![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA1oAAATRCAIAAACuEHBcAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzde1wU56H/8Wm6iedsW7Fsm6As0TTKJc3FC6hoNFU0YkQUE4ICKuZmEQQNuRglBi0aEkVEJVSN90tijKAoUatgFQVh8ZI0CRdJY1w8cIxLwYY5Jzr9+ftjeqbT2WXBBRWWz/vlK6/duc8zQ/jyzPM885ObN28KAADcHr3c3S5erqUcgPbsHooAAACAOAgAAADiIAAAAIiDAAAAIA4CAACAOAgAAADiIAAAAJybjiIA7KizWApOHFdPcTcaH/nto3q9XplSXl7m7e3j8C5EUfzf//kfV4PhzpyRJElVVRdaeMCiKNZZLEYPj7bae6mpxNdvIPcVALQr1A4C9hScON7VxWWAr5/y73J19aTgoGqzWVnmg9Wr2jZx3la1NTUtP+A6i+VMqakN9/7cxGBuKgBob6gdBJrRp4+nunrM6OExbPhT4WGhh47md9AzGuDrx2UFACioHQRumavB4Onl1XGPv1u3blxEAICC2kGgbYiieOTwIUEQvHx8rFvmVZvN8lPXAb5+6rrG8vKywwc/+6aqShAEd6NR3a5OWUUz3QHqTbm5ddfMlSSp4MTxaw0NgiCMHhOoNIs8lp/3xefn5WPr6uIyYmSA9cnaPDZRFItPF11raFDPlSQpd3+OIAj7srMEQRg3Plin0zVbPsL/Nc2UF9AcBgCgTVA7CNyyOoulsqJCPaXUVDIpOMjdaPTy8dm1c8eihYnquelpqe+nLPXy8fHy8Zn3ekJ6Wqoy6/5f3//4E30f7t17gK/fb37zsHqDL82Y7m40DvD1y92fEzn5eUmSHDvaUlPJvNcTvHx85E3Nez1BkwWjIsO/+Pz8AF8/d6NxUnBQeXmZPKtPH0/l2Pr08bQ+2QG+fqdOFgSOGimKombutYYGLx+fUycL1EcuP6SWm2CqDyBy8vNNlY8gCB+sXqUUoPowAABt5iaApu3N2pOfd9R86ZLyb2/WnjEBI8yXLinL9OzxQERY6I0bN5QpYwJGKJ9NJcVJby9Qvt64cSMiLNRUUqxMkbep3mljY6Nv38fUG1y5YvnKFcsdOP7GxsYxASPUm0p6e4F6dytXLFd/bWxsjAgLtXNs5kuXNCebn3dUOTbL1auauZrT79njAc0Rak7Nunx69njAsXNHO2F90QG0NzwsBprxxefn5QepMnejMSvngHqgmSeHDd+8faf60ae6ZWHu/pzZ8XOVrzqdbt3GzZOCg+z0RFm/NjNz3YfqDcbPTQgcNfLlmdHyfpVHq02ZEDJJ2VTyuynqTb348kxlXUmSDubmqo9EfV425R09kpi0SL3BESMDsvd8Kn8uOHH8xVdmquf6+g20/6RbcwA6nW5VRubq9DT1WvFzE7gPAeD2IQ4CzXj2ueftD7znajCoA5DGpg0fvrM4WT1Fr9d7ennVWSxNjTX4TVVVzOx4zcTomNgjhw/JOc/VYGhh7+DtW7fYyVK1NTWCIMTFRKsn9vG090D2TKnJOokGjBqthMU35s1vednWWSzWnXJcDQZ1oQVPDOEmBADiINCB/fr++23GoFvdTn19/YM9eyqBstlqPIUkSXbS6pSIyOkzXrilI0lZltryvbdhoQEAbhO6kgC3V+S06eoxq5UsaOc1JAGjRsudcNU+2rF92PCnbnXvsXFz7Ixx7da9+0c7tms6qdjvszLA1+/rr75sKt2GPPvchQuVdrKvJue5GgyVFRWaPVabzZHTpnPnAABxEHASY8Y+M+/1BCXxSJIUFxOdmLRIWUCv158/d1a9yugxgZkZa9QpKj0tdUpEpJ1KvqaEhk1+b+kSpeevJEnqnsU6nS46JjZjdbo6ikVFhqvj2u5dH2s2mPjWPM2x7c/ZJ38eNNj/vaVLNHNXp6epw3GpqUS9wSkRkeoDkI9wzNhnuHMA4I75aVJSEqUANKWivKxHD/euLi52ljn4We7YcUFNTfnVr37905/+9NX42b/4xS+KTxfNf/P1+W8vfPyJvsrC/6nXf7j2j3/54vOG+voHe/a8995777333t+NGDk9Mvwf//jHdxe/nTM7po+n58zoGAeO/9577/UdOHDG1Eh5U6/GzxZF0W/gQG+ff46M6O3jc/jgZ1mf7r5+/Xrx6aKlf1j84aYt//l/z4LvvffePx/LLyk+3VBff//99/+nXn/vvfc+My4oPCxU3uAHa1a5uroqx6Y58uRF7/zv//7vkpT377nnn395enp6xfx+psVyVafT9XB3FwShb79+FeXl815PaKp8rIsXHcvKFcvnJLxGOQDt2U9u3rxJKQBNkWv17FfLiaKoaUtnc4pcZ+bWvbvNrckPlNVzJUmSu3ro9Xo7T5ZbeBbyplwNhvvuu8/6jOosFrkG0ebhyXNbfmwtmauZZad8rAsTHUsvd7eLl2spB4A4CAAgDgJop2g7CAAAQBwEAAAAcRAAAADEQQAA2tLJ0yYKAWjn6EoCAADQqVE7CAAAQBwEAAAAcRAAAADEQQAAABAHAQAAQBwEAKD1tmzaSCEAxEEAQOd1ppRxBwHiIAAAAIiDAAAAIA4CAACAOAh0TJIkRU5+nnIAABAHgU5qyeKkF1+ZSTkAAJyPjiIAmnUsP89isYwYGSAIQrXZ3FRPyQkhk5TPpaaSy9XV8udhw59yNRjUS6rnyrq6uDzxRF/NYpIkFZw4fq2hQf46ekygXq/X7FQUxSOHD8mf3Y3Gvv3663Q69RbOnzvr6zdQs1a12exqMFhvTW1fdpZmipePj7e3j3ojer1ec8yy8vKyBx/saX/7NtVZLAUnjmsm2jzxfdlZ6gIHADiM2kGgGZIkvbd0yYr01fJXt+7dB/j6yf927/q4q4uL/HnY8KeUVdLTUnP358jT3Y3GuJjoUlOJeptbN29SVpT/XWtoCA8LFUVRvd+oyPBL332nbGdScFCdxaIJT5OCg9yNRnmZr7788tX42eoFamtqnpsYXG02a07qTKlJsylru3d9rD5CLx+fXTt3xMVEqzeyOj3N5rpzYmOa3b5NBSeO19fXq/c7wNfPOgtWm83xsbMc2wXusJBnn6MQgPbuJgC79mbt2Zu1x+aszRs3mC9dsl5+5Yrl6ik3btwYEzCisbFRmTJ71u+tV8zPO6peMSIs1FRSrF7AcvWqb9/HlK+NjY1jAkZYrl5VL7NyxfL8vKPKV/OlS759HxsTMML6IK0PQGP2rN9bT0x6e4FyVHuz9vTs8cCNGzc0y5SVfd2zxwPNbr+p0m7JiitXLE96e8HmjRu4PwGg9agdBJqRmbFm3Phgm7O6detmPTF5cVLM7Hj1FJ1Ol/xuyvq1mfZ3NGJkwDdVVfJnuZpQ85DX1WCInDZdqepbvzbzzfkLNM9qX54Z/d7SJeop/kOGTomItH7y65gXX56pfsz95LDh58+d1Sxz+OBnTw4b7tj2rbdms752+9YtCxYmrVm1kvsTAFqPOAjYU2exeHp5qVvjNbt80Phg6+X79ut/MDdXkiQ766qfFBefLrLZcyV+boLRw0P+vH3rFrk5o5per/cfMkTzdDhi6rTMjDVt8mh1z6efdHVx+Vc6fGXmytTlmqx2MDc3NGyyY9u3WCy1tTXpaalxMdHWD9mVyBgbN0en00VOm15eXsZdCgDEQeA2uvL9lYBRo1u+fMGJ43379beertPppkRE1tbU2Fl3/dpMpZVV9p5P+/TxtJ87/YcMtTkrLDxC09lFp9OtXJORtDCxNUUhSdK+7CxTcbE6g8oHqQ6yBSeOT4mIbM2OcvfnjBn7zKqMzJRlqadOFkROfl4To1emLh8fPEEQhDFjnzl88DPuUgBoJXoWA/ZUlJW5G41tsinNk+ULFyrVn0/8+diB/Tmmcwkt3Jo6gWn8/Gc/t57o7e1jMBiO5edZVyg2pajwlLrjSM7e7F/ff//ho8c0i734yszi00XKZjesW7tu42als/OtSlqcrDz+1uv18XMTSk0lSxYnvbM4WX3i8jLe3j5zYmNiZse3vPoWAEAcBG6Zm1v327HZLz4/r4wgIwjCiy/PVBLPbbJgYVJQ4NODBvu3cPwX/yFDV2X8q71jyrLU4tNF4WGhBw79SR2/Bg32nxQcJMdB+Xm0ZvuiKD7S5zd2djT3tdfj5/4zB1sPW+PrNzDxrXnK1927Pp6T8Jrydey4cTZH0gEAEAeBNvND4w8tX9jLx6e4qMjmrN27Ph49JlD5+uxzzyutAK093Lu3/f26de9eWVFhc9aZUpO6ed+/ftp1uuR3U+a9nqAOeS2n1+tHjAy41tBQcOK4uopRr9d7ennVWSyuBsP+nH3qrKYscPFybWsugaeXV7XZLBfXmlUrvby8ldRYZ7HU/+1vxMH2rLy8TD1cJYB2iLaDgD3uRmNF2S10Vujdu4/N56TyI86WD8s8ZuwzNmNlncUib0qn0/3qV7+y+cg4M2ONehBENTk2tab7hTxEombitKgZ+3P2CYLw0Y7tNptOtp5cdOXlZUHjg1OWpb4xb778L2VZalFhoZ1H57jrPli9ikIAiINAB+bm1t3+0CeaOjydTudqMFgP+7wsZal1tZn9WPnRju2aLhSSJIWHhSpf5yS89soLUZpljuXnjR03zk5bupRlqXNiY+rr6x0rkLyjR6yrHvv2679m1cry8jL7u25WtdmcnpaqmShJUmVFhVwduGvnjrDwCKOHh/pfdExs8eki7lUAIA4Ct4XRw6OosNDOADHWdYdJi5NfmjFdnQjT01K7/fKXt/RAU36wGxUZrtR7yS8pSX43Rali9PUb6DdoUFRkuHJ4dRbLe0uXvDwz2s6W9Xp9dEzsO4nzHSiN8vKyI4cPWVc9ymO+TJ0S9uxzz7eytA/m5qqLThTFqMjwlWsy5BIoKiy0fuw4ekzghnVruVcBwGG0HQSacaudFVwNhp27doeHhU6JiOzWrVtmxpopEZHTZ7xwq/v19RuYmLToqaGDY+PmyNtJfjdFcxjxcxP2ZWdFRYaHhk2+ePHbg7m5O3ftbvaR9ISQSbt3fdzsAVRWVKgHr96962NXg2FVRqbN+r8xY585mJtrpzVkC+3ctXt1elpRYWF0TGze0SN1Fkti0iI5AhacOB4dE2sz4MrB0YFXJAMABEH4yc2bNykFwA5RFCcFBx06mm89S66WsxmPJEmSRxnU6/XWvWVbnl2U7bgaDE2tojQodOve3fpgbO7LzpFbb1ZJXZoT0WxEvSNJklrz1FgUxTqLRbNHO9skC7ZncTHRjvVeAkAcBNqRLZs21tf/TRkMBQBxEHAmtB0Emjd9xgvfVFUdy8+jKAAAxEGgk1qRvvq9pUsoBwAAcRDopHQ6nc3mgwAU6rca2lFnsSxq3Ru0ARAHAQAdmCiKFouFcgCIgwAAACAOAgAAgDgIAAAA4iAAAACIgwAAACAOAgAAgDgIAB3DN1VVCXPi5Nc3A0AHpaMIADRFFMW6fx8fzujhoVlGkiSdzsb/SeSEZHOWfdVms83prgaDXq9vb0W07o8f7Nn9Sd6RP+UePupuNHLPACAOAnAq815PCBg1Wvl6/tzZA/tzIqdNj5+boES391OWrsrItF53x7at3bp1mxAy6Zb2KEnSmVKT9fS8o0cCRo2+1a3dAe8tXzFw8OCE+Lhh/gN37cn2GziI2wYAcRCAU1EnsAkhk95ZnLxoYWKpqcTXb6A8MWdvdsqyVOt6u492bI+Oib3l/yXpdDYzX2bGmpRlqe2ziJ597vnBg4cM8x8YGjJhzquvzUl4jdsGQMdC20EAt2Z2/Nzc/TnK11/ff/+Rw4c0y5SXl1ksV9tqj6WmkrHjxrXDJ8UKd6OxrOrbbt26rVyxfEros9wkAIiDAJzZf/znf6pfOBsbNyczY41mmcMHP4uNm9NWe1yZuvzlmdHtvFi6dOlSfPZz/yFDiwpP9f2t95Ur/82tAoA4CMA5LUtZOi1qhvK1W7du/kOGlJeXqZc5mJurbnTYGtVmc/vsRGIzEX60e8+0qBn19fWDB/T7pqqKuwVAh0DbQQD27MvOUj7X19d/tGP7lIhIpeGgLCw84vDBz7y9feSv8rPdtjqA91OWvjFvfgcqscVL3h0y9MlZM18ePWL4H5a+GzF1OncRAOIggA5sgK+f8vnChUr/IUOOHD4UMXWaegQZb2+fqVPCYmbHyxNz9+e8+PJMzXbqLBZRFJWvtbU1l6urla/uRqMmYipr1Vks1qPbtHOBz4w7cuzEM08HLJj35tkzZ1JXruJGAkAcBNBRqaOY0cNjxMiAfdlZuftzNP1/Y+PmnD931tdvoCRJRYWF7yxO1gwf+Ne/fqPOf4quLi59+ng29Sx429bNHbSj7sO9e39RVjly+NA9uz/5+quv9h74rEuXLs59q2iGqARAHATgtMaND341frYmDoaGTX7lhajtH39ScOL4lIhI67V8/QbarP+zQxTFg7m5yhiHHU6XLl2Onzo9dUpYUeGp/o89cuxk4f33P+DEN4a69hdAx0JXEgBtQK7eq7NYNqxbGxo2uU22uX5tZvK7KR37D26d7qPde5akvNfY2DjEb8CJPx/jVgFAHATQ4eXuz7HZa3hOwmur09OUaNhKkiQdzM3t26+/E5RYxNTpW3d8JAjCtIgp6/74AbcQgHb3tytFAMAOdRPAHxp/2LVzx4XKys3bd1ov2bdf/+cmBm/atqOtQmd0TKwDrzxun4b/bsTxU6cnjn9m6R8WF506tX7TFqc5NQDEQQDObFrUDM0bhMPCI5QBZQRBcDUYlK7HOp3u0705j/z2UetZDnA3Gp2jalB9RkWms6EhE47l5/k+8Wjx2c+dvnMJAOIggA6v2f4fer1e/WhYvbBmlgO7dsL/4ep02ftz301evDbzg0e9ev/5ZJG70chtBuCuo+0gANxRbyUu/GDdhzdv3hw6yPez3AMUCADiIAB0Os+MCzqc9+ef/exns155acG8NykQAMRBAOh0Hu7d++xfvu7eo8eObVsCA0b8+OOPlAkA4iAAdC5dunQpKCoZMTKgvLzsd0/6f1NVRZkAIA4CQOei0+k2bdvxh6UpNf/1X6NHDGecagDEQQDojKZOjzpw6Mg999zDONUAiIMA4PxKTSXWr/d99LHHjp863a1bt6V/WBz9ykuSJDnN+dp8hw0A4iAAdF4//8UvJgUH1VksmunuRmPx2c/79R9wMPeAv19/y9WrznG+E0ImcdGBdo5hqAF76iyWghPH1VNGjwnUjK5cbTYbPTwc3oUkSdcaGlwNhlYeanl5WUVZmfK1q4vLoMH+bfL64DvPsTLRlIDNi3UsP+9aQ4O6lIYNf8rm++KqzeYzpSb55SiaBcrLy2r+67/69PFUprgaDNZFLR+Pu9GoGVLb29sn+d2UpIWJqzIyNat06dIle3/ugnlv7ti2xa/f40eOnXi4d29+DAHcbtQOAvYUnDh+8eK36imTgoPiYqLVVTvvpyxtzS5qa2o0idMxH6xepf56raFhUnDQlk0bO2KxO1YmH6xepblYr7wQFRcTrX7wOmNqhHqBS999FxT4tHUppaelvjRjuiAIX335ZVDg06WmEs2OrjU0nCk1yf/2fPrJkcOH1AuIohg4auSunTsEQTh1siBw1EhNXaCv38DKigrrCkLZkpT3UtNXCYIQ8NSTez79hB9DALfdTQBN25u1x3zpkmai+dKlpLcXKF9nz/p9a3ZhvnRpb9ae1h+qzcNIenuBqaS4wxW7Y2Uye9bvrS/W3qw96k317PGAzRXLyr5WvubnHVVf3xs3bvj2fUy9/JiAEfaPRFPs5kuXIsJCNcuYSopXrlhuZyPVZnPvnsaePR6IigzvKFethT8LLV8SwJ1B7SBwy4weHkWFhR3iUF98eWbu/pzOfLHGjQ/OO3rE/jKzZsepnzK/kTB3wcIk5atOpzOd+0K9/K9+9Ss7W6uzWC5UVqofEBs9PPp4elabzZoKwoO5udZ9ShTuRuOXFVXdunU7lp/37ITxHWKcanqNAB0UbQcBR3h6eWmmiKIoP/uz2YyszmKRf/Fr5labzRcuVF68+G212ayZZX+DLfRD4w+aKZIk1dbU2NysMqvZs7DZVlKZ69a9+/Xr1++77z65yZ0kSdevX9fr9XIe0uv1SqNAZY/qiU1t02YLv+b/H3eLa4mi6D9kqJ216iwWV4NBuTrWR/755+dDwyZr1urbr/+FC5WacpsSEfn1V19qWhaqdenSpfTzL1+eMf1Yfl7/xx75U/5xd6ORnz4AbY7aQeCWSZJUWVGhnlJqKpkUHJR39MiZUtOk4KDy8n/r0JCelpq0MFFuZzYpOEjdEO1MqemLz89/U1V1ptSkbklWXl721NDB8gZfeSEqPS3VsUP9YPWqF1+eqT7OoMCnbW622mxWZuUdPfLKC1HqFnWSJEVOfl4+iz2ffqJpDCdJUlxMtDI3KPDpZSlLlWRZW1Nz6LPcyMnPb1i/9kyp6fPPzyu56slBfvIekxYmahr5qcst7+iRoMCnm2ppZ1+12WxorktKctI7A3z9lKMa4OsnimJ6WmpcTHR6WqqmVk8UxZy92a+8ECVf0NXpaX79Hlcf24k/H1O2phjg63fpu+80Ewf5+586WdBsnN20bcf8txc2NjY+NXTwoc9yO9zPi2MXDsAdxfNy4JbaDpaVfR0RFqpujubb97GIsNAbN24o7aLUbcLk5dUN0SLCQtUt1azbyTU2No4JGGG5erWpxm1NtZzT/BsTMGLzxg2aFmzKcWqauCW9vUCzC3ULuYiwUHVjOMvVq+q5s2f9Xn3KlqtXffs+ppSb+dKlqeGT8/OOqjd+48YNzTmuXLFcabFnvnTJt+9j6m2aSorV59LCtoOmkuKIsFD1xJ49HrAuJXX5783ak/T2gjEBI+TzlbegOXdNc0y5NBobG+004rTZWk4uhBbeisVFRQ8Zu/fs8cCr8bM7VotP6xOn7SDQ3hAHgWbiYM8eDyj/5IyiyRy+fR9TooD177+IsFDN3MbGRnVAtP4lujdrjyY8yQGxJWFI/pf09gLr8LRyxXJN4GtsbFQOdW/WHs0qymGrF1PvTg5zNjONOkZfvPitv19/zQL5eUftdBaxTq43btxoNkDMnvV79cXq2eMB64vVs8cDSinNnvV7TTnLR+7b9zF1TrVOrjbvE2VTLY+DN5vo2tKUarPZt+9jPXs8MDHoGXXhEAcBtBJtB4FmnDxtsj+soP+QoU217VOal6knyl/lJmg218o7emRF+mrNKp5eXnZWkSnH+fq8+U8NHRwxdZq6Ddw3VVWawWjkh5jyh3HjgzNWp/v1ezxofPDw341Qj1lYZ7Hk7M3O2ZstCELwxBB5YlHhKeVZ8JSISDtH9fdrfx81+mnNxOw9n6Yss/cEPDRssvrgW9gEsNmLpS6lpMXJ4WGhI0YGaBaInDZdXc46ne7N+Qs+//y89ZLqYtywfq28gMFgsHmlWj+CoLvRWGQ6O3rEU+fOnvF94tGC0yW/+EVXfkIBtB5xELi9bAY4xwadFkWxhSvq9frEhUk7tm2dPuMF9fQV6aubylU6nS5+bkL83AR5+OVJwUHRMbHK+yTS13zg8LslunXrZt2WThCE++67765fmikRkfuys9SnZrOvRp8+nmdKTfa3Zvm/FnLDfzfCOjteuFDZq9dDmlUkSfL2eeTW/pet0x0rODU3LjZ7z6ePeXseOHTk0cce46cMQCvRlQS4vYGjsqJCM5iIKIqVFRV2gt0AX7/z585ar3JL7z4ZNz74ox3b1bt+uHfvqqoLza5o9PCYEDLp0NH85MVJSri0M1aLq8GgGYS5JQJGjW4PI+BETJ2WmbFGXUqP/PZR65M9U2rq6uIif9YMSa2kvZBnn5M/P/FE3xN/PqZZ4NJ331ln4qqqC2PHjXPgsNNWrflg3YeCIAQFjt6xbQs/aACIg0C7lvxuyrzXE5SvkiS98kLUyjUZyhS9Xq8Jf6FhkxPfmqfuZrssZemb8xfc0n51Ot3KNRnqXT/73PPJSe+oN5uelrpoYaL8edHCRE0XWoPhV0rgq7NY1DGozmIJHDVSOX5Xg0E9V5Kk3bs+bjatZmasUfc5LTWVKAdzx8gPgpep3iuj1+utTzYzY82gwf7y11MnCzQ9x+sslveWLlEWcDUYLlRWqgtTFMU1q1a6de+u2XtxUdHQJ4c5duTPjAs6VVx67733Lpj3ZvQrL/GDBoA4CLRfvn4DH+7dWx6vpNpsjooMn5Pwmre3j7KAq8FQVFhYaipRspFer09+NyUqMry8vKzabF60MLHbL39pp+FaU+S9KNnF6OExJ+G1oMCnlc2aiouV8ZbDwiNemjG91FRSbTaXl5ctWpjoP2SIsqnN23euTF2+Lzur2mwuNZWEh4Xu3LVbmbsiffXK1OVbNm2U5wYFPt3CtBoeFiofzJZNG1emLlcP/nzHjBgZoElv8snKl2xfdpZ8skpLyqnToubExigX1HoBQRBSlqW+NGP6sfw8uUAmBQdt+2iX9WP6NatW9u3X3+EjdzcaT5ee69at28HcA379HrczTvWVK/+9cMFb/DACaBK9aQA7ysq+1vQLtmbdO9Vmf1V5WBOb48U0NjYmvb1A/WI0edfyKi18y5z1TuUta7rWWq5eTXp7gc3NykPkzJ71e+tBZ+QOtvJZrFyx3GaZqOeqy03+2lRfVPlgrIfasV7F5glqFmi2v63N98JZrl7VlNKNGzfy847KXY9tbtNUUixfnb1Ze2wu0NjYaL+4mn1JXQvduHEjKjK8Z48HPB96sNpstrnMYN9+PXs88MnHH9GzGIBNP7l58yaZGADusMBRI7NyDjj8vhmNlanLV65Yfs8996z547pnxgWpZ/0h6Z0N69cKgtClS5dzX5a11R6tyZ2QrLscSZKkqRmtNpvfT1m6KiOT2wBoJ3hYDAB3WqmpZOy4cW2YzOYkvPbH9RvuueeeWa+89G7yYmX6oc9y5SwoCMKvfv1rdVvSO8axtwsCIA4CgHPkIuIAACAASURBVDNnwehXXnp5ZnTbbjbwmXHHT53u2tVlbeYHYc+F/Pjjj5arV2OjZ6qXydmbrekHAwDEQQC4C4pMZ2/HQ1t3o9F0/ovfPPxwcVHRk4P9xowaoe5IfvX77wVB0PQuBwDiIADcab5+A2/f89MuXbrknzgVNiX8+ytX5PynkLsenyw4UXDiOFcBAHEQAJzZjJdetjP3jYS56hEfAYA4CABORRTFwIARdhb4/sqV1elpFBQA4iAAOCFJkiYFBzW72KYNH96xPiV3/mUzAIiDANB57di2tbzs65YsOSc2RvM27dvEwoNpgDgIALgzysvL3kmc39KFy75ev5aBoAEIgiDwVhIAcBKLFiZu2vDhLa1y9ouvXA0G5Wsvd7eOcrIXL9dyxQHiIABAq9RUkrs/p+WhMHhiyIr01crAN73c3do8ZsXFRLf5++hux3ECnRkPiwHAefj6DXxncXLVd9Wf7s15ctjwZpfP2ZvNMIQAiIMA4Gx0Op2v38DtH3/y9YW/btq2w9vnETsLv5Ew9870KQFAHAQA3Gl6vX7EyIBDR/PPfvHVouSlNnPh91euvPJCFGUFEAcBAM7M1WCYPuOFQ0fzD+Udm/HiS5q5JwtOVJvNlBJAHAQAOD9vbx+lcaE6Fz7z9ChJkigfgDgIAOgU5MaF7yxOlhsXPjls+LVrDbs+2kHJAMRBAEDnIjculDudjH0miAIBOumfiBQBAECv1+v1esoB6JyoHQQAACAOAgAAgDgIAAAA4iAAAACIgwAAACAOAgAAgDgIAAAA4iAAAACIgwAAACAOAgAAgDgIAAAA4iAAAACIgwAAACAOAgAAgDgIAAAA4iAAAACIgwAAACAOAgAAgDgIAAAA4iAAAACIgwAAACAOAgAAgDgIAAAA4iAAAACIgwAAACAOAgCcncFgoBCAdu4nN2/epBQAAIIg9HJ3u3i5luMEOhtqBwEAAIiDAAAAIA4CAACAOAgAAADiIAAAAIiDAAC0niRJFAJAHAQAdF6vxs+mEADiIAAAAIiDAAAAIA4CAACAOAgAAADiIAAAAIiDAAAAIA4CAACAOAgAcFJJi5MpBIA4CADovFwNBgoBaOd0FAEAQNHL3Y1CADqbn9y8eZNSAAC0MkRevFx7Z9YC0OZ4WAwAAEAcBAAAAHEQAAAAxEEAANrSlk0bKQSAOAgA6LzOlJooBIA4CAAAAOIgAAAAiIMAAAAgDgIAAIA4CAAAAOIgAAAAiIMAAAAgDgIAAIA4CAAAAOIgAAAAiIMAAAAgDgIAAOAO+MnNmzcpBQBAa/Ryd3NsxUXJS7t16yZ/7uriMmJkgCAIoijOez0hYNRozcLKAoIgLFqY2Ouh3yjrKsaND9bpdE0toNlCt1/+slevh+xswf4C6WmpgiBYLzB6TKBerxcEoby8bNfOHX379dcsMGz4U64GgyAI+7KzLl781noLXj4+3t4+LdlCeXnZB6tXWZeVsoU6i6XgxHGbswCFjiIAALTSxcu1NqfXWSxJCxNXZWQ2NVcURflzbW3N3//+d/mzXq9/Y958zcIXLlSqv86On6usq2zhcnW1nQVav4UfGn+oKCtTvk6dFmVzgfvuu0/++uCDPV98eaadLYweE1hnsWjO9EypSfncu3cf+1vo3buPdVmptwC0BLWDAIDbpdpsfj9laVNxEEA7QdtBAMBtVFR4ikIAiIMAgM7r+ytXKASAOAgA6KR+aPyBQgCIgwCAzkvd6QEAcRAA0ElJkkQhAMRBAEDnVVtTQyEAxEEAAAAQBwEAnUze0SMUAkAcBAAAAHEQANCJ1dZ2iraDjY2NG9av5XKDOAgAgJb6RcBO7L2lyUv/sJjLDeIgAAD/UllR0XlOdm9W1j/+8Y9vqqq47iAOAgDwT+VlX3eSM62pqbl2rUEQhBXL3uO6gzgIAMA/BU8M6SRnunPbVvnD0SN/4rqDOAgAwL/pDMPNbNm0Uf7w448/8rwYxEEAAP7l1/ff7/TnWG02//3v15SvPC8GcRAAgH+GJEEQ/IcMdfoz/eMHGTdv3lS+8rwYxEEAAP7p4d69O8NpfrRjm/rrjz/+2EnG1gFxEACAZvTq9ZDg7MPNVJvN//jHPzQTd3/yMVcfxEEAAP7JuYebeXv+POuJmzd8yHUHcRAA0NlduFApf3hy2HAnPs3jfz5mPbG+vt5y9Sr3AIiDAIBO7VpDg/zB1WBw1nOsNpv/3//7fzZnbdu6mXsAxEEAQGc3wNdvRfpqJz7Bt954ralZPC8GcRAAAEEQBJ1OJwhCncXilGd3suBEU7Pq6+vpXwziIACgU6uvr5c/GAwGURSd7wS/+vIv6uEGrW3dvJHbAMRBAEDndabUJH/o26+/U55g0tuJ9hc4cfw4twGIgwCATs2JO5Go825Tyr7+6sqV/+Y2AHEQANB56fV6+cMPjT842amdOlnQVJ9itZ3btnEbgDgIAIBQUVbmZGe0LOXdlixG80EQBwEAnVdR4SlBEBYtTHQ3Gp3v7P7yxectWayuro7nxSAOAgA6NYvF4ubW3clOylRSbP2e4qZs37KF2wDEQQBAZ+Q/ZKizntr+fXtbvnB21qfcDGjndBQBAOB2O3/u7ISQSU5zOouXvLt4ibbt4L7srPjYWRcv13K50eFQOwgAaHuSJKm/Wpz0rSQAcRAAANtqa2qUz0YPDwoEIA4CADqdAb5+FAJAHAQAdF7dunWjEADiIACgs5s1O04QhJy92RQFQBwEAHQiyvt8vb19BEHw9nmEMgGIgwCAzqWri4vy2dPLiwIBiIMAgM6lTx9PCgEgDgIA8E+iKFIIAHEQANBZXLz4rWZKHSNRA8RBAEDn8U1VlforYxACxEEAQKcjv4yk1FQiMAYhQBwEAHRaWzdvohAA4iAAAMKFC5UUAkAcBAB0