/lHFod5BxfQfKVq1ByxtbMOXizZbbdQAWTZsNWaMSw3b0agKK83PYl1tXa61mFukrIgaHuidSUCHwsLD4qhs12jV6Io2RDU+yiwK4R0YQExcbuJlY46BxXlta+iT0tHdy7RU2NEKB+2wT7AmxsMUkkgWCF0jU/GhuaMSUwhI2dRCIqdZgfHp6SHRIeI3q8B1MizeWl8PsZCR50PzNS1opmUBEqu1i58MRpYR4YGQoeEo1lw9zYfbSFXBowLE97/LjLDBrNg7D4jpeBivXQaWidMkqqIIDWx74BoN65rqNUFmsERGXORme9jZLLRk68EZE8aJlIcCfKNs61/tIPCIxavdfnsGyq6+BKLqouiHOvvsq8tdeHALA5l3vIzerCD5ZAlkcHQ4J2VkZqGls0c/LG7MRhfJjyPC5T6SfQuny9VpyRho8Hj9nuQ309CIhIw2DbXr0cOKkSQHK6HEPwzM4zIuRmJ6GwY7ukG8Qm2w7fQxUro2Kf7O6npqG+sO7kbugPBB+zmf9agrqa6sxrXB61NINzBQslHCiIGQKEyZbkmbPtaxVFQsXLsT+Q/shUE2E2FgdgAY8TBY8p3wly4Cn9+0K5AuTfdFnd/GxB+QZCYIeKF68gvvKWjAxQ4cdpavXcw4xHImQPX1Q7A4DyARoEcXsWz+/FJBD6xQZLz/8Y1x+x1f1GDxmtgqa39qG3PWb9DCpplbuf+eJfUgumgsfHJyIX1KUw+OvbKSg2IlAChikc/7GU9uNVzEA9WI5AtLT09HT2YXEjDT0G+BKSEmF4LCxsaa3vT2wsNbzxMK75RCA/tZapgCx6VmoPLAPxQvLQ+IIKRypck8FHC4XimfOg8q1noMjjCYXThSEo+RBqgbKpwYZOSGixsduOWLiADcdomj4APjkcwmzlywjgQqn9+nnBDMVJBOe6OTIDqqmwOfdGhRwFAAloHD9Rah9axumz12GqoO7OOmp+KJLQPVVSa88rwA0qFXcyACq338PBRsugsdynCzZec+8uQ05GzbpI6+pg4/C0TSXHnUtySjKy+NM2r5hD+eDn0sbGuyd0O0MQF4U+o+OUpWVEAD6VA2TsiZzfsPAOXSCyur2t9YjPi0d2vAgbDFJXJDbBAbttqq9u1C2aD4E2Q6f6oXNFTwJaSzFZCLyYDgVLFi+EpXGodP8mwFAG51z4iUDNRXO1EPDTADSpjtlAJAN0YIGryKATKb0W7CPGooWLQ+hgESASzZcjNNvvx4AICk+JZdQrgl5FkQUzV1y3iggHZH26iOP4Kov3omGt7eieM0lIQCkJPIWsvltuIyBMlTbxKFmfFyFChTlT4NdFOBWVS7+DqoecQ7tnAFofbe5EOY1qpzaT8Zaa03aCXSGk45kN9SOsxhRZSRm5gZcYbTLhns74UpMgCTEcinbkwcPoHQROexDKxWYnwo5s2SCJw3phk8gd9Ua1O16P8g2DQDanbEQvCNG1VY9GoYOIJy1sJw3XdXBPfxMSUkJTlVXgbRgh2CUHQ4U0tQwfcGyUBYMAXM2bsLRt18JABCiHbMuuVSnppqGwjmLzwsAqfjk0VffxuyL1sOh2THQVIWEvPzQo8QgofHVFzCtZDaGFRf8ksYiUmFhIR9jRq60rv5ejAx4xjzpKBoMVFHBSL8efzlWC1BAuknVJNjoeBczHJ9SAgOFvVRIVHNepQgQFT7jaFa/QjXyKNmYcnv12DqyAbpCjJIaqnfvROmieXp9Z6qzJwAjXT1ISE2GoDgC52VQ+YwpuVN5oUnmsOYXfRjFhCrbF626EH7RjuqK9wMbgOMSRQEiA9Ad0PaJqtE5nbMXlfOxM8SCmUVQeTaN2LYdDhaGgjWqnaITOfPmsCpGMiCNjwSKOevX4sD772D63BWo3r8T2SXT0dfThxkLFmNIsqNozqKPDIBEubyahsa9Fcgn5YbEAyPV1dPajtjMLKZsok2BTOcICG60vbkThfMXIzkpGV5JC2Ts9fYMYsDt5uoXoSEfkaGkWwR196LoUxDDKaQChkcGQGXaJgxAEtLTS2bC5nRwtQD2lUo2OF1OTpWMiY3h4zZtsbFIjItnajHkGwEVHnf7PPC5vej3u1G/9wDi6AQdS14omTDc7S1wKCNcRco+OR3ungHEJycAsh2aUamRBN9T+yuQmjkNk/Ny9JRws7BjmGnGvD6WdixLDpSsWAZRcOJEha7R0qdYdqOMLbuLDdFcHYtkH6LaooRZi4gCajh1ZK+eFUdWAgOAdIK6WY6OFJNTb76JzXffw1W0XnrwOxzKD8nORt6e5joUzlqG2iMVfL4KUVUaxowNF6Ng/tKPDIAUBPvyw49i9pJiZK/aTLGzjB1SQrxndQBSLo9S1cib36c6MGIXUZqXzavkkTQ4p05Cb28fnJIDfkormKBBmcDnhw9napqpAjxi2KhIrk4fRobG9sqEUEBypXkEB+YtKUfl3t1QKd5NECErMruqSA2nRZBtBCeSyHVs6+YW3f+XVjYLnSeOBWPzDPE+IX0Shjv6IEoeuFuaIU7OgLunG/HJyVwvxiylS++v3F+B4sVLUbP/MCdCgVxRlm00Ic3YEMJnrloJL5xQND96WvXkcDI2EYtQfYArJoZBQRX/zUZlNVKyMkAnIPW2toZsYFo8SgDX1SUNI3SkvaqgYPlq+CQJZ3fvgOr3we+Kg+j1sDsvYcoUDLW1sVLDT5FppnA6JmVl/d2xy5JMpYN74G7rRWzmVDS/9QqmkmbLSp0e5OE52wJnVjbsqgxPYwuGVQEJsbHIoqN1jaZQ3Z/iaTj2QQVvTqKovN/HMb2YFVQSp2ajrqYJsVR9w9Al2f9OoW5EzKKQwVEA9AoOLCxfjBMVuzlIk6IZSAaMTUqEK8HFJpbYhFQkJsQjLTUVw34vBgcHsOeVbVzD2QQga6uWjyZMzuBQov6zvRzyI3e0YnikH7Gx8XCkpEAQCYT6E6cPVqBs/ko9gME3zOYh68HVE2LF5BlQFZSsWgdNogkQsPNx/bRvEjUo0scrikjOyUPq5HTdq2Lk25KhYua8hZz2ePrYfp1q0tnBJAcnJBjs2obmAxUYYmuBhqvv+hqHK2194NtsrecTekUqvOlH0eLlqNm/lxJTDK1ZAWx2XPaV+9it96GbpuG1X/0UF9/6JRDP96syat97FTNWXxQAIBXMbDt+BAnxGYhLT0FC/CTdTGQc9mMFoJwSi9bKKnglO0Q7le2M3kxH3OSMZPQ0nkF8djbqwwBIT7s9Q9D8dExE5BYCQKJgBMB5S8txctdOXPnvt+DQ6RMY6RvAcH8ffAPDzG7JA+InJYB2igqULVuI07v2snaXWjYLPceP6SzN8k1K1KZjFqjRruFSXqdPQvO64ZyUaZTm1R+oPryXs/MC/lzKpjpyGCULFo7Jjq2sWFA1lF5wISi4lBoV6a74mZ5Yz43OThNVSHEp0AZ7oIlUAdqJ2Ix0TMqfjuL5dFKnipPHD6HtyBEMn20h3wVmX3QF+0VpfKdefjHQx/J1F2GksxMrK7+Bd3Lu4kP8GpqauEaLaYaxLgGF6m++59usWZ9r4wQhrx87XvgLlt34SS6ixBuLyhe/+SqKNgSNyza3goYdryM2bw5mlRaHVIEITAXNeX0dUmeXYrCxlssQ5+RMQ3t906hKtNa+kvdnSn42OmrrkZCdjYbqUArIfSJZfyC6SSYqAE/t2onLP3ULtv7+aVDp1vAi44HOCyqKl12Ayl0VYwKQ7hcdTsSlJunKhSCgp40OtNPQ31bPbi8RMpxpWag6sBelC4MApCWq3LcH8SnJyCkpMTQTgjeFyQenJGAjpKoHgobCCy4MGL+jAVCMT4HQ34u+ob5AoIIrKQXrPn8HBrAiuQAAIABJREFU7KIXtceOoHHvEQy0NfJ3U3LzkT5rBlIlO/ZueSGws28qewRLT94e6MxPi6ejsrr67wcge28ohF+HGJ1FPFh3Cn011Shbux5DNj290QrAqfMXQxty89FiVJ7bK7hgF1QU5mYH7iVPDCXeU84uUaea+hYkzSmCt76aAZidl432+kaLFB+2TegcYElDZn7umACkp4aHh6CpRoxk2Gv+oQCkINbkSWlGRDJVA1cw2NNJVk8MtTfBpvngSMlE9eF9KF0wGoAlixfAaXOir7cb8Sk6NTWPAzXjDXXWL6FkxWoolsJH4wGw12I4JQBu/M874NQ8ePWnP4bmsGGkj0QHCSVFBYEprKqp5oy0kuJi/He1fpxDsGm4Ly0dXX3dfxcFFDxDUFzEDkkxBLb+9FFcfvuX0PTGyyhbu24UAOvfeg1588uB/h4MqjY+XpaIbGnBtJDeVdY2o7gwnze9x+dH05n28wZAIhRDg30RCf0/HIDxk9P0M9NMBUYQ+LhUUtedkghBGcSJ/UcwY8FC1hDN05Na62qRlpOjy4OKjJqjh1GycAlO7apgqbeUXGdGI220hCKaLe2cAJiYgnX//UXEyQq2/eKn+ls0DZmTJ6Ok4wZs7Cd3m972xPwS5e7P8r+HYzoR5yYfNz+AL5AU9SFZMLFTFxS88OB9iEnIxJW3fhoNzXVIzi/g4A6hpwPulFS4jJJyFDZP3zz+zqsombcK6WmTmF6ax0mEiCcacLLhDNv7igsLcLq2gdMFzhcFpKUeiuKe+4cCkFTz5PRJUH0+9Pb3ItUI86Ll6uvt1c8UVhXU7tuF3Ox0xE6aHEiSOVvfgMz8Qn1tqVIX1ZkbGkbTyaMQHC6UzF8YCAOasfoC3RJnYc+RAahBjE9mFhxCAQ0Axvpl/PUH32PWHJnKBRFOLPfWlp34bfYKvkgmrGqqkfchAUiyNW2/Nx59EB5Bw5W3323YUPWdaxsagDc+UT8aliLOWzrg8g2juasLpbMXw+V0jKI47IOXOJoRVdUNnFxeWJDDgQZUSOl8AVDfjhqGI1DBfzwAJ6Whv7sHGp0oKQpISQ9WxDflOfpdGuiBwmdz6Cejt9U3BQBoLZpZuX8XkpMmIaukhAFIO72Y8k7DYg91AD4aXBQ61Jqs//HJQH8v+kf6eQNQc8QnYcNttzMFfO7B+/lgm8liCT7bviPw/NOp1+KCwbswzb8E/WIznihcxwaph56oxL2fWwT3yAAyc2ejtfEER8+wPGhp4ykhJofY+uB9uPaOr2PEbgvRSsWRAcgxiUYgKTDSeBaKasO03Cmwh8VJWr9bVVfL1SD8Ph3IBMCq+qbzDkD6Vn9f1+jAE9MXrHcyqAWfDyWEgJOSnoa+jm6WA4lFpKUHbVHmRBEQezt62Gg91N4MmyqyK3BSXlFwLo3CMJUHduvsmk8wAkrXroM3gsuQjckRrG7hbkeeBYNyUrwgJemfev5JbPD9EKWNeuwcUTtT5qN/my0dZejESVz3Hw9g0aqrQwD39c8vxNTy1XAlp/B1s0LrKDIVduG1738Ll3713lFmDGW4D9qZfoiSAk2xYwAyipg9G4HDFuWa/mlOSVV9CwcVmy0rKwtnW1vZLHU+KSDPqyRgpL8rxLY4AQr4FMikwTWRI8wWXS9evgqVFbvG1YI5HZLzMfTUSCqPm5iSGvLW4aFhxCTEQVIpi8yGvu52ToQa7OpGZvEMvpf1X+P4CKKAsxYvhSJIrPGVXLiW9elILXg4eaSkmeAzlDRuNpHA31gDe5UTmw/+gpnJ6dyXAmCk+xqzPsB7Wd/C9Yf/it+WLMf3f3cCd90cBKb5ruSsPGQtW61v9QmelP7KDx7ChbfciNiM7EAUPBvSB7ohdAzBI6vs4rOzpQKoq29g9+n0/AL9CDQAvX29cLs97DKlY1zDjwdjm54FgHQg47S8bLTVB08qGDWfmsgBuFkT0IIDhIViQQd69cOwjDYuALf8/mnY/SpXX/I4+AgSSH7ykOi+UK9LwLzyZTi+YxcboqPZASMBgthlEgem6s3ndWOkfxAJGekMeo7Nc49gcGgILsWDoa5m3T0YnwbJGQeHzYaju97H7MUr4BUlzFm9Fl5SZMYjKx/i98q/PhmgetVTXkfxWWsgJ/DHBRswMNiIh57QteHm5lNIrvo2tu1tRm7xbJSm9OHfvvYsNt1+D+yxwaif8bqy9QffZZfgpnvuY3ufWneGUwXqak9gUsF83o5FxXno7+9FUmIiKuua2cxFlLEoJxc1zJrpEEoKwo2c2BQOQKoCm5mfh7O1DewxitSYg4k2FORMG9cMY32e1nRwoCd4zFk0Fnxi905c9alPomNkEImJiZwHIngVDA0NQ/b7Ocnb6/HCLqsYHhlB6+lKTmNMnjUf3cePjDJER5toAiCH6ftV9HZ2MOhcKYnwD3kQm5bM7IICX8mnqcoyPB0tcMbHQYyJh0NUcfLQfpSQzVABitdtHG89P/Tv3SePIrY5FVcc/CWeWLARNx98g1mx2WLjMjAy3BEAIF0nKvjf18zGxbc+iN1//gZ+v60G7QMy/CPDSMwtRNbi5eP256UHv81elYvuuZ+jy4W6RnhUET5LlhzlK1OAiNMRp5/bTBYuQcH0whzU1ZzhvyOJGubHwwFIqad60PD4RnKqqxPjU+DKz0ZTVUuIKy7a4PqH+0Fpp9SiUkAC4OU3fwJbn/oTh+vzuSCWqGHyMVIouuqU4CNA9nZB8vlQdOE6dB87OWEAUsQ15V+Qd4UASI08JTZZQNykFA76pIRy38AgR5mQJEfyj2egFy2NdUjPyEB6fjGKV66HahsvZHzc9R51w5mK9zB0thlX9TyF7O4l2DbvK6ga3oq82PW4/MjjgfuJDW+N/1QIAJ/49R0Y7jiO+ko6wkpvRCEJmCXXfmJCnaHghjWrLkZsZip85Nel2ldUkszSWMbTfOzdMWMlKe95emEuamuC3472wXAADtso8TzGuD2aE02f6/wpqTiw9S8ouuRKVNWdnRAAKfBkuE+3C47Jgjf/+y146Y/PwO4nXVQ/T80ECJ8dqVIGrYji5eU4XbGL6u8jfe4SdJ84PGEA2p0uTiGMiXOhv0svoUuNz591OTDi8QUDYvv69VPd+3ph0xSc3P0esrIykZhVgOKNm8LOJJ7Q+o55E7FdMq3Euifh8bLZ+Pf6dxFr2Pl+O28lU7y0xBlwK938bwJVy7tv4N5Hgtqy9QM7tv0BO959GkllswPKyHi9fOnB7+Kqa27Giy/8Aauu/o+Qmj0hz5qV3i0XSVyZSPDuaApoR17uVLTWNUTNriPfuRcCpuTno/XoHqTOmIOG6jMTAiB1UTdMa2MDUHfFBZUQc2xWGYuVkGWrDFecdk4yIL2Pibym8SntevxZsHEOryDwGb8Usk8FblySDR2dPaje+RZyppehsfIkcqcXYsnmj0EJ5IFQdDNVkPr7pMGTL5pyn+l6D/aN2G/ZlZ9A27F96Kk9zf+mRs+YcmA4+FZtvAV33VISuHds8Onsb+vD38O6K27CGy/8Fhuu+xTcWgxHqkykWbPwxro/EgDZFVc3hiuOwigkBF1xU7PRECEYIdp3Zc0Pz9DQRAD40fmCJzJpke6hszziU1Ig+70Y7u2H4veh9uBOTJs+C6mJlLWnQFKpMoP+NMkuGfkl0f2YE+xIy+nD+MxRqkk4uhEAC+frRufwVnuogu2B1nbvfy6Ce3gg6jOj36KzONJYByBisP4gDh08hpXX/gcraB9liwrAj8gXHKmvZsT0uFrwRxmM8GEnjSYoMTMD/WfbONf21J7tmF1O4Vp2xMpuaOowoNm5cqugOaFKIrJyLDbDD/thihI5tIO131NZf0Xd8pdQd3RX4G3F81dFfHNnSx0mZeTgM3fr9ZupvfznB1Hx1tPIL1t8Tr0hZWBI0dDTcAKVtfUonbsYiZOnjRundy4f+WcAkLxiXt/wvwYFpMlMmpSOnu5ODNS3oK+/BflzlsIpyHDKQxwhQhWcRPiRkb+ANefoxZAmvjTaMRd6bXW48fhrDMDGlcGjacd7S82RD1hec8UmYErODLQ2nUbalFzIPi/a6OxgADHxycgumj3mq4ioE3WvbTyCpNx5+OBvv8MFV39SH/N4nZjg7/8sAFLE9L8EBTTnkXSgU7vfQdHiVbAJEhx8ILQe8k2R237Fhuzc6Wwg/agaUcAEZxYGva2IRvHCv+Ue7MMXv/l8hC5ouPdzS/CtX+xD3em98HiG8Pwf7kVm7mijdfjDzbUnkFCwAOnxErY88WusuPLfJ5SoP5F5+OcAUO/ZvxAABVRWvImyZetY2SBPSQKGOdGGixfllnFY1z+redxDaKwKyouRFBGzb2SGeeiPlaxgsUlmbmRWHhiLBrTUH4MrfwGHVe16/11UHfwA5Vd9mo3/f2/7/wAcdwY1nK54GzOXreXwLD4jRJURKw8EjoLPzLGUjx33fR/tDTXHd0FRZHz14XeRMmkqfvn9T6D21J5R2nBHay1+ePclAVsggfS7t69G5rSx5VUCyNm6A4grXonpeVMhKza88OSPMNQ9hJVX3vx3D+b/A3CMKSSNtnLve8hKS0ZCEbmeyLiiIE5QkJSQiLyC6XDExMLmiP+7zS4fZiUH+rqx+62/jQLb1qe+g73bn4fPMxJ47Sdv/xnKFqxnqrdw5dX4+Gce4H9vvPbTY3zaCLd390COmQTF0IBF3xB+/dgjoCr/i6+6GU4jkufDjOF/LQDJEL3lD09wZpd+7sPo4ZHfMX/VYlTtPBQIRug6cYzlk3MWkgX9fAnKvqMQJkoFOLGXfL1r0dl4AskFOpVzqm44jRBvV3w6UlIzjLJKH615YiKLWXnkA3zsP76HxauuDbmdFJC7bynha3EJKRg2Iq6/9Yv9iIlNZODRdYcrBhlTglHWwZeMnj2q+3e0uQ2FBQV88hKVlfvbc8/B29GIJdd8JhDtox8KNnHWHMkXnJszDWcam7iISKRGfmm3FIOc3LFzQsabw3E9Id3tHaBM+2gVOil06VTlaXTXNoYAMHBkwng9sPxuk4jVVCEjdzqcgh9Hd+3EnOVr4FUF9NUfQ3L+aABm5ZbwITPnUpPuHLo07q2VR3ZENDxTTCCBLbz1dZ1F8qQpHC9Ije7LypmOxJTQsDRi6XRenrVReNiQPRb5+XnQBIU3IR2Jsfud93H60E6suOwmjhg/tP0lzF6hl9yYSIsEwPScaRyKFi0XiGMvyVsl0ElI0ZOSxvu+MMOoDaPfqMItOrBwSTlO7NrDQQJQvfpP7FmI3vSQbxlpM2eh/cQxymAwnrP4Z8epBHVqdwUEzY3UzDx0d7Zg5uKVgXISvfXHkZZfgiXz5nN0iCY6kJSczDIhW/zHG+l5+v2Nv/waX/reS8jK1qmd2VjRMCJjol2ne7ILZuKL9/0Nz/zyC6g8VIH/1951QEdVdd396sxkJglJgCChIy1ICF0UfsEPBfyQngiKgKAsRFTABigo1UaRrnyKIAgSOv4iIDYUI4ggIk1CCiTUAKbPzGvfOvfNTCbJBBJABf//Lpdkzbx5c997e84995S9CxhTF3B/3BM49ksi0o7/ho49BkKSLb7TFCgFyMpVEOoQceR4GqLrN0BqymHsWLcSD8Q/ii2rl6Jdn2ElCDyv9vzCm9SBM+UEq7wmSYmyDGLM5RQNjmpVcPJ4OmxXJkIocUquec9437OjTjJOEyEJpEOhm0UCXhbqK3AUewsemSoiR58zoLu9S4hfPvIqTc5WLR/fbVqHek1jEVI/llXXmI3R5Ad+gTp1Y2HNzYRbkBFVnUIXpozA3znIUp04+KMv87F+6UQc+HFLQOtH81zz/njEPT6dTXn14pfQNW4Mpj7bHs0bW7Fy3EG0frIJOj80Ea3+py+++WwxOvx7GFuu68e29/3IqP3V2jQWQYaKPN4Ku2xBJP0YRQtmDOsLXlXRe9q8Mt8bRuFBvIkqKceTtIKnpK08v2qSOSOBblrGyjG45r1MAFInWZEc71VOciU6jCu9x74roKYbVcS48cOm1biz76MmHaxvQgYyvtuO25o0hZ5zEZIuIqKmWZx6M4zMjGR06jkSrT1+4IsDG5RIxfnmSc3ka2eha9xzeGdCDzSono9Fw3dg2dYKeHtVJTjCozB+5tf4bPVbbCc9+NmFePOFTqjpl0GhoHtsp844uO8nWFgM0UBkaCisssQqomcN64uekxfeDLfmqnO4qQBIFTZ7Pl2LVt3JoffIrKoqwu12FGScRO3oZggNDWXaJWWp8rjq1d/AAypViUZs625IeP9F7N25EXUatkb7zoPRuEUnfLFhHu7r9bTv2wigrLJ6xXEcTrMguqYLDQfUK3XJrhARiVYdH2Sfp/K0YEcQLpw9i/OXL8BRqyFyiWJYUE3BRY5DwoQnET/FrN6+2cdNBUCScd+zeS3a9Ir3AdCZfgIWzYnwilGQg8zq6bKWs/+VN59yxLQcvzL3O4RUiGTLprf2r1+vJvhkw28+q/jSoPo4svw4/jW6Fr6cnYrYYc0x+d2f2XTnvdYHZ9KPQ3U7WeblidEfYO7kPrAFFwo5UpuASXFpsMqYoCZt4JY0iLzMKsYTJj2F+FfJAv4/AANioLQlmFg7f9q0Dm16UWmVWQlScO4ULM58RNWoB91XJPlXQuvq33XswLclKqHpUz0HTsDGj6YwS3fmsg0vbx6L/bs2Yv/i/dhzxIY5Wzvj558PoWKVWuxLIiJrlvgyOneDpmYfSaBBZOdBTYlnkJrQzZDJ+pefRO9p124BaYnPt+ZA1CRIaiFH+NXvRPmPuKksIPHJ7928Dm27xaN+tWrQFAWhoRVLtPKV/zL//E9sS1jss3gT5++CI6SSzwrOHFUH385NYcssWbyoSgrajurAMic0yFp2jh92zZMkO0cus1OQkScBCa+MQp9pC8sdhyUGSI4jZXcXNqa8AItooFvVhaY025+U5rypAEgaa/vXJaBlqxaoVCv6ptjllhUVmqoi+aBZqnVH684YONJkVCBw9Rr0KgbWH4rXV1Rilq9EeMYwWKFqWYsdSpsTk5E2gM/WLEPctPJvQqjChiqKBNWJlRkvAbyKfrUWw010oRSQ+BMiDjcVACXeQOKa5WjRuhkq12xaTLOurFD4+4/Lz7qEM8lH2CakXedBLD88fugd+O3DQ2xygTYce3auwYalr6JWkzbXfQFbCIBTF7AOxlIHnwPZHYxc2UCzgn3oIGxDrdxLIM7Oy5yMlmezmTjOjuqRqOjKhKIEIT0yBh8V3A9FCoGs2MFxFCMuX9il+HxuGgBSkxOld84ePorG7e5CSGUvmU4ZI6LX/dhu3Alyz5+GTRPxyONv4fXn7sW4mV+xk08c3gK/LN7HtgZ9Z43AoFFmU9PRQ7uw5M3H2N/NH7r2pdh7BUm7tqN2p6KN8fSe2VhANLA8JJXDEPlt1MrKhIUYYkUBoqBAFa1QKtrAZWWC54JROUfHBYsTOhVYuoHgIAcy85xYWn0wktzNmNYckxy8xg3PXwBAntHZchLPxGsovRRWsQoiqt5m5m89GRaTINIjo3BVQZQbB5Y/40zu3Gyc/fEbjJu+Be9OH4D2nQdh88fTWfrNmZ+Dho0awG1UwPDxy7Fk3lPIOpeO0VM3+ZbsSo1bIKxuI9jCC2lLbsw8NUbS+qD8OfrpR5B2+jxkwQ2Beql5g8n0WiwyNKXAFC4yDNgdFfDHH2azmK4J7FkyLWDVgTy48VblN+DkwyHyWdc0xWsDILEkeIPJBjHcUkhABCda2KQrV6+GChGVWSc+qUL+Xxy/LpuNN6nm7wpj3NDGePHN7WyJ9h8rloxF8m+JcOZcRuP+I27Q7TOg6hqeVmYgRjBw8WIGA55ItZXUEwtqY6iLS2dTAc0NUZaYTiAlBBTKcBkcNNUU+iHecc3g4HLrEDQrFlR5DulB4ZC0koRIV5t8uQBIjJgcx6NKVA0ER1RmaRuNOtfItrOeXE+zMXFJe4Bn0h/+84a/Zl6gqzuw1I+NNcAB9irVcXuXOBxe+z6CK1TG2Olb2FGff7oAJ47+hJEvLMXMyX0QHtsGsiPkOm8gRQ11jMiehZaV7DidmgRRUCFQqpUBUGUE6moIEHV/W7isPFxrdpl84GFWqNkuwKWzNC2zgIoBRQciIiJx+vQZ9vc7UZOQL5i8N+UZDIBmLo4Uwc2Cgyo16zDSIJ04YQSBaaoRd8jVUmzl+eIbdSyVbqm8hqCsTCx/eyoTiw6vWw+dHn2SJeNvaJmCoSEq/wIabZ0CFaQoZCDxwelQZQ4qV1gs4L22c78k4oGuw9GwUVvPSwYoC9LosbGQqZHcbxBgazZpizqN2qBrtxFY8PYgpB1MRNPBYwLeKvphM/FszY1V08fDcLvBSRL6j5sOp2SD6FGF8n64s/g52iRvh24osFoEZi9IT1LmOciVeYQ9cCc4omElXnDSBPx0F/PrHF3bMpJ43VAhKQKy9v6K7GNZxOsOp4uALcBQNDh5A69XfxeSoZUrUcDFT11oygr+CVvsGwWyK55HN5AwaRSgFn2gnMhh8GvvII8r1Ge7nvlQWVKkmoXma19jKgEJBbfhlGpDxO3RqNquCyuNV3gBAjlZnntJoPIPubw/ugWq5iXjj4cnw9C91UWmi3I56SA6tX+YrSZL3hjkiykSAP2tqaNKddTtEgcLb8XOhPeQtv/HEpfVsmt31G73ABNmpLItqhh6MfUZNKxTGxmnkiGKRAzFQRI1hHWsh6BqHupeLwYM4NL2H+BQAKnbXf4peZMUSldwbu1u5OfyqFa9Nk4cSYJLN7C15mD8JMSWS9CIi5+26ObP11wBOVv/Mxs5qUkBCidZPxnipswGz0B4fa6AW1NR9YPxTOAlVFexwWIWAVD/L1m1Lv36w8Ub+HrlJ6jRpC1OHkwsEe+jmOCY0OP4sudsgDO5nb0uCrksBDQC3KkvN2PsNHNJPnok0c+Cmjdi3erpOP/HSXy19D3amJYY5In1njIHOimb6ypaSrtwd9JqBMukJKwwAOqigvqP3cs0jollorj2sjMtA+LBkxC7ea134dfQnaQaUWNfOk4kpoHTJCZclM+rmFNjBnTPtZXlB38LA5Ash4qECc+YkgOlqB0MfmMR8kzx7+setGunqBeLSBw6hN/3bPNsNMyl1TvI6mVnX8AXWxajT7+X2csEvo5qKuycihwYsFPhgFsDz9txcvhsUzrBM7JOJuHR3mMRHGLyYPuP7OxMTB1pkhoVJ730P44LCUW/F15nVnn4uecRketmmw0LL4KTgXqPdoDbqkFxRcAuZcDQQlAgGDBkFTZcgu4OgWvLD7B3aQ9NsoA3ctjyzBmkhhyOi1owIrhLyPjfH5Gdlg9dF5Cv2vFOvSk+/7+0G25K3+oQBQG3PADXvDzSU44f2MINfnUOcixyCU68a0EjWSkCMhUDVBVs+OGLj1mopShALrAAMIHn3XlPolvv0Zg7rhvqdR8Ee1gVdqjBuxg7vcaZWzWz9KzoTyTv0AEMe3qR79R7f/oMCfNGI6ZjH2RlnkHS/p1ITimdeIjjrXho8ixYVWB46ihYeHO3ywBodaFK//tx50PbMPzhthjZzwGFuusEA7amu3Fxf0/YxHPQN3wPo3trhMb8AteBRuC1cNhafYPsX+6GLeYAlP0xyPstBanfnmb7BVUBZtaeDVUM4NIZVMHE4dSpU+CdeabwEQH6Vl6CaSe6ZuJoGNQfEWC3TRcYP3k+VEFk7QI3cjQIqYEv1s/3AdCfkNIaXAGTF+zxWb7SNhJXmk/yZ59gwsxvMO7xGGhuJ/495DVsXfEGrOGVULvrQ9ixYAayT5ss/YFG7RYd0KZnf+YDjkl6FjLPQxQ0llfnJQUNnrgHq74OQud7ohAm/M6WYEezr/Dlqj5o1iAfklGAgrU/ICiuMyzNdsC9n1pHeRSgIjQxB9Vit+PMzw+A+3UPkndegKroUFQV0xrOA23HaIOWm5uD3PMX2PSY1EQAN+iWBiBdWFDORSyfMZHt1IssQUyuLAhxk2beSNz5zmWkpuFU0gEfAF8Z0QqN+g5l75MvJ8gW1O0SD1t4IQFneSZC5+gQNwopR3ez3XCte3sgtIaHpN2jRJ8w8RlPX3TRM1MnSZ+pCxioFMGNscdeBE8qBBaqG9RY+KXegObQHGEQDdLvIOtLcrTmhojTNFzengg+zw1H77vAcXZIcPv8aLLYlLfS4ISyJwVHfjpHaWPAJeAF+TEofGAizEDXf8sDkJrUT+3+Hns2rSj2FGyIe23mnxY6OrljM3LOZ2D6+wcw4anWaNhnSHnwVaZjT36/FTXaFWVi9X6QdrgC3Pj4lUJxHO97j0yeD4ViLB534RFxGaoc2Q1JEiCIOpNwjYy2whYRBrXABdkiMcEgCmcxP8+lITvlPAvvGhwHe6OKsFarCj7YbroKJFNb4ERe6ikkf59JGmHQVBF5EoeXuThwakSZro+B/VZdgiUNcLMIvqkHTC2cP3y0GOm/H8TDk96CItLNIglSkUnQegPjZb4zVznwwFLaOACPjV2K9SunoNa9JoH5XzGo7s/0Rjk4OQGZO79A4udr0G/aHCic1WzJJJCwLZMGi5GNEWlTILrdaDakBZJ2HweXmg2RlAQEIKJSRWT9cYGpadISzYDhoWCm5AL1IpN8LnXBkf6eqnFM8kt2i8jiOdRsGIGMfZmYg/uQJt3OajnLOm5ZADKibUPD6gkjWWyquC/EBFoo6T/mFegVI8Hf4Ho2b2yuUd/Hb0CmoqyPyzxO5Qysf2UkEz8MuKx5SMfjJy1m4RIS/HmK/w+a6U6cSD2KJgNiwFeoCvAaLh9Mw+XENFiJNF0ySwoMlhs2aX1pUKqVdRo7KbHKQVNEnBcL0HbofYDuxN73voPmDsZL/GCWKStPzOGWBaB543UkTH4eMmUF3O4i7KE2QUABb0HcxDeIsbvM2rflg8LfdTTqatoEAAAGEUlEQVSPw9vW4nDiTuiKy89amfMRZAccUTXQdcizLCtB8BH5bAy5uBD2y5lwiC5E3x0JIaYODEnC8aW7UDWmKizN60Ei40n9vhRgZGgkYT9TedQQORg2Ce6kYzj6bQqi29RC6nfpyC4QMFEZA5eUX26Xh4vu1tuIaXUXNCnIR0pdDgv6dz0B3/fSInz+94PYs+pDON2eHma2MPPoO3XRdQeg//YLLGUC5AEamhNfvfMaLl0qpDamw/tNnevrp2YfpyokhXq8L6KH+DUaJe0DLHmArCD6rmrIk1WEVq8N3WGFyssQdRU6763z81hZnYegOaFezAGfcRnHvzkFR7XayMhIxnh1DFSJtJGNAAD0oon+9d+ym39z9vAwQzBFOzx8wLdGYsRbDKByMuxwITcrpxgAOfSd+u4/GIA8DM0VEIByWARkD2E7VbGwB0//cZyZIzYUbHumBuTTh2lxgAVWxumtyk5UrhSEiCibr02XcsDUgXg6owDZaXngEATd4OCICMXg9Rew/ywHi2GHk2oGSAOQZHyLDDPAztESX8QNMtuAuYiIiFsDcVcwReSrMNkIl78F/IcDkH6Bmo4vZ08sYQHDwsKu3rZKcqu8Cln7AxufjwZ/OhUhFg2GkzgtciAaJgGmi5fZkmzQ97kFnImKwhNzU5CHcGhiPiPPvJ7BNtXeE7CKWd/ux3zV3GsVHd7qGfL8vR9mxVgBGs69mmemzpJpzgt/IxR7CjB9vx1FoQEPfCy5zZJM2U/uHwlAqvZhUn8ehXMm1GNoOJlynLGEHd6UUAKAXoWk0oBR3OJQTM+sbDaH//u0EJs6nIXDu5j6/0vZHy8aPEwHTGvE/1PeyiTmWjIU6OCa94zz4InMs4I9GzewL5M5Cc2694TKpBnMxL53UE3YbVF1sHXR676JPTJ5BvKFkiVJIlleAGspZ+s5ulZMa7SIe5RNIRCV7oaJowDNvCG1Y9uiZZ/+bA6BjqXznzt6HLvXvvePBKDMachIT4czJ8vM5jDWMWKoJ2IgIyAA7xk43LRYgTLgTC7Ngl1L5/qeR53Gd6B6K5K39fzcSRHe8yedZueSuZ4oA4fI26PRuP19JRqUmEGGGztXLYPhzANIp1gU0XEASdly4HjT4poIJ1FJN5zp6ShSkCpTU9C6T0wrxQMxPR+CUEp5POXy9q5d6UuADZ40Ewpvlhip/mqNHk6ZhAkjfOmyGne0Qpv+FLgNXC295mVTf5dGzTtaok2/oaXu7MnCXjj2K3atXnJL+4BkESRdYVIVp1KOgvxygRdK9WFZbSZn4NDmkhbw7kHPgKdqlVJ2kxQf/O7D+T4A1m7UDFFt2xVaLL+UmUFgXTLLNB0cEFmnIRp2vC8wSTqn49vlHwCufBPKHI97hpLhKTmoob7g/OmiAKQKhX2b17Cya7q+2F79fcLSxU9BRYsH1q/yvdyid39fF1bxwlWa/N7NawHF9NFadusB3hps/hjY/71W1txF7d24moUXaLTt0QeGFAxelmB12JmeiGQLhc1mY0FTuslnjx5G4pqiu2BARPz0RdA0ly+46o1rMYZVQygiX+UfqKZmb+/wf4hUhMDmHODB+mt3ELtU8Upwep8Ypyh+yXpjdI3RbJxOPsYsd4mmHo87U1pE4noB+P2yBUwvmOoG/vXIE8iXzPIw83EUxhd1zoJdy+cBbkrZAfcMGApYgwICUNAFxub/y9fbzEcqOdBhYGDyTcHQwKtKUQDSF/y8cbUZ+5GDEPtgDyZ8F2gwoGxeD6hOtizE9h7A6srY/AP4grJqYNemlez91nEDArBGeHwCjoNDM/Dl+hXsPHf2HghdoJ2b6eyyCgo/34IS3AXnzuD3xJ3FLCDQot8QCAGy9aZPUxgwJekHUoKiHRy5FyRyI4kSqwKXLDIDSlCQHYIss9ctdht0jTIEJogURQVPpUUe/5mUn4i/xnsf2HkVFwpysnA+4wwstMR5147SrFRAAic/jFynBbQ787Fj1Qfsp3b3kFHgPc+uOABpKbUbCrYuWcDuR4fBT0Ent6yUlZHu6vcfzmf9J91HjEaWR5e4OIYoW2NwAv4LhtZ+lSEkZcAAAAAASUVORK5CYII=data:image/png;base64,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:sprich _ mit _ Aussprache _ und Höhe _ Geschwindigkeit _
pt:fala _ na língua _ _ com tom _ e velocidade _
Hello, World!en-USالعربية=ar
Български=bg
বাংলা=bn
Català=ca
Català - Valencià=ca-VA
Česky=cs
Deutsch=de
Dansk=dk
Ελληνικά=el
English-American=en-US
English-British=en-GB
Esperanto=eo
Español=es
Eesti=et
Euskara=eu
suomi=fi
Français=fr
Galego=gl
Hrvatski=hr
Magyar=hu
Interlingua=ia
Bahasa Indonesia=id
Italiano=it
日本語=ja
にほんご=ja-HIRA
ಕನ್ನಡ=kn
한국어=ko
Malayalam=ml
Nederlands=nl
Norsk=no
Polski=pl
Português=pt
Português do Brasil=pt-BR
Român=ro
Русский=ru
Slovenščina=si
svenska=sv
Tamil=ta
Telagu=te
Türkçe=tr
Українська=ua
简体中文=zh-CN
繁體中文=zh-TW11de:sprich _ mit _ Aussprache _ und Höhe _ Geschwindigkeit _ und warte
pt:fala _ na língua _ _ com tom _ e velocidade _ , e espera
Hello, World!en-USالعربية=ar
Български=bg
বাংলা=bn
Català=ca
Català - Valencià=ca-VA
Česky=cs
Deutsch=de
Dansk=dk
Ελληνικά=el
English-American=en-US
English-British=en-GB
Esperanto=eo
Español=es
Eesti=et
Euskara=eu
suomi=fi
Français=fr
Galego=gl
Hrvatski=hr
Magyar=hu
Interlingua=ia
Bahasa Indonesia=id
Italiano=it
日本語=ja
にほんご=ja-HIRA
ಕನ್ನಡ=kn
한국어=ko
Malayalam=ml
Nederlands=nl
Norsk=no
Polski=pl
Português=pt
Português do Brasil=pt-BR
Român=ro
Русский=ru
Slovenščina=si
svenska=sv
Tamil=ta
Telagu=te
Türkçe=tr
Українська=ua
简体中文=zh-CN
繁體中文=zh-TW11de:animiere Setter _ Getter _ Delta _ über _ Sek. beschleunigt _
ca:modifica setter _ i getter _ amb delta _ en _ segons de forma _
pt:anima com modificador _ e inspector _ de _ em _ s de forma _
501de:Grad _
ca:graus de _ radians
pt:_ radianos em graus
0.5de:Fehler _
pt:assinala o erro _
de:gleite _ in _ Sek. beschleunigt: _
ca:llisca _ en _ segons de forma _
fr:glisser _ en _ sec. accélérer _
pt:desliza _ em _ s de forma _
501linearlinear
quadratic={
quadratic-in
quadratic-out
quadratic-in-out
}
cubic={
cubic-in
cubic-out
cubic-in-out
}
quart={
quart-in
quart-out
quart-in-out
}
sinusoidal={
sine-in
sine-out
sine-in-out
}
elasticde:animiere _ um _ in _ Sek. beschleunigt: _
ca:modifica _ amb _ en _ segons de forma _
pt:anima _ de _ em _ s de forma _
x positionx position
y position
direction
size
ghost effect
color effect
saturation effect
brightness effect
fisheye effect
whirl effect
pixelate effect
mosaic effect
negative effect
tempo
volume
balance501linearlinear
quadratic={
quadratic-in
quadratic-out
quadratic-in-out
}
cubic={
cubic-in
cubic-out
cubic-in-out
}
quart={
quart-in
quart-out
quart-in-out
}
sinusoidal={
sine-in
sine-out
sine-in-out
}
elasticy positiondirectionsizetempovolumebalance112de:Beschleunigung _
ca:de forma _
pt:a forma _
linearlinear
quadratic={
quadratic-in
quadratic-out
quadratic-in-out
}
cubic={
cubic-in
cubic-out
cubic-in-out
}
quart={
quart-in
quart-out
quart-in-out
}
sinusoidal={
sine-in
sine-out
sine-in-out
}
elasticquadratic-inquadratic-outquadratic-in-outcubic-incubic-outcubic-in-outquart-inquart-outquart-in-outsine-insine-outsine-in-outelasticunknown easing function ""de:für _ = _ bis _ _ in _ Sek. beschleunigt: _ _
ca:per _ = _ fins _ _ en _ segons de forma _ _
pt:para _ de _ a _ _ em _ s de forma _ _
01001linearlinear
quadratic={
quadratic-in
quadratic-out
quadratic-in-out
}
cubic={
cubic-in
cubic-out
cubic-in-out
}
quart={
quart-in
quart-out
quart-in-out
}
sinusoidal={
sine-in
sine-out
sine-in-out
}
elastic0