FprXkHR1cbnW0ECxAMRBAEBnoXkNCWMQAsRBAEDnwmtIAOIgAAD/pr6+nkIAiIMAgE7B5gtIzpSaKBmAOAgA6BSsX0Di1r07xQIQBwEAnUjAqNHqrzqdjjIBiIMAAAAgDgIAOoEfGn+wnlhUeIqSAYiDAIBOoaKszHri91euUDIAcRAA0Fm4G42aKcETQygWgDgIAOgs3NzoSgwQBwEAAEAcBAB0QufPnbU5vdpspnAA4iAAwPlZLBa9Xq+Z+HDv3pQMQBwEAHQWrgaDZkqvXg9RLABxEAAAAMRBAICzs35nsay2tobCAYiDAADnd7LghM3pl6urKRyAOAgAcH5PDhtuPXGArx8lAxAHAQCdgnU/EgDEQQAAALRTOooAANCGmupHIghC3tEjE0ImUUR3THl52QerV6mnBIwarbkEdRZLwYnjeUePGAyGceODff0Gts9z2ZedlXf0iPLVYDAM/92IQYP9lREuLVevfpZ7YOr0KJv35JXvr3h7+9zqThctTLTYup9nzY67pa1ZH/y48cF9+/XX6f4Zw0RRnPd6gnqVh3v3HjP2Geu9lJeXFRcVnSk12VzA+oBTlqVqBgEtNZXk7s+xWCwBo0YPG/6UXJdPHAQAtCVRFA22HhZbD0yN262irCzk2ef69PFUpmie44uiGB4W+ub8BW/Mm/9D4w+7du746ssvp894oR2eS97RI2/Mm6+ecuFC5SsvRKUsSzV6eAiC8EPjD5kZq23GwdXpaX379XcgDs6OnyuKombiSzOmP/hgz1YefN7RI4lvzcvKOSD/XNRZLA/37v3sc88rC8iXo9dDv1FfDjlWTouaETBq9A+NP3ywelXIs8+NGBmgpN4LlZUpy1Lt/Nylp6XW/+1vL748Uy7A8LDQnbt2uxoMxEEAQBvr26+/9UQaFN559fX1A3z95LRk07KUpSvXZCg56Z3FyZGTnx/k7+9AcroDNCdi9PDo3qPHhvVr31mcLAjCT+/56RN9+5WXl2kOXpKkTRs+TF/zgQN7dDUYNPdttdns6eXlwN82moOfPuOF3z766O5dHytpr1evhzTLvLM4OXDUyNCwyfLuRFHMzFhz4NCflDrFlGWpu3d9rA73oWGT7Vzu8vIyU3Hx9o8/UQ6pTx/P8LDQQ0fzaTsIAIBzOlNqsr/Agf05mvCUmLTo8MHPOsoJenv7qJ+NPv5EX+uDLzhx3GZXd8dsWL9WU8/nMDe37s1eIE8vL6X1RfHpouiYWCULCoKg1+vVdYdnSk1dXVzsbG3Xzh2aukOjh4e8C+IgAKAt2Rlr2k6zQty+yxEXEy3/KzWVSJKkzBJF0X/IUOuAdTA3t9nNlppK5G0uWphYXl6mnrVl00ZJkrZs2igvkJ6WKu90X3aWMkVzJyxamOjYvVFeXqZumdCjR4/tW7eoz1EQhA3r1s5JeK1NClMUxaLCQjvVb7fK0FyVeWVFhVI9ea2hwd1oFASh2myuNputn2LX19dfa2hIT0uVy3lfdpZmmQP7c6wPPmDU6CvfX+FhMQCgLdkZa7qp4alxm1RWVJw6WSB3JhBFcf3azJWpy5VnhXUWi83BID29vERRtPM8tNRUsjJ1+bqNm/V6fZ3FEhcTPSfhNaUPypHDh44cPvTiKzMjpk7T6XT7srN2bNtaX/834f+6NZSaSlanp8lPeOXD2LThw+G/G6G0gWsh+TA01V2xcXPOnzurHEydxeJqMLi5dW+TIdDXr81Mfjelra7OhvVrx40PthM9l6UsHTtunPpCfPXll4lvzfMfMqRvv/67d33sN2hQ/Nx/dUCR6xqnRc2In5sgimLx6aJJwUFy00C5KKzTvyAI7kZjRVkZcRAA0Ma8fGy3PGvDZ3ZoCaWngiAIer0+fm5Celrqsfw8JXh169bN5op1FktTcVAUxcS35ikt2FwNhnUbNy9LWaoksJMFJzZt26HsYtz44N49jXNfe10JLr5+AxPfmqds0NVgOPvFVy1pWtrL3U0zZe5rr2uqu8YHT0hamKgczLatm6dFzWiTwpQk6WBubszseMdW35edpf4qhzl1P+742FnxsbOUr94+jyS/m6Jphrtm1crDR4/JZTUhZNKihYn7srOUruLqTsR6vX7EyIA+fTzjYqLlPwBEUQwYNdr6wOSszMNiAEAb+/nPfm5zOr1J7jDrSDd1WlT2nk8dWFFhswWbUtUnU9fz6XS64IkhmhTl6eXlwI1x8XKt+t/J0yZTcXGpqUSzqcqKCuUh6cHcXOuOTelpqb3c3Zr6l56WanPvBSeOa068NVZlZKor9gRBSF/zgXxeVd9Ve/s8kpVzwNdvoGZ3iQuT1GW1YGFS8uIkO1dNzspKaZw/d9b6SH5o/EFgGGoAADoPV4MhZ2+2kh5s5gN1ezVr1xoaHHjfYFulKE3WWZWRmbs/RzP9zfkLik8XCYJQaioZO26c9a7j5yZokqX6nyalKd5bumT0mECHj3ZCyCT1PzslrNPp3py/YFnKUutZmpLX6XRB44PtN7scPSZQXsDo4XHAqqwEQagoK3M3GomDAIC2pB5u1xq9Se4uSZK8fR5RouGFykrrC+Q/ZIj9jdjpLSQIgrL9O5NurYeJHjTYf8O6tYIg5O7PUY/k1xpysrxjY2eOGBlgsViqzWbNdLkmT83S3A/UxW//qhy2/5Ch1j+A58+ddXPrThwEALT9L2mb0w0Gg3V3SNwm+7KzjuXnaSZWVV0YO26cnYC+bevm4b8bYWezA3z9Tp0s0ExUBxfNg+DbyuZfF3L6KS8va8NewFs3b5o6LepOXr6kxckvzZiu7iXd1cWloqxME+6LCk8pPUUWLUy03k5RYaHy8xjy7HP7c/ZZbaHQ6OFBHAQAtLGmKlFsDk+N22T0mMD3li5RB7Vqs3lObIw61iQmLUpamKhkjlJTiam42H4PX6OHh6m4WB5NRs4T6Wmpez79xOHjlCTJerSalhBFcXV6ms2eInMSXps6JezN+QvapCTlMrT5R44oinEx0bejztvVYJgSEal+FD5osH/y4iQl4ouiGBUZ/n5qmrJ8UWGh+g8AURTT01KnREQqU0aMDDhy+JDS2lKSpFfjZ8t9pelZDACAc4bynbt2Jy1MlAdbkf+rDDsi8/b2CRg1OijwaXksYleDYfP2nc1uefvHn2zZtFFeq7KiIjomtjWvor5+/fqB/Tl2hlxRxMVEq79WVlS8OX+BzZcs9+3X//srVwYN9m+Tktzz6Sd2uifn7M22fhN0m4iYOi0o8Olx44Pl5o96vb7IdDZjdfp7S5fIJa9+o4wgCAcO/UmZq5SPJtyvyshMWpi4MnW5q8FQVHgqcWGSXIA/uXnzJj8zAIC2Ejhq5KGj+epf4asyMuXP+7KzvHx82ucL0FpvX3ZWfOysi5dr29uBiaIoDxxjp/tCtdlsf4GmNutqMGgqgyVJ0vTeaHaK9QJN7U4ddq2PVr0dzdCJLdlFU+yvu2XTxt8++qjNVHpLe7e5TFMTa2tqmnoOLs+1fzXrLBZRFNVboHYQANCWysu+Vn/VVKtUlJU5axxst/R6fbN9IBxoY9fUZq3jS7NTWhLUWnIWmuFvbnUXLdmsdfb6aMf2A4f+5PAW7C/T1EQ718v+XJn1u5hpOwgAaEvBE0PUX9W1JvIrtgCncf369ZVrMm7HMDp3GHEQAHCHuLl1pxDgTPR6vXPUdhMHAQBtRj0uBgDiIACg06mtqbG/wMWL31JKAHEQAODMHu7d287cb6qqKCKAOAgAcGa9ej3U1Ky2ekUEAOIgAKDDcOBtEwCIgwCAjurChUrNlA9Wr6JYAOIgAKCzuNbQ0NXFxc4COXuzKSWAOAgAcGZ9+njamfvr+++niADiIACg8/IfMpRCuCuqzeYZUyOspx/Lz4uc/Hwvdze/fo+np6W225Ej/fo93svdTfnn1+/xRQsTq81mZYE6i2XRwkSb627ZtPFYfp4DO62zWNQ7lf+JoqhZTJKkwFEjiYMAAAiCINTX11MI7ZAkSS/NmN7lP/5DM728vCx7z6frNm6+eLnWdO6LXr0eejV+drv9Q+Li5Vrln+ncF7Pj5740Y7oSzkRR3LThQ+s4K0nSmlUrrzU0OLBTURQXJS9V7/fi5VrrVyefP3e2vOzrUlMJcRAAAOFMqaklv2IpqDtsyeKk6JjY++67TzN9TmxMyrJUJd9MCJkkdJzO4K4Gw5vzF6xfm6lJZtZZ7fsrVxzeS7du3ZpdJnd/zqZtO3L35xAHAQAQBEFw697Mi4nrLBZK6U4qLy+zWCxy1FOrNpvHjhunqet6Y978XTt3dJRTGzb8KfXA5jNefMk6k+XuzwmeGHL7/ryRJKmosHDEyICiwsKO+6eOjp8TAEBb/l7R/dtvFoPBoP46wNePIrqTRFGcExuTlXPAetaFC5XWY4YbPTyKCgub3eyx/LzsPZ/Kn2fNjvP29lFmbdm0MTRs8vq1mXJQe7h375jZ8devX9dMUe4TURTnvZ6QtDjZ9d9vlZbYsW1rwKjRyte+/fpnZqwRRVHJuHJWi46JdbgAL178Ni4mWv78cO/eY8Y+oz5ZQRDOnzs7JSJSEITomNji00UjRgZ0xPuE2kEAwG30zuJk9deWPHpDG5r3ekLyuynWzd0EQbjW0GAznXt6edmvwT2Wn7dh3dqUZamrMjKTFicnJ72jbjb30Y7tTw0d/PgTfVdlZK7KyOzV66Eli5M0UzR1eJUVFbdaryaKYnpa6pHDhzS1nnIms85qDuvV6yH5TFdlZD773POakxUEYWXq8vHBEwRBGD0mcMO6tR30PiEOAkCnVmexBI4a2cvdLXDUyNY/6ioqPEWRth/H8vMMBoOv38BbXdHOnSCK4ntLl2zevlOOmK4Gw7qNm9Xxrrzs68x1HyqVZKPHBG7a8KFmSt7RI8ryer3+0NH8Zl9gmLM3W92995E+v9m+dUvKslTNYppMpmQ1d6PRgQKcEDJpQsgkJUwbPTw2b9+Z+NY8TUHJ9Zp6vd7VYOigbSF4WAwAnZcoiuFhoTt37XY1GMrLyyYFBx06mn+7d3rhQiUvL74zQf+9pUsOHPqTA+varE2UFZ8uio6JVTcJ0Ov16jrg4Ikh6gCq1+utpzhwSMETQ1ZlZGpOMC4mOmVZqvp2kjcuPy8WRfHq1atyVnNz+1eT1n3ZWeo8qhHy7HN2HvjqdDpPLy/leXTx6aIXX5mpzJ0WNWN/zr7pM14gDgIAOlJimBIRKf++9Pb28fTyqjabW5PVmh1WsKuLi2NDfuBW/fWv33h6eakHjjlTapKbwU2LmuHrN7Cri8uZUpP15a6sqLDTjK+pR8x3nqvBsCojM2lhoiYmvvjKTPkhcvHpojfnL7BeUa7za+UPjhwHN6xb62owvJEw9/srV4InhtRZLBUV5cRBAEAHc/Hbv6p/yTnQnP+W9Onj2ZLemmg9X7+BmsfEcTHR6uTUp4/nnk8/sQ46/kOG2N9ybW1NO6nftXm7DhrsPyk4aELIpA3r1q7buPn27Vd+LqwJo+lpqeXlZZruJsRBAHB+31RVnS469fOf/0IzfYCvn9HDQx7FrYW/Ho7l59l5UFVnsYii6NhvYlEUi08XyTVzXV1chg1/SqfTGT08LlRWHsvP69PHM+/oEb9Bgxx7kKfsgpuhA3Hr3v1gbq66k68gCNu2bh7+uxF21ho2/KmkhYmaoLkvO6s19W2SJGk6pLdQqanEYJUI9Xq9/5AhcoeP1tzP8sPo7R9/ojnUyooKebP7c/bNSXhNs9aYsc/s2rlD04Oq/aMrCQC01ufnz/344/UBvn6af3IVwtQpYVOnhLVwU28kzLUzt+DEcceq1iRJemroYDmhDvD1u9bQEBUZLr+/YfP2nV98fv79lKX19X+LmR3fmnKw2Yje+i0RvLmkndDpdNExsTu2bVWmVJvNpuJi+0OluBoMBoNhX3aWMiU9LfXixW9b81dE755GB3pgSJKU+Na81+fNt541bnzwcxOD1a36HOBqMPTx9NT0I85Yna50Vf5ox/a+/fpr1vL29ikqLGy37/pr8mbg5wEAWumnP/2pwWBoqtLu+KnT//s//9PCTd2mV/ru2LY1cWGS8mtePtSCE8dHjAzQ6XTxcxPaakfWrcpejZ+teZp2ptTUERtXOaUJIZMWLUwMHDVSGVxGc7FsWrAwacnipMyMNZ5eXpUVFVMiIltzQS9d+k4QhL/+9Rv7DRWKCk8p4//JKisqmhpDR05pw4Y/1cryeX3e/HmvJyS+Nc/Ty0s+hti4OfLJyk/VbVZqTomIPH/urAMduomDAOC09Hp9a55YtYmPdmzXdBke4Ov3fsrSNh8yt9lhBW9320TYsSJ9tfVE+bFmtdnsajC08EbV6XTvLE4WRbHOYnHr3l0Tiaz3Yn+Kt7dP1XfVzT4sPnz0mLo1gvXRGj08lDfi6HS6i5drlVnjxgc79jBar9evysiUJKm2pkYeR0Z9AE09EaYrCQCgeXUWS8GJ44IgdHVxGTTY387vYEmSzp87e7m6Wvi/ireuLi4O7NF6+Jja2pqHe/e+K+GYG+Cu/cpvOhI50CC1qb9zrPfS7JSWZDVXg6HZvyWa2o5jWVC9utMPjUTbQQC4varNZnVDq1JTSXhYqLvRKMe7ScFBTfXAkCQpKPDpr778coCvn5ePz/spS5MXJ/Xp46nesp1/djp2yI2uXp4Z3bZnSpdhoKP+qUARAEDrZWasUQa2DRg1uqlelnIOy8o5IFerGD08fvGLX6xfm2mz9V7G6vQ35y9QnueuSF8dFRne8vg1wNevqaq4jNXp0TGxt6OiriXvfuDNJQBxEACcUHRMbEsG2qiquiC32Vf6Ubq5df+mqsp6SVEUD+bmqmOiTqcLDZusXsaxoT3S01JNxcVt2H1ETf3uh6Z8f+UKNwxAHASATqqirKzOYnk/Zal6YsCo0dZL1lks0TGxbX4ApaYSU3Hx5u0772IhBE8M4U4AiIMA0HnNSXithSNQNDuW26KFiZamR2uTX0SmyYIrU5dv3r6zlS3r7RxwO3l9GQDiIAC0UwN8/TasX6tJacqr4dQj8Ro9PKzfGKFxS28+uN1ZUBAEm0+9AbR/9CwGgDtHfimc+j0H+7Kztm3dLH/W9AWOjoldsjhJnRqTVV9vyR3IgsoJtmSxarOZmwFoP6gdBIA7avP2na/Gz966eVPAqNG7d33sajDYHBxYEIQJIZPq6+sDR42Mjom9ePHb7Vu3OPbOkjqL5bmJwYuSl+buz9HMGj0m8M4PBHhXxjsEYMdPbt68SSkAQGvI7ydtquLN5tw6i0UURc17DgRBkCdqpsgPkY0eHtZzW3h4tTU1NmdZv1KiNeJioq1fcWY9cV921gBfP+cb13dfdlZ87Cz1yzCAjoLaQQBo9f9J7SYqm3ObesWCddpTv/vBsZq8O/ZOhZy92S154y2A9oa2gwCAtuHt80gLl6ytraG4AOIgAMDZeHp5tXBJ+S3MAIiDAIDOyMvHh0IAiIMAAGdT1/SA2Bo//9nPKS6AOAgAcDaaQRMBEAcBAJ2OzZcv25R39AjFBbQfDDSDziIuJlr+8D+iePny5a+/+lIQhCeHDV+3cbNer1+0MPFCZaX1wB8Bo0Yrv7f+8sUX1641WK5eFQRhxosv3dL7wQRBOJaf98QTfW2OLSKTJGnJ4iT5MIoKTx0+eky98LH8vPeWLpGb6svvNLN+I+3dsi87a9jwp+ycmtqihYmz4+e2cGE4pTs/8DUA4iAgCIKgDIdWbTafKTVNCJmknmuxWFKWpdocm01ZMi4m+o158x0ev+1aQ4Moik3FIEmSoiLDQ8MmyymzzmIJDwvduWu3svy1hobomFjlYOoslriYaL9Bg+LnJrSH4rVzahoWi6XlC6MD+aHxhxYuydUH2hseFgPtQsbq9BdfmamkPVeDYeeu3eFhoU01z3c1GDZv32kqLubdr2gnKsrKKASAOAjAQZIkHczNHTEyQBP4Vq7J+Otfv2lqLZ1Ol7IsdcP6tRQg2omWjyDT8m7IAIiDQKdQcOL4lIhI6+ne3j72WwcaPTyKCgvtcR0mlwAAIABJREFUbzxy8vOCIOzLzvLr93gvd7dFCxPlV+gqU+Jioq37hJaaSpS51r+5RVGMi4nu5e4WOGpkqalE82v+WH6eZvn0tFQ7R6g+EvnY0EG1fASZkwUnKC6AOAi0OxcuVN6tkTKy93za8i6ZGs2+B+JkwYnIyc9fvPhtkensxcu1ffv1z1idnp6WqkyZNTvulRei1Kts2bRxZery46dOX7xc+8a8+Zpn1uXlZZOCg6ZFzbh4uTYr50Du/pzkxUnqpHitoUFzDN9UVTV1eOlpqefPnZWPZFrUjKDApxmvpDN4cthwCgEgDgLtzoZ1a+e9nhAXEx0XE11e7jytoLx9HpF7nOh0OkEQJoRM2r51iyAIyhRvb5+rV68q1XLl5WUXv/3r9o8/kbt/Gj08du7arfTLFgRh6pSwrJwDcrWlXq9/Z3Fy0Phgx46tvLys/m9/e2dxsnwkvn4Dk99NWb82k7uxIzp/7mzLF6Y3CdCu0LMY+Kemehbbl56WqlR91VksyiOw4IkhgiA83Lv3Xe/56+nlpTkG/yFDn33uec0ytTU18unv2rkjLDxC85tbzos6na7OYvEfMlQzUEjffv0dO7ZdO3f07ddf3Rvm73//u52qRLRnFouFEWQA4iDQGbVJ2hvg61dbW+PYEDaVFRVt/kvd29vHOlPKeVEURYefa9vclyAIZ0pN6omzZsdxX3VQt1TnJw+fSaEBxEEAgiAIoWGTJwUHHTqab/37UhRFOzGxzmJptu3grTIYDNa/p9VTzp87qxm1sTX7avn41XAyDD8JtB+0HQTuPr1e7z9kiGYEQUmSkhYm2l9xf86+aVEz2vZgxo0P3p+zT3MkV69eVZoSHtifo+n/W19frz4XzfvHNF2Pm90XQ5B0ULdUUd2GdcwAiIOAk5gdP/elGdOV5CSKYlRk+ABfv6aqBkVRTE9LPVNqcrjdXlP69ut/ptSUnpYqZz75SJLfTVEWeD81LSoyXAlt+7Kz3kmcr8x1NRjqLBZl7rH8vJWpy+3s68jhQ8rANHUWS1Dg01e+v8L90BGVl31NIQAdFA+LAUEQBIPB0Gwr+JYsY9+81xM0T8cMBoP8VjpXg+HAoT9FRYbLnysrKlauyVC34evq4vLe0iVKxVtlRcWb8xe0sOWiKIrqI7c+EfUUnU63KiNzy6aNQYFPe3p5WR/JiJEB3Xv0CA8LledOiYhclLxUvbVVGZnK3LHjxm3evvPV+NlN7Wvz9p1LFifJr2O2flMzOhDGjgE6rp/cvHmTUgAAtFJcTLTyZvBmp+/LzhJULwR3Dvuys+JjZ128XMvNgA6Hh8UAgDvN3WikEADiIADAeWg6QjXLza07hQYQBwEATuXh3r0pBIA4CADovHr1euiWlr948VsKDSAOAgA6L95GCBAHAQDOo7a2pqlZBlsjBzn2SkYAxEEAQDt1ubq6qVnyyJoAiIMAACc3wNePQgCIgwAAtFTO3mwKASAOAgA6r1/ffz+FABAHAQBOQnmbdsv5DxlKuQHEQQCA83C11YMYQIegowgAAK2n1+ttTq+zWJpKipIk6XT8GurASk0lvn4D7SwgiuKRw4fkz11dXAYN9lffJ6WmEnWfdHejsW+//u38lqg2m926d3e++5baQQB3zbSIKWNHB1AOzi1pYWJTs2praiifDm3r5k125tZZLJOCgwRBGODrN8DX71pDw6TgIEmS1KvLswb4+nn5+Jw6WRAVGa5eoB06U2pyyvuWP8sA3DVd7ruv7OuvKAcnUFR46lZXYWAapxceFrpz126lbtjo4eFuNC5ZnKQeilI9ILm3t0+pqSQqMnz7x59QencYtYMA7pqnA8cKgnChspKi6Oi+v3LlVlfp1q0b5ebESk0lY8eN07QT8PUbWFRYaGctX7+BfTw9S00lFOAdRu0ggLtmyNAnBUFYsfz9zHUfUhodWvDEEAoBaqdOFowZ+4z19ENH8+2v+OLLM8+Umuw0SZQkqarqwoMP9pRbJTbV4lBpmCjXQ6sb/JWXl8k1kfICo8cEWrd8LS8vqygrEwRh2PCnOkM3KWoHAdw17kbjPffc88Xn5ymKzunCBSqGndY3VVXe3j6OrWt/3KLampqpU8KeGjrY3Wgc4Ov31Zdf+vv117Q4TE9Lzd2fM8DXz91ofD9laUjwOHWDv+SkdyInP3/qZIG8wKTgoDqLRR03Iyc/f/jgZ14+Pu5GY3hY6JZNG53+elE7COBu8vL2Kfv6K3qYdmiOtf3v6uJyraGB0oNjDh89JlfaTZ/xwm8ffVTdJFFOb/JXo4dH3379oyLD1bfryYITn+7NkSsgjR4eye+mbNu6OX5ugrxAxur0OQmvKdWTBw79KSjw6dCwyU31nXcO1A4CuJteeOllQRDOnT1DUXRcjnW07NPHk6KDY/yHDFU/wPX1G3hgf46S9tasWqlkO0EQdDpdaNhk5ev169eDJ4aoH0b7+g38pqpK+bp96xb1XJ1OFx0Tq64+dEr8OQ7gbvJ55LeCIOzft9dv4CBKo+OimzCsOVzr/3Dv3g4ExGqz2ejhUVtTExs3x+FjrjabBUGIi4lWphQVnvr+ypWTp03EQQC4XR597LF77733L198QVF0aHa6Ca9IX93UrPr6eorOif9COH/urHWPEFEU7T91ra2t6dXrIQf2qGy2vv5vdhazX8+n1+v9hwxdlZHZ2a4XD4sB3PVE+DgPi52YnfqhM6UmysdZjQ+eYHOQanlgajsS35rnQGVzUeEp+fGx0cNj+9YtDo9l7WowWA+iKYpiOx8cmzgIoMMLj5wqCMKVK/9NUXRQjnUQ5h3Hzk2+vsfy89QTj+Xn+Q8ZYmet9LTUKRGR6rGpbcrZm60emzA9LVX9gDhz3Yfqt5tIkpS8OEm9uv24GRs3Jz0tVflaZ7E8NXSw03d74mExgLtMHn1w5/Ztc159jdLoiK41NHR1cbnVtZy7n2bHJYrifffd1/I2f3JjO82VlbPgivTVQYFPX2tokONX3tEjH+3YfuDQn9QL78vOkj/U19d/tGP7lIjI6TNeaHan3j6PJL41b+y4cb16PbR718euBoP68a6v38A5Ca8FBT4dHRMrb9bLy1u9uv0h0KfPeGHLpo2Bo0ZOiYisr//bwdzczHUfOv1fLz+5efMmdz+Au8vrNz0H+Q/ZuuMjiqIj2pedNcDXr9kaHWtxMdHO1EhrX3ZWfOysi5drO/RZ9P2t9+N9+7Xwh1EZq1nN3WhUmgxKklRw4rhctWY9XnSdxSKKovJVPVK0/QD6fsrSVRmZchJ1NRhs/mkhiqLcTNCte/fr16+rl7Fuv2hziry65sZutu1jB0XtIIC775HfPnr+7FnKobOprKigENqVC5WV9fX1o58e08Llvb197I81rdPpRowMaGquq8HQmlo3+3+B6PV6JbdpUqZ1nrM5xWbsc9ZabdoOArj7Zrz40rVrDU4/spezcriDcHnZ15Reu5J7IEcQhGdDn6coOhviIIC778lhwwVB+Jy31XVM9jsIL1qY2NQs3nTc3qz/Y6a3tw/NOomDAHAXuBoMv77//hN/PkZRdFBu3bs3NctCpW8H8eVf/tLY2Dg1KqqdH6fRwyNlWSrXizgIwAn5DxlaVFhIOXRQvHLaCWzasF4QhLApEe3/UKm/JA4CcE4Bo0aXl31tPWgFnBtXvJ2QJOnQZ7k+j/yWZE8cBIC7Rh6ZzLEBjXF35ezNdmxFB15Ni9vkswP7GxsbQ559lqIgDgLAXSM3PvuC3iQd0K/vv9+xFR17NS1uh8MHPxME4YWXXqEoiIMAcNfodLrgiSHbt26hKDoc/yFDKYSO7s/H8gf5+/OkmDgIAHdZwKjR31+5QmOyTqW2toZCuOvy8442NjZOn/EiRUEcBIC7TG4+SD7oWNQvGXPA5epqyvCu27Z5k/z3GEVBHASAu0x+5VTu/hyKogNpzbtkvHx8KMD24Fh+3iB//y5dulAUxEEAuPuCJ4Yw+mCH43Ct0s9/9nNK764rOX1aEASeFBMHAaAdBYvysq9b+fwRQMulLn/vnnvueXpMIEVBHASAdkFuPnjp0ncURSdx/txZCuHuKi4qGjSYPsXEQQBoN+Tmg8VFRRRFR3Gm1OTwunq9njca311f/uUvgiA8FxZGURAHAaAdCZ4YcuTwIcqhA3E3Gh1b0dVgoPTurtT3UwRBePa55ykK4iAAtCMBo0afLDghSRJF0VG4uXWnEDoiSZJOFpxgFHEQBwG0O3LzwaqqCxRFZ1DHw+K7p/BkwY0bN3hSDOIggHZHfnkxzQc7ilb2BTlZcIIyvFs+2rlDEIQJEydRFCAOAmhfdDrdk8OG03ywo2hlXxBvn0cow7tCkqSDuQf8hwylTzGIgwDao9FjAk8WnOAxYkch9wd3jKeXFwV4VxSeLBAE4Zmg8RQFiIMA2qNB/v5Cq1+GC8COTRs+vPfee6dERFIUIA4CaI8efLCnIAh5R49QFO1f6ytxqQa+8yRJOpaf9+Sw4TwpBnEQQDul1+ufHDa8NeMb445pfV8QqoHvvI92bBcEYcaLL1EUIA4CaL9GjwnM2ZtNUGj/nhw2vDWrB4waTRneeZ8d2N+1q8vw/8/efcc3dd/93z+25SVvyZaXvG15AzbYLLMhQCCDJGRCSNJcbTNIm7bp1Stt2iS/NM3VZhFIc7dkr0KTELBDSNhh2IANmOG9bclbsuQhL9m6//j+qtu3DYaEZZPX88EfWDo6OvpovfVdZ+48SgHiIICxKzEpSaIbcTzgzCLj0dEjObNmz6YOIA4CGNMmpaRKl3Y+XADn9MXn/x4cHHzk8ScoBYiDAMY0sfogs0nGuMvSfEvov8o2vvWWm5tbUnIypQBxEMBYt2jxkpzsw5y8eCwzm83KS+ssDlarKePV1NzcVFxclDRhAqUAcRDAOBAaFtbS3NzY0EApxjLRrf+DBQQEUsOr6dOPPpIk6Zk/PU8pQBwEMA7Mmj1HkqSyslJKAVwuH77/rrOzc1x8PKUAcRDAOCCGD375xeeUYszq7Oq89J1UV1dRyaujubnJYDAsXHQDq0+DOAhg3BDDB6nDmFVSVHTpO6koL6eSV8eub7+RJOlXT/03pQBxEMC4kZiU1NLczOqDY1nspXU7BgQydvDq+fjDD93c3KKioykFiIMAxg0xTeHUqXxKMWa5u7lfys3ptbxqLBZLUWHBkhuXUQoQBwGMJzKZLC4+4cD+fZQCuETvvv1PSZJ+9ZvfUgoQBwGMM/fct+qrrExWHxybLss64Zlbv6SSV8GXX3zh7e3NQo8gDgIYf7y9vVl9cCyTy+WXuAc/lYoyXmm9vb1FhQV33XMvpQBxEMD4M3lKmiRJjY3EwTFKcWlnJZEkafqMmZTxSvvgvXckSbr/gYcoBYiDAMYfdUhIXHzC9qxMSjFOKS85L+LS/euTT9zc3OgpBnEQwHiliY197523qcMYVFpScsFt/vT8CxfchrGhV5TFYqmqrLj1tjsoBYiDAMYr0V+sraujFGNNcVHhZdkPY0OvqA3rXpck6dHH11IKEAcBjFc33XyLxPDBMenmW1dcrriPK+f9d9/2U6noKQZxEMA4plAq4+ITPnz/PUpxXfL29qYIV47ZbDYajZMmpVAKEAcBjG+a2NiLGaYGYJh1r74sSdK6N9+iFCAOAhjfoqKji4sKOXnxmHIZR3OWlZVSzyvk4w8/CFarL315SBAHAeAa+6+fPSJJUnNLM6UYazH9gttczKzhdpOJYl4JOq22q6tryVLOUwziIIDxTy6X+6lU3+74mlKMKeHhERfc5le/uMCEVqaSXDl/37BekqRf/vrXlAKjk1ECAOPCqvvX5B49Sh0wFvT29p4+lT/swtOnTkmSlHts+Ks0MjJK6et7TY5z65bPA4OCPDw8ecpAHARwPQgPj3jt5b9ZLBaZ7P/74Mo9dvTwoYO//NVvqM/VdxmX/jEajePrsf/5+WfPN9V95Ypbhl0yfcbMf332xdU/SH1ra1dX1y9+RdMgLozOYgDjw6zZcyRJKi8vqygvf/3Vl5cuWhAeHLByxS2vv/IyxbkmdFrt5drV8bzc8fXY1zz4k4vf+I677romB/nRh+9LknTrbbfzWsUF0ToIYBzQt7Z+/tm/JUlaunC+1WqlIGPEZRn2pxiHJzWOio52dnbu7e29mI2X3rj8mhzk5n99GhgUpFL580IFcRDAeNXV1fX/vLnhmx3bqyorbbNTyYLXn3G6Bsodd979yUcfXHCz6TNmXpMHaDabG+rrGUeBi0RnMYCx6PVXX07URK1f91pZaenoK5VkzJpNua6JcTfg7/L61W+eupjNblx+0zU5vD8//5wkSSvuuIMXKoiDAMare1etvsgtx2NX4/XhMg74G4+nnFH6+l7M6fVuX3nnNTm87VnbFApFWFg4L1QQBwGMVyqV/9PP/JE6jHEXk8Wfff6FC25TXFQ4Hh/+Az95ePQN4hMSr0lPcUV5udFovP+Bh3iJgjgIYHz76c8f9VOpqMNYdjFZ52Ii4823rhiPD3/1/Q+MvsGK26/NrN4XnvuTJEmP/+KXvERBHAQw7n26+XOKgDHrgv3F32s9msvo2NEjcXHxQ1foBIiDAMarGI3mgkOvOMXZtZKTfZgijNJfHJ+Q6OzsfEXv/Zwr3Zw9c6arq+uXv2ZOMYiDAK4X/+fFl0Zv5EhMSqJK1wFtXd14POyVd959vqtW3X//lb73+bNnxkaGPfaz/6ooL7dd+NaGNyRJWnLjMl5UIA4CuE7I5fK//HW0844EBARSpWti+oyZl2tXynE7PTxYrQ4MCjrnVXecPyleRr29vdu/ylowJ2NSYtzrr77c0dG+f9/elNTJvD5BHARwXVl5191xcfHU4To2KSV1/B78XXffO/LCq9BTPIzRaHz9lZeT4zRdXV3MwQJxEMB16MN/bTpfl7E6JIT6XH2jrw0+1LYvt1zfpXjk8bUjL1y8dOk1PKSd3+yIDlPfs/L2s2fO8FoFcRDAdUKl8v/t/zxNHcaOxoaGi9xyz+5dF7NZZ1fnOC2Fs7PzyP7iC65BcxXyek724eVLFsVGhv3x9/+jb23lRQviIIBx75zLELKUxjV0eed0lxQVjd9SPP7EL4b+6e3trfT1HSPH1tvb++H77z384BpesSAOArgebM36etglcrkbZblWLuYUbRcpNn58jw0dNmvkgmcrucoUSuUnmz/jFQviIIDrQbBaPWwZQg9PD8pyHXB3cx/Xx+/s7ByfkGj785r3FA/zz3feuybnygNxEACuiP99+dWrPGET53Q8L5ciDHXvqtXiP2Oqp1iSpOdeeHFKWjpPEIiDAK4fMpls47vvU4exwNPL6zLuLf/kiXFdjdVrHhD/GVM9xRmzZq958CFeqyAOArjezJ47z7bKblR0DAW5VmJiNJdrV3K5XK/Xj/eCiJflTTffOkaOx0+l+ie/nUAcBHC92vT5Fnt7e0mSwsPDqcZ1QDFuz0oy1Ko1a5ydnaOio8fI8Xz0r80MGQRxEMB1y9nZ+Xe//4MkSQqFkmpcE9XVVRRhmNvvuDP72PExcjDrNvydc/mAOAjgOvfTnz8arFanTubcrNdGRXn55d2hYfx3FkuSNEYmkdx864pbVtzGqxQXjxVcAYxXew8cZpbxNRQQGHgZ93bo4AFKelkolMpX162nDvheaB0EMF6RBa+ty3tKmLj4BEp6WWz+/EvO1gPiIABg/NHExlKES/ffT/8hRqOhDiAOAgCuuMytX1KEsSZ5woRHHnucOoA4CAC4Gq5E367ZbKawP5ibm9vnW7OoA4iDAICr5Er07V4fk4uvCZlMtu9QNqNpQRwEAIxjCxYuogg/2J+ef0Gl8qcOIA4CAK4SenXHlGXLb7KdMRkgDgIArgZ6dccOXz+/dW++RR1AHAQASZIks9msraujDlfHlejbPZ6XS2G/77Ow7asd33eVQd4pGMnOarVSBQBXR3hwAEUAfgyqdY0UYRxh4XIA18mXhLau7nheLqdqHWueeOyRN+jNHEuuwjuFH37jDp3FAAAAxEEAAAAQBwEAAEAcBAAAAHEQAAAAxEEAAAAQBwEAAHCdY91BANcJuVz+1psb9uzeRSnGlJzsw0889gh1GDsMev3Ku+6mDiAOArgOKZTKb3bvpQ5jDctQA2MfncUAAADEQQAAABAHAQAAQBwEAAAAcRAAAADEQQAAABAHAQAAQBwEAOCHenTtExQBIA4CAH684uLiKQJAHAQAAABxEAAAAMRBAAAAEAcBAABAHAQAAABxEABw3du3dw9FAIiDAIAfry+/+JwiAMRBAAAAEAcBAABAHAQAAABxEAAAAMRBAAAAEAcBAABwzdlZrVaqAODqCA8OoAjAj0G1rpEiEAcBAAAwPtBZDAAAQBwEAAAAcRAAAADEQQAAABAHAQAAQBwEAODSGfR6igAQBwEAP17P/vEPFAEgDgIAAIA4CAAAAOIgAAAAiIMAAAAgDgIAAIA4CAAAAOIgAAAAiIMAAAAgDgIAAIA4CAAAAOIgAAAAiIMAAAAgDgIAAIA4CAAAAOIgAAAAiIMAAAAgDgIAAIA4CAAAAOIgAAAAiIMAAAAgDgIAAIA4CAAAAOIgAAAAiIMAAAAgDgIAAODC7KxWK1UAAFwh2ro6dUgIdQCIgwAAABij6CwGAAAgDgIAAIA4CAAAAOIgAAAAiIMAAAAgDgIArhptXd1zf/zDE4898sRjj6x77RWz2XwZd77tyy3X8KEVFxeJx2WxWEbZbN1rr4w87MtbBwDEQQAYu1nwd0/9+if/9bM33nzr1XXrZ2bMuu3m5aOHp+9lz+5d1+qhWSyWXz7+2G9/9/Qbb74lk8lG2fK1l/828rANej0vD4A4CADXOYvF8vCDa9548y2xVrNMJpuSlv7fT//+zfXrroNHl3/yxD33rWIZaoA4CAA4r+1ZmY889rhCqRx64bz5CyrKy6+DR6fTahcsXMSzDIxxMkoAANfQZ5s3/fPd90de/sabbw3902w2Fxac1Wm1nl5eEydOGhof83KPTUlL19bVHc/LlSQpNj4+OjpG9Mwa9PqDB74rLSkRwweX3XSzrcfWtkNJkmbNnjN0h+K0cga9/tSp/HaTadi1w1gslvLyspKiInHXcXHxtsu3Z2Xu2b2ruroqPDxi6FXDiIOUJGnbl1s8vbzmzV8w9Frb4wpWqyelpA7rcT7nox6Ftq6urKy03WTy9PKKidEMa7Y0m81Hj+SIa6dOmy6Xy4feMCAw0PZIbZUc5XkR19bW1pQUFY28VhR56PGHhoYNvUfgaqJ1EACusQuGAINef9vNy0V0azeZ7r1r5dBBdXfcevO61155Z+M/xJ/f7vj6k48+HH2HZrPZtkNJkp547JHi4iLbtX996cV1r72yft1r7SbT6PuxWCwPrLr3aE6O+HPzp5+MnBFyKd7Z+I+/vvSi+P/hQweHPa6hj/poTs4Dq+4dfW/79u55Z+M/xINqN5ne2fiPoZNsRJFt19528/KhRf7rSy8OfaS2m8yZOc32vDzx2CN5uceG7VDEx5HXiiLbHt3RnJzfPfVr3gu4ZqwAgGtn7aM/v+A2ixfM07e22v7Ut7YuXjDP9mdYkP/rr75s+7Orq2votee8i7WP/jz32NFhN+nq6rJd++wzv7/Igx+6H3FJUVGh7c+tW76oq629mF2FBfmP3Pl9d63s7+8Xf/b39w99XLnHjg47yNdffXnYwYzc4dCD6e/vf//dd0Yp8tBrz1mTxQvmDdvh4gXzbAc8bIcjizz00YnteTvgWqF1EADGNG1dnWjP09bViX9ms9nX13foNr948tdD2xqLiwpHbxosLSmZkpY+9CaPPPb40Mawu+6974IHNnI/kiT99ndP/339G5frsb/0t1ds/b8ymWzo49qelfmT//rZ0I1vv+NOW3vnOd3/wIN/felFUU+xwzUPPmQr8vQZM4Z25iqUStu1wrC7EzcZ2t0sk8k0sbGNDQ2iadDX13fos2bQ65cuWza0yO9//OnQ3m1NbCyvdlwrjB0EgGuptKRk9A2O5+UuXbZMjDCzWXnX3T/4HkUieeKxR4ZdvmjxEtv/o6NjLmY/jzz2+LAL1SEhmVu/HDbw8UrQ6/W2nlabR9c+McpNRHJ9Z+M/vsrKnD5j5v0PPGjLssfzcielpI5+jyPnR+dkZ48so8iUZrNZoVQOe9bCwyMCAgOHxkde/yAOAgCkpcuWFRcXjZxmsW/vHjGpwtPLKzw84pYVt13eOx3aoHiO74aLSyrV1VXDLrFYLH4q1dUp3Ut/e+X7zr2YkpY+JS39T8+/YNDr1697TafVisIGq9Wjtyye0z33rRrWgjhUVHT05X3WgCuHzmIAuJZW3//ALx9/bNii02az+Z1//t9JErNmz3nrzQ3DNvi+6zMPvbk6JGTH9u3DTvhh0Ou/78LX59zP9qzMP/zx2R9Qh+8bIidPSSssODusaKOfxcTWTSxJkkKpfOp3T9sW6E5ITPps86Zh249e5IDAwF3ffnO+m6hDQj7+8IORz9plXF0cIA4CwHVCoVTec9+qoYtOWyyWnz70wB+efU78KZPJHnns8aEb7Nu7Z2Qf5SgWLFy0PStz6CUv/OWlnz70gC2a5OUe+147PN9+DHr9C88/u+ymm3/Arlbdv2bo7OYLWnnX3X/4n9/ZEp4o2ugB7ovP/z30Lmpra5T/GSwol8tjNJp9e/fYrl332itZmdtG2ZtMJkubOnXoTOphZXz8iV8+sOreSy8ycBXQWQwA19iaBx/64L13lyycLyYTlJaUvPCXl4Z2H9+y4rYP3ns3LWXC9BkzS0tKNLGx73/8qe3auPiEYTscdsmixUtuu3n5Z5s3LVq8RHRuTklLX7R4yfIlN2hiYw16vUKpHDat4SJNSUv/5a9/I/Yjjvzb3ft+2JC4xUtv/OXjj2liY21D+pRK5bC+4KGPSy6Xf7r5s3vvWumSJxOqAAAgAElEQVTr66tQKnOyD7/1z7dHP/3J6vsfEIFMoVSK4Dh0jOPv//jsn59/9n9f/LMmNra0pGT0jmDhF0/+2vbElZaUTJ8xY+jzsubBh7y9vUVxbM8a4wUxNtlZrVaqAAAA8KNFZzEAAABxEAAAAMRBAAAAEAcBAADw48IUJwAAcM2I1YIU/5lILpbmGToF22w2264S5wAMCAwUGxj0+qGLTQ673Pbn9yXuSC6XDz1vodjnsAuJgwAAAJdk3WuvGNvaJqWkvvD8s19mbleHhGzPyqyurrKdNae4uOjv69944823zGbzbTcvv+e+VUZj247t27dkfiWXyw8e+M62q7fe3PD2ex+oQ0JW3X2nQqmMio7esX37p5s/Gz29hQcHDLvkxOmCxQvnPf7EL8U5BsVqRB+89+7xvNwFCxft2b1r8pS0Cy5CNP5YAQAArrq62tq1j/5c/L+oqPC+u1ZardatW76YMinZts2zz/xebLN1yxd79+wWF77/7jtbt3wxdFddXV2LF8wT+3z91Zdt+3z2md+PfgxhQf7D/lz76M/1ra22e6+rrbVarUMPadhNrg+MHQQAANfAOxv/8dvfPS3+HxcXb1sVvKW5OS/3mCRJFovlvXfeFhfOmj3npT//n7Nnzhw+dPBfn3y8aPGSobva+I+3XvjLS5IkHc/LnTBxkrgwOjpG/z1P5yhJUmlJia1BcVJKamNjgyRJy2+6ed1rr2jr6ta99sqTv3nq+nsu6CwGAADXgF6vH3oiGVsIu/nWFduzMqekpR888F3GrNniQk8vr8HBwf/57a+dnJw9vTydnJxsNzSbzTu2b7f1L8fEaP5vxPnPwEHboMOhbHctzlXz6NonxKmAxCl2hGC1WqfVTklLD4+I3PXtNxXl5aUlJf/99O+JgwAAAJeHxWIZOdtjwcJFb725wWKxvPPPf/zy17/58P33JEl6c/26p5/507z5CyRJ2rd3z/aszFtW3Ca2/2zzpqERrbOrc9gOy8vL/r7+jWEXvvS3V8QMFTEwcWi+tNFptZIkaevq/vXJx9/s3isOePmSG2bNnnOdnW+QOAgAAK6BBQsXHTzwnUh4kiQ998c//On5F8T/77lv1ScffShJUkBAoLikorz8sbW/EP+PidH89aUXRRy0WCz/+uTjr77ZKa7y9PIqKSoS7XyG//QUD+2JPqehZ8cuLSkZetXkKWnH83JFT7QkSTKZTBMb29jQMPoJsscdxg4CAIBrYNHiJb/99ZMitH3w3rvhEZG2q1bedfef/vD0T376M9slPj4+X37xucVisVgsx/Nyo6KjxeXbszIfeexxW1vd1GnT33pzg0Gvt1gsH334/oKFi77vUd1z36p1r71isVi0dXVvvblBoVTGxse//srL4jgNev3QwYXXDTur1corEgAAXH1iHRlJkqKiox9b+wuZTFZcXCRJUlxc/LrXXnls7S/6+vp2ffvNLStu6+3t/ePv/6e7u1uSpMlT0u5bfb+IgB+8967t/7Z9bv70E71ev2DhIluH8vmMXGimvEb7yUcfHs/LVSqVd917n2hozMs9tj0rU6/XD72QOAgAAIDrBJ3FAAAAxEEAAAAQBwEAAEAcBAAAAHEQAAAAxEEAAAAQBwEAAEAcBAAAAHEQAAAAxEEAAAAQBwEAAEAcBAAAAHEQAAAAxEEAAAAQBwEAAEAcBAAAAHEQAAAAxEEAAAAQBwEAAEAcBAAAAHEQAAAAxEEAAAAQBwEAAEAcBAAAAHEQAAAAxEEAAAAQBwEAAEAcBAAAAHEQAAAAxEEAAAAQBwEAAEAcBAAAAHEQAAAAxEEAAAAQBwEAAEAcBAAAAHEQAAAAxEEAAAAQBwEAAEAcBAAAAHEQAAAAxEEAAAAQBwEAAEAcBAAAAHEQAAAAxEEAAAAQBwEAAEAcBAAAAHEQAAAAxEEAAAAQBwEAAEAcBAAAIA4CAACAOAgAAADiIAAAAIiDAAAAIA4CAACAOAgAAADiIAAAAIiDAAAAIA4CAACAOAgAAADiIAAAAIiDAAAAIA4CAACAOAgAAADiIAAAAIiDAAAAIA4CAACAOAgAAADiIAAAAIiDAAAAIA4CAACAOAgAAADiIAAAAIiDAAAAIA4CAACAOAgAAADiIAAAAIiDAAAAIA4CAACAOAgAAADiIAAAAIiDAAAAIA4CAACAOAgAAADiIAAAAIiDAAAAIA4CAACAOAgAAADiIAAAAIiDAAAAIA4CAACAOAgAAADiIAAAAIiDAAAAIA4CAACAOAgAAADiIAAAAIiDAAAAIA4CAACAOAgAAADiIAAAAIiDAAAAxEEAAAAQBwEAAEAcBAAAAHEQAAAAxEEAAAAQBwEAAEAcBAAAAHEQAAAAxEEAAAAQBwEAAEAcBAAAAHEQAAAAxEEAAAAQBwEAAEAcBAAAAHEQAAAAxEEAAAAQBwEAAEAcBAAAAHEQAAAAxEEAAAAQBwEAAEAcBAAAAHEQAAAAxEEAAAAQBwEAAEAcBAAAAHEQAAAAxEEAAAAQBwEAAEAcBAAAAHEQAAAAxEEAAAAQBwEAAEAcBAAAAHEQAAAAxEEAAAAQBwEAAEAcBAAAAHEQAAAAxEEAAAAQBwEAAEAcBAAAAHEQAAAAxEEAAAAQBwEAAEAcBAAAAHEQAAAAxEEAAAAQBwEAAEAcBAAAIA5SAgAAAOIgAAAAiIMAAAAgDgIAAIA4CAAAAOIgAAAAiIMAAAAgDgIAAIA4CAAAAOIgAAAAiIMAAAAgDgIAAIA4CAAAAOIgAAAAiIMAAAAYn2RWq5UqAACAHy07O7sfeQVoHQQAACAOAgAAgDgIAAAA4iAAAACIgwAAACAOAgAAgDgIAAAA4iAAAACIgwAAACAOAgAAgDgIAAAA4iAAAACIgwAAACAOAgAAgDgIAAAA4iAAAACIgwAAACAOAgAAgDgIAAAA4iAAAACIgwAAACAOAgAAgDgIAAAA4iAAAACIgwAAACAOAgAAgDgIAAAA4iAAAACuDdmwv3U6XW5u7sjt1Gp1QECAQqFwcnKSyWTn211DQ8OxY8f8/f2Dg4ODg4Pt7S8cN3U6nU6na2hoSElJCQ0NPd9mVqt1cHDQzs7uYvY5rpnNZp1OV19fL0lSWlqaXC7v7+/v6OhoaGhobW2VJMnf3z8gIMDDw8PBweEqHE9PT49Wq62vr+/v709PT/fw8BCXDw4OWq1We3t7Ozu7K1cKo9Go1Wq7u7udnJzUarVCoXBzcxu6zcjDKCsrKykpCQoKCg4O9vf3HwvP6cDAgMFgaGlpaWlpkSRJoVAEBQV5eHg4OTlduTvt7+/Pzc3t6ekJCgpSq9Xu7u4Xc6tLfKNZrVatVqvT6RobG9PT04OCgi7LYxGfSwEBAcHBwWq1+mJech0dHa2trXV1dVar1cPDIyQkpLS01Gw2ixeGt7f3lah5fX29+DSbMGFCeHj4lX5ddXV1abXahoYGBweHtLQ0FxeXH7CTxsZGccxxcXHR0dF8KQI/Tg5/+tOfhv69a9eue+6557MRuru7nZ2dFQqFs7PzKN9h+/btu/fee5ubm+VyeWJi4sV8o+zateu9997785//nJSUNHHixPNtNjg42NfXZ29vf93HwcbGxi1btmzYsGHPnj1Lly719vbu6uoqLS397LPPPvjgg3379vX39yuVSqVSOUouv4xaW1u3bt361ltvZWVlLVq0yM/PT1xusVgsFouDg8OVi4MNDQ15eXkbN27MzMw8ceKEl5eXj4+Pj4/P0G1GHsb777//1FNPdXZ2KhSKMfL11tfXd+LEiaysrPfee2/fvn2tra3+/v7e3t4/7Pv74sP0k08+uWXLFqvVGhoaqlQqLz5HWq3WH/ZjY3BwcMeOHe+8885f/vKXadOmxcfHX5bHsnv37nvuuae1tdXd3T0xMfFiXnJVVVV79+4V76Pq6mp/f/+XXnpp06ZN/f39QUFBgYGBV6Lme/bsef/991988UWNRpOamnqlX1c6ne6LL77YsGHD4cOHly1bdpGJf5iDBw9+8MEHL730UmBg4LRp0/hSxI/TlfsiGy9kI3/cWyyWiIiI2NjYhIQEOzu7gYGB/v7+kpKSTZs2NTU1LV68ODY29ny7U6lUS5cuTUhIuPjvHqvVOjAwYLFYrFbrKL+5i4qKDh06tHz58smTJ1/fT4mTk5O/v39aWpqTk5Orq6skSXq9PjMzs7Cw0MPDIy0tLSUlRaVSXZ2mQUmSHB0dVSrV5MmT+/r6xPeN2WwuLS1taGiwWq0zZ8708vK6QnddWFiYlZXV2toaERGRnp4eExPj6ek5NGPpdLoTJ05UV1ffddddarXalkgsFsvAwMAor6irqaWlpbi4+MMPP+zs7Jw2bVpLS0tFRcVf//rXxx57bMqUKVeomUqSJNFi1NzcHBgY6OzsfDE3MZlMdXV1Bw8e9PPzu+OOO37Y/SoUisTExMHBwYCAgMv1WMTn0vd6TnNycg4cONDf35+SkjJ16lS1Wj19+nS1Wq1Wq+Vy+RWq+cV8ml1eg4ODAwMDAwMDl37Mg4ODZAKAOPj/o1arp02btmTJEnt7e4vF0t/f/+abbxYUFHR3dycnJ48SB4ODg2+//XYfH5/Q0NDLmLV1Ot3Ro0e3bNmSlJR03cdBV1fX2NhYLy8vR0dH0THa0dGRnZ3d39+fmJiYkZERExPj4+Nz1VpJXVxcYmJiRBAUPcUmk2nXrl16vT4oKGjKlClX7q5rampyc3MDAwMTEhIyMjKCgoKGtn/09fVVVFR89913hYWFN9xwgy0OjjVNTU3Hjh0rKSmJioqaO3euVqvdtWvXrl27Zs+eHRoaeuXioKOjY0ZGRnt7u0qlsnXxj66tre3MmTPffPNNbGzsD4uDdnZ2ISEhM2bM0Gg0wcHB17DshYWFYsxAamrqlClT/P39Z8+erdfrfX19hzUwAwDOHQd9fHwiIyNTUlJsmaOwsNBgMOzZs2fNmjWj7E6tVt95553iW+EyxsG6urqzZ8+WlpaaTKbr/inx8PCYPHmyaF0Q9e/p6amqqoqMjExOTk5JSVEoFFfzeORyeUpKyqRJk2zHo9frP/zwQ6VSedttt13RuzYYDDqdLi0tbeLEicnJycNeUX19fWVlZYWFhVVVVb29vWP2CdVqtUePHg0KCsrIyFi4cKFer29ubt6xY0dZWVltba1Go7lS722ZbO7cuVar9eLfjG1tbadOnSouLv7BLb52dnZxcXHiF+O1HdfR0NDQ0dERFxc3ceJEjUZjZ2c3a9as71UNAPixx0ExkHzoQD0HBweFQpGammrLIhs2bGhqalqyZEljY2NjY2NLS8uyZct6e3s3btw4ceLE9PT06dOnOzg4GAyGsrKyU6dOtbS0uLu7Jycnu7m51dXVDQ4OBgUFDR2q0tLSkpeXV1BQcPbsWUmSMjIyJkyY4OnpqdPpdu/eLZrHNm7cqNVqV69erVKpysvL169fP2fOnISEhL6+vn379rW0tEyZMiUtLS0iIkImk9nZ2RmNRnHvWq1WkqRJkyYlJSWFh4fLZDLRpVheXn7y5Mm9e/f29vaqVKqMjIyJEyeGhobKZDIx/L+kpOS7774rLi6WJGny5MlTp05NTk6Wy+Uj+2pbWlpycnJyc3MdHR3Xrl3r4+PT2toqLnFwcFi7dq1CoRCXdHd3y+Xy0NDQs2fPVlZWurm5paWlJScnu7u7i4rl5OQcO3ZMkqQnnnhi586dH374YUtLS09PT0dHx3fffXf//fffcMMNbW1tRUVFp06dOnPmjK+vb0xMTEJCQmRkpG3yRFVV1fr16yMjIxMTE3U6XUtLS29vr1qtdnJycnZ2DgwMLC8vr6iocHd3T0hIiIqKMpvNZ8+eFZckJydPmDDBx8fH0dHRZDKJR2E2m9euXdvW1vbtt9+2tbU1Nzd/9NFHBw4cmD59ekRExN69e6dOnbp8+XIPDw+ZTKbT6davX+/o6JiSkjJ37tyREbajo6OxsfHUqVOnT5/W6XTR0dEiRoSHh8vl8sbGxvXr13/99dddXV3fffdddXX1zp07165dGxERYWtyO3Xq1Ndff11QUNDZ2fnMM8/cfvvtN91009CGn/r6+p07d37zzTceHh7iheHr6ysGXJpMJp1Ol5eXV1RU1NzcnJSUlJSUFBsbq1KpHB0dzWZzcXFxcXGx6BN3dnYOCQmZOHFiXFycOACTydTQ0JCbm1tUVNTQ0JCcnJyUlBQXF+fn5yf694dqbm4+efJkWlqat7e3TCbz8fFxd3cfGBioq6trbm4e+e7r7Oxcv369JElz587t7e0tLCzMzc2dP3/+5MmTo6OjZTKZvb394OBgW1tbRUWFeAHY29tHR0cnJCRER0fb5mP19PSsX7++ra0tLS1t+vTpPT09YpaYr69vaGhoQUFBQUFBcXGxqExKSopWqz106FBWVlZDQ8OhQ4ceeOCBVatWpaSkuLm5FRcXHzt27MCBA5IkhYWFZWRkJCcnBwQEjBy9arVaxav35MmTa9euTU1NtVgsopiiVnZ2dgEBAZMmTUpISDhnFLZYLHq9vrKy8tSpUwaDwc3NbcKECVqtdlj3q16vF2/thoYG8d5MSkoKCwuzt7c/fvz4G2+8cfjwYYPBsH379oKCgvnz569du/add94pLy9PS0ubNm2ak5NTTk7OwMCAh4dHWFhYbm6uVqt1c3ObOXNmbGysu7u77aOvvLxcvNEsFou/v/+UKVMiIyPFYBhxqCUlJfv3729vb8/IyCgrK+vu7h69p7iiokLsUKfTOTg4JCcnJyYmRkZGqlQqq9UqPnOKiooqKioaGhqUSmVERMTEiRNjY2NH6Xzv7Ow8e/bsoUOHampqurq6kpKSkpOTw8LCbOO8q6qqiouLT5061dPTo1Ao0tLSoqKiVCrVOfcm3h35+flnzpwxGAzivanRaMLDw52dnRsbG3fs2NHb2xscHDx37lwPD4/Kyso33njDarUmJibecccdCoWivr7+s88+s1qtERER8+bNGzrGA8B4ioPd3d1Go7GpqcnOzk6MLKmpqenv7588ebLtez07Ozs3N7erq8ve3r63t7etra29vb2lpWXTpk0mk0mlUk2bNs1kMonhXzqdbmBgICAgQMwDLSsrc3Nzmzhx4tSpU4d+Snp7e4thguLeBwYGYmNjjUaj0Wjs7Oy0Wq0tLS06na67u3tgYKChoeGzzz7r7Ow0Go1ubm4iytTW1ooGrcDAwK6urpKSkszMzMbGxq6uLtHaJIY/is/B5ubmgwcP5uTkaLXagYEBvV7f2tpqtVrd3d19fX2NRmNRUVFWVlZlZWVbW5soS3t7u7e3d0hIyMjet66ursLCwm+//dbZ2fnhhx/28fGxXeLo6Pjwww+LbYqKiurr6x0dHRMSEiorK0UcMRqN9vb2KSkprq6uZrO5qKho586dkiT95Cc/0ev1Op3OYrGYzWZxeC0tLY2Njfv27SspKamurtZqtc3NzQaDoaKiYvbs2dOmTROTjg0GQ2ZmZlBQUHp6uvjC6OvrMxgM/f39kiRFR0c3NjaWl5c3NDQUFhYmJSXJ5fKamprS0tLm5mbxtZ2Wlubo6NjT01NSUrJ7926j0bhmzRoxYdNisXR3d7e0tIhpCnZ2dtu2bbNYLGJ6o8Vi0Wq1WVlZfn5+/v7+4h5txKygs2fP5uTkVFZW1tbWmkwms9nc0NBQWVl54403hoaG9vf3a7Vag8EwMDDQ3t5eX1/v4+MztAmwp6fHaDS2tbWZzWaLxaLT6Zqamnp7e8X4p/7+/traWvHdfObMmb6+vvr6eg8Pj+TkZB8fn56enrNnzx48eLCysrK+vr69vb2/v7+5ubmysnLJkiUeHh5arXbnzp21tbV9fX3Nzc329vbt7e0dHR0Wi0V00xcWFh44cKCyslKn05lMJovF0tzcXFFRsWTJkpCQkGEhaXBwcHBw0NHR0dHR0d7e3sXFxdnZeWBgoKqqSvxKGaavr2/v3r3t7e3ilVxaWnry5Mmenp7u7m5PT0+lUuno6NjZ2XngwIHTp0+Lnchksvb29pqamsmTJ7u5uYk5yxaLZf/+/fX19a6urklJSZ2dnadOnWpvb1coFLGxsfX19WVlZfn5+S0tLZ2dnT4+PuKN1tbW1t/f39nZWVlZaTQaTSaTwWDYu3fv8ePHxWx38d50cHBwcXHx9fUdGQdramoOHDjw1Vdf3XrrrXFxcc3Nzfv27SsuLhZVGhgYMBqNZrO5r69PpVLJ5fJhU9OMRmNBQcGOHTvq6+utVmtAQIDVai0vLx+asYxGo21cqdlsFpe0trYuXrxYvO8qKyvFC76trU0mkzU2NoqceuTIEUdHx9jYWFdXV5F13NzcEhISioqKSktLm5qaenp6JEkSHSO9vb1Go/HQoUN5eXl6vd5qtdbV1Wm12oULF06aNMnLy8tkMhUXF2/duvXMmTMODg5KpbK8vFyr1Z5vEF5fX19HR0dOTk5OTk5LS4vBYBgcHBT/6e3tVSgU7e3t4nF1dHSYzeaWlpb29vb29nbx+eDu7i6Xy8/Z5trZ2XnmzBmz2VxXVyfWamhpabn55ptFbBW/6I4cOaLX6wcGBlxdXRsaGubOnTty6OrAwEBfX9/JkyePHTtWWVlZV1dnNpu7urp0Ol1NTc2NN94YEBDQ29srPih8fX1TU1NlMplWq926davZbM7IyFiwYIFcLm9oaMjKylIqla6urhaLhS9aYLzGwba2tsrKypMnT9rZ2fX39/f09Ozbt6+7u3vBggVDPz4qKyvXr19/1113TZ06VaFQREZGdnR0DN1PdXX17t27169fv2jRooyMDI1Gk5OTU1RUpNfr4+Liht3piRMnXF1dZ82a5e/vf/To0U2bNnl4eLi6uoaGhiYmJtbU1Bw7dmzp0qV33HGHr6+v7Svk+PHj/f39onlDLpeLWykUCj8/v9ra2r1797755ps33XTT3LlzJUnatGlTdna2j4/PtGnTnJ2d8/Pzt2zZYjQan3/+eW9v7+PHjz/zzDNeXl5qtdrHx6e2tnb//v3vvvvuww8/fPvtt0uS9Morr3z55ZcajUYul1/kYKzzdWO1tbUZjcbY2Njk5OQNGzZ0dnYODAxoNJqRbUvz5s3r6en529/+5u/vP3369Dlz5sTGxp45c+a5557z9PScOnXqz372M4PBkJ+fv3HjRqPR6O/vHxcXZ9tPdnZ2TU3NPffck5KSIj64i4uLW1paOjo6kpKS/Pz8/va3vx0+fNjX13fBggXJycmpqakbNmwwGAxWqzUuLm7kz/qAgACNRuPi4qJQKKZNmzZnzpzQ0NDW1lYnJye9Xl9dXR0YGGg2m7VabV9fX2BgYGJi4rD5syIQbN26dePGjVOmTJk5c2ZcXFxZWdnevXszMzN9fHxcXFz8/PwefPDBwcHBL7/8MikpadasWbNmzRraOuLm5qZWq1NSUkQOWLNmzZw5c2yL75jN5v3798tksrCwsMWLF+/fvz8zMzMiIsLb29vT07OlpWX79u1vvfXW/PnzMzIyIiIi8vPzDx069Omnn4aHh/v7+x85cuTTTz9NTEx89NFHPT09W1tbCwoKDh48KElSSEiIk5PTjh071q1bN3/+/JkzZ0ZFRYmbf/TRR6GhoSqValgc9Pf3F8Xv6+sb2gZWVFRUXV19vhdJbW3trl270tLSwsPD/fz8Nm3a1N7eHhERMWnSJFdXV9H4WldXl5aWdscdd8hksuLi4m3btpWWloaGhsbFxZ1zRMHg4GBNTU1xcXF5efmsWbPmz58fFRW1adOmr7/+OiAgIC4uLioqKj09/ejRo3FxcU8++WR8fLzZbD516tTmzZt9fX1feuklSZJ27tz54osvqtVqlUo1Mg6O/CTJzc3997//LZfLn376aU9Pz46OjuLi4oMHD/b09MTExISHhw+Lg3V1dXv37n399ddvuukmMQbx0KFDJ0+eHPbBsmvXrnXr1q1evVq8td9///3jx4+LgBIdHf3UU0+9+uqrpaWl6enpc+bMmTFjxjmnXmm1WvG7IjY2dmBgYMeOHQMDA3Z2dsnJyTKZzGQyicdeX1//0EMPOTs7FxYWrlu3rru7293dPSUlRafTHTp06J133lm8eHFaWpr4nXDixInztQ6KJQK++OKLoqKie+65Jzw83GQybdu27dChQ+JDzPaZ88ADD6xevdrLy6uysjI/P//AgQNeXl7+/v4RERHni4OnT5+ePHmyWq0+ceLE/v378/PzxVvParWeOXPm888/LygoeOihh7y8vKqqqt5+++22tjZPT08xCGToy7KtrW3z5s1btmyZMmVKRkZGaGhoWVnZzp079+zZ4+/vP23aNDc3t5SUlBMnTpSVlbW3t9vZ2YmU39raWl1dbTKZ3NzcmpqaKioq1Gp1fHz8FV1NCcCVjYMVFRXt7e15eXl2dnZi5lpJSYlKpTIYDGazub+/X3zheXl5RUdHiy9FZ2dnX1/fYYNyioqKKisrQ0NDFyxYsHDhQk9PT5VK5enpuWHDhpELkmVkZKxYsSIsLKy3t9dqtW7evLmlpcVkMolVDH19fe3t7cPDw+Pj4z09PR0dHcWtRF684YYbXFxcfHx8/v3vf5tMJqPRODg4WFJSUltbO3XqVPGtL3oYz549W1hYGB0dHRwcLJZYM5lMZ8+e1Wg00dHR//u//xsfHx8VFeXg4CCuFZ16ZWVloaGhK1eutLOzS01NveC34OhaWlr6+/uXL18eFRXV2tpaWVlZWFh49uzZoXHBJiQkRHykenl5hYeHp6SkdHZ2ihXUZs2adfvtt0dHR/f09AQGBjY0NIhmgNDQUFscDAwMnDp16pIlS4KDg9vb21tbW/V6vclkmjdvXnJycnd395IlSw4cODAwMHDDDTdMmDDBbDaLb6DTp093d3ePPB4/P7/IyEhnZ2fRyzZp0qSAgID6+vrU1FQnJ6fy8vKUlKVDCUcAACAASURBVBTRgigWxBEdTEP30NPTU1paKlqtli5dOmPGDBExrVar1WrNz89Xq9UhISEJCQlqtVomk6lUKpGbh04I9fDwEAvIeXl5tbe3x8fHR0ZGurm5iW99Z2fn5OTkefPmLViwwGKxNDU1HT58WKTw/v7+6urqxsZGJyenG264YcaMGZ6enpGRkZ2dnSUlJeXl5WL66sDAQH19/YkTJzQajaenZ2pqqkjPAQEBhYWFDQ0Njo6OCxcunDVrlre3d2RkZHd3d0FBQUVFhUajiYmJGRYHJ0yYsGfPHldXV41GI+5INKSN0qvo5OSkUChmzJgRExPT1dVVW1trMBgOHToUFhYmuvWNRmNERMTdd98tepA1Gk1ra6vJZNq9e7evr+/54qBOpwsLC1u9erXoSYyJidm5c2dnZ2dra6ubm1twcHBgYKCLi4tSqZw8ebKnp6doVxscHGxtbc3Pzw8LC0tNTX3jjTdSU1NHWSV0WHuhaAPLzc3VaDRi3nFMTIyXl1dYWNjISb4FBQXV1dURERELFy4U/Yx+fn5OTk5HjhyxbVNYWNjY2CgSbVpamiRJNTU1VVVV+fn54eHh0dHRoh/DxcUlKCgoMTExOjr6nCmqsbHRy8tr5cqV/v7+NTU11dXV5eXlxcXFonlPr9cfPHjQy8tLo9EsWLDA2dk5ICCgoqKir6+vvLx8woQJpaWl1dXVSUlJCxYsmD17tviEaWtrKy8vP2cp5HJ5dHT0Aw88YDAYUlNT7e3ty8rKFApFWVmZh4eHWN9HfOZUV1eLDyWFQjFnzpzp06eHhYUFBAScbz0BpVK5bNmyuLg4Z2fniIiIuro6MdQhMDDQ3t4+JyfHxcVl7ty58+fP9/b2rqioqKiokCSppKQkISFhZBdHY2Ojt7f3rbfempKSolQq4+Lient78/Lyjhw5Ijr6Q0JCPD09RdO+aI5Vq9VdXV29vb0NDQ0DAwONjY39/f1iWAJxEBjHcVDMafX09BSdxYODgwkJCfb29vn5+QkJCf7+/qKz1cPDIy4uLj4+/nxzjUtKSurq6mJiYpKTk8XnjlKprKura2trGzn2PyYmZvLkyS4uLnZ2dqWlpfb29t3d3b29vR4eHp6ennK53M7OzsfHZ9h4Fw8Pj+Dg4Li4OLlcrtVqHRwc+vr6RI9PWVlZQUGBXC5vamoqLCyUJKm9vb2zs/Po0aPp6ekREREqlSo8PNxgMBw+fFin06nVal9fX1dXV0dHRzs7O7Hn6OjopqamvXv3ikaasLAwFxeXS1zkRfSwi8E9Op0uMTGxpKREdI6P3NjLy0s0OIm8GxgYePbsWa1W29/fHx4enpaW5unpabVaZTJZQkJCcXFxXl7ezTffbLu5SqWKj4+Pj4/39/cXndSiny4hISE2NtZgMIieMpPJlJSUFB8f39bWJi5pbGw8Zy+Pu7u7WPLQdjwqlWpwcDAlJaWgoOD06dOLFy9ubm7WarW+vr5qtdrPz8+W3QXRk2swGFxdXVNSUhITE0Xnvmi4Onv2bEJCwg033CB+OTg4OIi++2ELSjs7O3t6enp6erq4uIjIODQAOTo6RkZGxsXFiWTm7+9vtVo7Ozt7enosFktDQ4Pohm5tbS0rKxPT59vb2y0WS11dnUqlCgwMjIyMbG1t3b9/f11dnb+/v0KhCAkJcXV1lclkomtejC4oKytzcHCwWCyiy7iurq6pqWlkHExNTT19+rRWq922bZu7u3tbW5u/v78YgXA+Li4u/v7+YkRgZ2dnfHx8dnZ2Tk7OjTfe6ObmVlVV1d3d7e/vP2PGDDFY09/fPzExUayusmjRovMls/b2drlcPnPmTBcXF3t7e4VC4e7uLjrrbSV1dHSUy+ViXnBXV1dAQEBERERNTc2ePXsiIiKCgoLEEMlhT+v5HoW4uRhgp9VqAwICxMoDAQEBrq6uI99KxcXFOp0uLi4uOTlZLFuoUCgqKiqG/tQsKSkpKSmRy+X19fXird3Z2WkymbKzs2fOnJmcnBwcHCyXyx0dHcVP0POte9XZ2ent7Z2amipqmJSUVFpaKoZAiKbN7OxsOzs7Ly+v4uJiR0fHuro6BwcHMazllltuKSsrq66ujo6Ojo+PF59v8fHxp06dqqysHCXix8bGarXampoae3t7MfxDjMQdHBz09PQUnzmih722tlapVPr5+YnXnrOz8/kmwXh4eEyaNCk0NNTe3j4wMNDf318MmG5vb7e3tz969GhnZ6ezs7MYpdPY2CgCtFwuX7Zs2bCfajU1NUajUaxpJfoBgoODi4uLq6ur8/LyJk+enJ6eLu7CxcWloaFBdGeLBT6dnJxE931zc7P4cPDz87tqS2IBuPxxMD09/bbbblu5cqW9vb0YTSJGtLzyyiuik0hkMvHje2T/5tBWxvr6+ltuucXWxezi4nK+pXdHuWoU3t7eSqXynJ+SVVVV2dnZkiTt3btXtA2IUVySJK1YsUJ8gN5www1dXV1ZWVm9vb1iJ0888cTq1avj4+NDQ0NnzpzZ1NS0bdu2jz76SExInDBhwjPPPDN58uRLXETDzs5OjCT7YWmyra1tcHBQLpfbCiuXywMCArKzs8UQOtvGonFl2Ceyvb29m5vb0F/t9vb2I0dxXTxXV9eJEyeePHny5MmTa9asqaqqKi8vnzRpUnx8/LCTiIjO4ra2tq6uLgcHB29vb7GBo6Ojl5eXp6fnvn37zjmi7nuxt7d3dXU958MZHBw0Go1dXV0Gg+G5556zPQUDAwNiCouTk1NaWppOp9u6devXX38tNhANaStXrrzttttaW1tF+HjhhReG3tzFxUU0Dg27RzGOtq+v7/PPP3/99ddvueUWd3f3yZMni9lC5yOeUPEQ7O3tlUplX19fXl6eyWRycHBobW3t6+tzdna2BR0nJydfX1/bNqO952Uy23o9Tk5Oo78IlUql6MTctm3bl19+Kd4FMpnsmWeeEUMDR38ifHx8pkyZUlNT093d/dVXX+3evVvsQaPRLF26dO3atSNXUy8vL29qapo2bZptdvPIT4by8vLDhw9LkrRnzx5x/LYlCVetWvV9XyrneycajUYxg+q777774IMPpP8s0SfevxaLpbKysrq6euLEibY2TvFxdL6SilGz1dXVWVlZn376qUajCQwMFE+l2MD2mZOZmSmqLX4QxsTEPPzww8uXL1cqledMVw4ODm5ubiKgi//09/fr9fru7u7BwcETJ040Njba2dl9+umntuHgkiR1dHQM+1lusVgMBkN3d7eY8yQ+2x0dHcUQjtOnT9fX1zs5OQUEBISHh5eWlopz7XR2diYmJgYFBYnBkc3Nza2trYmJiWJaGN+ywDiOg+Ij0tnZWcxhdHJyio2NLSwsHBwcbG5utv16tvuP8+09PDxcDDq2fT/19vaeb02QH7YAxCjHEBYWlp6e7urqOnPmTDGH0WQy9fT0yGSy6dOnDwwMmM3miIiIlStXzps3T0xmzM7OLikp2bt3b0REhNVqdXFxmTZtWmRkpF6v1+v1ubm5er0+KytL/Ii/4LENDAx0dXX19fWNbEe5YOlGDwre3t6i9dRkMokBc/39/S0tLQEBAeJX++h3NPLCSzke0VYXHh6uVCq7urrOnDlz9uzZkpKS2267LTg4eOQ+RQqUy+UDAwOiXUokwq6urq6urkmTJtmmD19K2j7fw7G3t/fy8pLL5T4+Po888khMTIz4zSNGQWg0mtDQ0IGBgeTkZH9//zvvvLOtrU003mRnZ+fn50dGRtrZ2Ym280ceeSQuLk60Doo2V41GM7KlvL+/v6+vLzQ0dNWqVTfddFNQUNDBgwe//fZbMX37fA+hu7u7qalJBAXRgOTk5JSSkuLp6SnOD+To6CimcLm7uzs5OYlt5HL5rFmzRl+KaGhlLvikizlDYhTp0qVL9Xq9mGV8/PhxMUr1Yt4CsbGx999//8033yyKaTQas7OzT58+feTIkWnTpg1LDOLtZpvVcc4PjYiIiKlTp7q6us6ePTsyMlJEt97eXplM9n3XJR3lpeLl5ZWSkiLubu7cuTKZTBTcwcEhIiLC2dk5LCxMDJy1DaswmUxtbW3nGwNgNBpPnz6dmZlZW1v79NNPR0VF9ff3f/fdd3q9XmzQ19cnPnM0Go3RaDQYDEajsaam5vDhwydPnoyMjJw2bdo546DtBSxmwPT399synL29/cSJEyMjI9Vq9dy5c8VJL9va2uzs7MRYi2E/FcStxBQ9lUolEmFHR4c4R6VtQdmoqKi4uLjq6mrRe75ixQqlUtne3t7c3HzmzJm2trZZs2ad8+0PYDzFQTG8uqmpyfYzt7OzU8zg+16hITY2VkxJKSoqEmdN1el0ZWVlP3j5e/HF7ObmdjFnWYiOjk5OTtbpdBqNZtasWQ4ODqdOnWpra4uOjg4ICOju7q6pqamsrBwcHMzIyBCzTevr6zs7O2tra0ULVmVlZVVVVUxMjJiy0NfXd/To0YqKinN284lJow4ODt3d3dXV1T09PWIlke7u7pEtZJdCnPFWJpPV1dWJgDIwMCDW8hBDvkZpr72Murq6mpub6+vrXVxcRG9vcHCwi4vL4cOHRbNBeHj4OVeycHR0FJN1RM09PDwCAgI6OzuLi4vFqavFF/zFE1NW9Xq9rYFk9LYx0V/p6OgYFRU1depUDw8Pk8kkBhSK2SpVVVVVVVUqlWrKlCliXF1ZWdnhw4ebmppaWlqUSqWPj49MJouMjExPT/fy8jIajbW1tVqtVpx6btg9dnR01NbWlpeXK5XKjIwMERybmpqWLVs2yjncjEajGMvo7Ows5shLkjR16lRxaruwsDBXV1cxIC8iIsLFxaW1tbW4uFisrnfpK1OKE2e7u7t3dnaKYXlyuXzBggUmk8nHx0en0+n1ejHReHSdnZ2imHK5fOHChZ2dnQaDoaGh4fjx401NTfX19SPHp4pZz2KxFdGXLaa1ent725p7Y2Njm5qatFptfHz81KlTxeIyZrM5KirKdhLFS+fj4zN9+vSamho/P7/p06fL5XKxGFZISEh0dLSDg0NMTExVVVVZWVlZWZkYDK3T6cTA5fNVtbKy8syZMxaLZebMmSEhIbW1teL1IDZobW2tqqqqrq6Oi4tLS0vr6upqamrKzs7+5ptvGhsbW1tbz7lnuVw+ODhYWFhosVicnJyamppaW1udnZ3VarWnp6e9vX1aWlpZWZmPj096erpSqRStniqVKioqalgLulhTycvLq7GxMT8/387OTqlUivemwWCYMmVKSEiI2FK837/55hvxFlYqlQqFoq6u7tixY6dPn3ZwcIiOjh4jZwwH8MPjoMFgsM0sFpeUlZUdOnTIarUGBgZe/Gnp4+Pji4qKPv/88507d/b29mo0msOHDx88ePAHn1KpvLw8Pz8/JibmYj70Y2Njxbn1lEqlxWKRy+XvvfeeTqd7+OGHRftQbm7uv/71L7PZ/NRTT4nBRuKXsYeHh52dXWVlZWZm5ieffHLffffdcsstnp6eYs6y+NA8Z84QCys0NTXt2rXLz8/PaDSKSTmXOPVkmKCgII1G4+TkdPz4cTFCXK/Xnzhx4vDhw7fffvukSZOu6JlwbZqbm0+fPq1Wq8WiOT4+PjExMaGhodu3b29vb4+MjAwLCzvnmC1nZ+fY2NjAwMD29vasrCyj0ZiQkFBaWrpz586ysrI777zzIuco2PT29p46dUrMCLng2RFlMpmYPtzV1fX111+LZdVKS0v37t17+vTpZ555RqlUFhQUfPLJJxMnTvzpT3+qUqnE0jD29vYymczDwyMyMlKcoeebb74xmUwajUYsTpmXlydmpg87htbW1iNHjrz99ttiDofBYCgsLJTJZPHx8eHh4aOU98iRI9HR0VVVVWaz+eDBg+Hh4SLqubq6TpgwwcPDo6ys7OOPPxYNV0VFRfv379doNNOmTbv0s26IRTQ1Gk17e3tOTs4nn3yiUqmefPJJLy8vNzc38S64mB85ra2t2dnZn376qbe3929+8xtRTDFk0MHB4ZxjBxMTE4uLiz/++OOgoCCj0ajRaA4cOFBQUBATE2Obzi+GyX7wwQehoaFms9nV1fXvf/97V1fXww8/rFAoLv4MmaNTKpWzZ89+/fXXCwsLw8PDvb29i4qK1q9ff8cdd6xcuTIsLCw2Nra4uHjz5s1BQUFiUYXi4uJhqysMNTg42N3dbbFYenp6xKTmM2fOZGZmmkwm8Uqoqqratm3bJ598snr16hUrVohyicQmumvOuVuVSmU0Grdv367Vaj09PU+ePFlaWurq6hoTE6NQKKxW64wZM/Lz8/Py8iIiIsSkmfXr18+fP//uu+8e9l5zc3NLTExUqVSHDx/+4osvWlpawsLCxHvTaDTef//9tg9/T09PsVhPY2OjUqkMCgpSKBSNjY05OTk6nS4hISEiIuIqL5gP4PLHwYqKio6OjuPHjw/9Aerm5rZmzZr58+dHRkZe5KA3tVqdkZHR3Pz/snfn8VHV9/74z8yZfZ/MnmSy78mQDULCEhYrQaoCotiqFWzVbm4Pfbj0cVvtcm9Fq9V6bS9qq/gQW9RWhMJVwaKyBQgJiQQSSMi+TJKZzL5vvz8+384vN8skDBC21/MvODnnZPKeM2de55zPMnz27Nldu3aVlpbq9fry8vKxnQRnIi0trbi4uLm5uaenh5zUZrJVSkrKsmXLyFBq+/btY7FYZODrhQsXajQaFotFbgqeOnXqX//6l9VqpSgqNTU1MzOTDNCQk5NTU1MTiUS8Xu977703Ojqq1WrJMBaTdp2RSqUVFRX9/f1fffXV7t27Fy1aVFhYuGLFikn7514IkUhUWFj45JNPdnZ2Dg8Pv/XWW2KxWKVS3X///dXV1enp6Ze6K59Codi4cePnn3/e0tKiUqnS09MLCwvJ2z1nzpyTJ0+SJlBqtXqq3CyXy2+66SaBQDA8PFxfX79//36VSlVUVLRy5cqqqqoZ3lTgcrkFBQVnzpwZGRk5ceKEWq2eyW1FFoulUqluuukmPp9vsViOHTv2+eefk7+isrKyoqJCJpPpdLpAIGCz2T7//PP+/n7Sr6iqqorMfqtQKGpqajgczujo6PHjx8nmKSkpZJTyiS9eq9UuWrTIarWePHly8+bNer1ep9M9/PDD8+fPj3FVk5iYaDAYpFLpmTNn6uvrDQZDdXV1fn6+SCRis9lJSUn3339/c3Pz8PDwxx9/zGKxlErl6tWrS0tL8/Lyxk7ld77v7Ny5c1tbW81m8549e0hn9uXLl/t8vq6uru3bt5vNZvLRILfep92hRqMhm/f19X311Vf9/f2BQEAmk5FePgsXLpx4pUT6FDscjtHR0fr6+v7+fr1er1QqW1paok8209PTb7jhBofD4XQ69+3bR9N0RkZGVlbWggULLuKll1QqLSkpWbduXUNDw5EjR2iaZjKZt99++4oVK/Lz82maTkpKIk392tvb9+3bt3z5coPBwGQySb/diSQSSXl5OTnm33jjjZKSEqVSefvttx84cIA8wE1JSVm5ciV51vyPf/xjYGBAKBTy+fzbb7+d7HzSj7ZOpyPjD4yOjp46daq3t3f+/PmlpaVZWVkkshsMhjVr1mi12qamJjK5wKpVq8jYAuN2yGazExIS1q5dq9FohoaGDh48+K9//UulUpFhq8vLy6PlVSgUSUlJZHoCkjKVSqVarWYwGGTQMY1GMzuPKQDgoqCfe+65sf+3WCwmk0mv1yckJHDHSE5OLiwsXL58eXFxsUajYTAYnZ2dpG1NTk5O9G6EzWYjU4OQGQLIQxDSCp7D4ej1+pKSEiaT+fnnn+fm5hYVFRUWFpIenQKB4MYbb4zmPLKf0tJSMokImUiDNJbX6XRFRUVCoZD0X4tONELTtN1uHxoaii4RiURisZicocLhMBkua+HCheQ7lcPhyOVyqVQqFotdLpfb7RaLxQsWLCgrKyPj/5G7IGT0HPKsvKioqLKysqysbGJvWYqiaJomHV1Jy5uioqLi4uLMzEwmk6nRaJYsWSIQCPx+v9PpJCPmjFuSkpKyZMkSoVBImmMzmczU1FSyxOVyDQ4O5ufnGwyG9PR0Pp8vEAjIk6BIJGKz2XQ6ncFgWL58eWFhIRmRh6IoMrAz6aFJmjqRPTMYjOTk5GXLlpGxLaJLli5dKpFIokuSkpLIMB/jlkilUpqmSVkikQjpwEvuMZD+GceOHUtLS7vxxhvLysomnY2AdKORyWTJyclcLtfn8/n9/uzs7Pnz51dXV6elpUVvO5HezXPnzs3Pz9fpdBP3w+VyWSwWua1LAgGPxxsZGfH7/fPmzcvLyyM3M0gjPLKfpKQkDodDfjuHwyHDO5OhSZYsWZKVlUVGaZHL5UKh0OPxkEZ7iYmJVVVVFRUVWVlZIpGI9I0lrffcbjfZvLq6Oisra+KfzOVyZTKZVCqNRCJmszk9PZ3M1JKZmTnp6JUej+fvf/97KBSqrKwkYwy53e6ampoFCxaQzwKLxeJwOBqNhnQscDqdIpEoLy9vyZIlZWVlOp2OdM4go8drNJqSkhIyGI3H42Gz2QaDITobUDgc7urqUqlUJSUlZPAXoVBI+tKKRKI5c+akpqbqdDqZTMbn8+12u8fjIZP3lJWVTRxCiKKoSCRitVpDoZBIJFq5ciW5X0s6LJMmKORuVkVFRWVlZV5eHmncNnYPZFBPrVZLWjBLpVIyHYtYLNbpdMnJyWR4GrFYrNFoyLD2QqGQTINERtwkO+zq6hp3gurq6pJIJKWlpdnZ2QKBwOVykQF6Fi9ezGKxvF4v6d6UnZ1NlpCbwYTL5RIIBHq9funSpaWlpSQJcTgckUikUqk8Hg+fzyfzIZGIv2zZMtLZdtwpQiQSCYVCHo9nNpv1en12dnZJSQnpxz1//nzSS4+Mq0o+TRKJJD09nbyzZNylsW11yCdaq9VmZWUVFhaSbn9SqXTRokWLFy9OTEwkRwv5E6RSqcfj4fF4Op1uyZIl5eXlZMh0u93u9/vJmK8FBQWk0aFOpyOfjkgkkpOTU1VVtXDhwrEjWJGJnUZGRnJzcysrK+fPny+VSkOh0PDwcG5ublVVFRkPH1+xcLVAO1fGuMYooVBo3BwS0UqRy0ryD4qiAoFAOBwmV8xj+1eS5sxk+TfffGOxWNRqtUqlIq1YgsHg7t27v/e9761evXr9+vW33HIL6a0SCoXYbHb0yVEoFAoGgwwGg+yHfG9F+/TRNE0S3th1GAzGuK2io+SQ74yxf8XYb6+xK0Q3HPt8J7pC9KeTNqAke4iuH/1F5GWTwWtInz5S85kvCYfDgUCAvHjyt0f+LdpXOjqpYPSFTbpVdM9krrPzWhKJREgfTPKryUJSbfLGdXV1ff3117/85S8rKysffPBBMnDdVEfe2NdPZpKNvv7onxAMBkOhEFk+8anixAqQdUKh0LitJu5n7LbRN2tc9cgK446c6ApTbR77wIi+jKlWpihqdHT0zjvvNJlMt9122/r160nbUFJksn6MAyD68SS/l3yWo4di9AVEL2bGrRM9SMZ+HMZVY9J3atwHihwb0R67ZEPyo2gxoy91qp2M/XXRMka3HffJnbjDiSeosUui1SAXJ+RTFi0mWTLuDED9u+X0uMMgWrHopywYDI49m8U+EsiJi3zcyG6jfxf5fEX/tOi7P3aH0YY35EQ67mCY9K8Yu8LYH9E0TS4kou91jHec/OHRgye64dgl+H4FxMGr+GFx9Kt9WpO22R+3eVdX14EDB9rb22+++eY5c+ZwOJzBwcFjx46Fw2G1Wq3VaqNhYtzeJr6M+JaMDStTHQGxH3zPvCDkYJr0VY1dZ9ywGjNZwmQyx92GiZ6XY7y2SbeK47dPumRs3Xw+n81mMxqNR44c2b9/f/RRYOwmjON2MtWD3Ymz4k67h4lbTVwy7W+f9k2f9sVPemDMZKy+sa+QbDJVz/TYr5PBYIx7FBj92o6xzqR/18yHjpv0E3e+I89N+7GdyToTizZuybhqjLtQnHb5uDd33PF2XkfCtOexGL993J8Q42ww1U+nOm3O5PiceIaZSSc/ALgK4uDFRSZO7ejoOHr0qNFo9Pv9Ho9neHiYzDePYQiuDWQqgr179zY2NhqNRoPBUFRUNHGuNgAAALge42B5eTmZTKyhoeGDDz5oa2srKSmpqqp6/PHHyZgFiIPXAL/f393d/eabb9I0PX/+/JqampKSkpnfBgMAAIDLixH3EIAz4fP57Hb7yMiIyWSyWCx2u12hUKjVajLr18UdjQ8uF6/XazKZjh8/zmQyVSpVUlISGS4OlYn7U7N//36fz5eSkpKWlhaj/SUAAFycMISuJJc0DgIAAAAgDl7hmDgIAAAAABAHAQAAAABxEAAAAAAQBwEAAAAAcRAAAAAAEAcBAAAAAHEQAAAAABAHAQAAAABxEAAAAAAQBwEAAAAAcRAAAAAAEAcBAAAAAHEQAAAAABAHAQAAAABxEAAAAAAQBwEAAAAAcRAAAAAAEAcBAAAAAHEQAAAAABAHAQAAAABxEAAAAAAQBwEAAAAAcRAAAAAAEAcBAAAAAHEQAAAAABAHAQAAAABxEAAAAAAQBwEAAAAAcRAAAAAAEAcBAAAAAHEQAAAAABAHAQAAAABxEAAAAAAQBwEAAAAAcRAAAAAAEAcBAAAAAHEQAAAAABAHAQAAAABxEAAAAAAQBwEAAAAAcRAAAAAA4sFCCWCicDjs9/utVuvAwIDVapVKpQqFQi6Xi0QimqYjkUg4HHY4HGazua+vTyKR6HQ6uVzOZrOZzMkvMHw+n9PpHB0dDQQCbDZbqVQKhUI2mx0Oh81ms91uT0xM5PF4U20OAAAAlw793HPPoQowTjAYHB0dra2t3bx58+uvv97e3u73+yUSiUwmY7PZkUgkEAi0tLTs2rXrP//zP8+dOyeVSpVKJY/Ho2l60h2aTCay/uHDh9va2qRSC9Y66wAAIABJREFUqUgk4vP5gUDg8OHDX3zxRXp6ulgsnmpzAACAS4fBYFzvFQiHwzgOYJyOjo5Tp041NzczmUy5XJ6QkGAymbxe77Jly1JTU7lcbldX15kzZ3p7ezkcTigU4nA4+fn56enpiYmJk+7wwIEDR48ezczMFAqFPp/PaDQaDIbi4uKurq5z587Z7fYbbrhBpVLh7iDEvkoxmUxtbW0HDhwIBoPV1dU5OTkqlYrFYk16Kne73SaTqbW1dXh4mKKowsLCtLQ0qVQaDof7+vpqa2vLy8vT09On2hyuq0PLYrF8+eWXSqXSYDCQ617yo+Hh4Y6OjoaGBrvdLhAISktLs7KydDrdpPux2WxGo7G1tdXhcPB4vLy8vKSkJLlcTlGU3++3WCz79+9PSkpasGABao44eKXBw2KYRGtr69dffy0Wi6urq6uqqgKBwBdffFFfX9/R0SEWi2UyWXNzs8PhSElJqa6u7u7ubmhoaGpqYrFYU8XBc+fO1dfXr1ixIi0tbXBw8NNPPyXnytOnT9M0nZ+fLxKJkAWBoqimpqahoaGxS9LS0rRarVgsttvtvb29zc3N7e3t4XBYoVDw+XwOh5OQkDDpqdxisRw/fnx4eNjtdlMURW5sFxcX2+32/v7+s2fPZmdnRyIR1Px6Rpq+jIyMnDx5cvv27cXFxWlpaWKxmM1mh0Ihj8fT0dFx/Pjxnp4er9dLDiGKokQikUAgmPg0Y3BwsLGxcWRkJBAI0DTt9/tDoRCJg3a7vaenp7Ozk8/no+yAOAhXh7q6us8+++zZZ5/NysricrkcDic3N9fv9w8MDOh0OjabfezYsYyMjIKCAj6fr9Pp9Hr9O++8w+fz58+fP+kO+/v7m5ubyWmUoqhjx46p1Wq3211XV1dUVJSdnc3j8VB2oCjq1Vdf/eSTT8YuefTRR9esWVNcXNzb29vZ2el2ux966CEmk7lv376uri4SByfdldFo3Llz57p168rKyiiK2r17d319vcFg6O/vt9vtJSUlKpUqehMIrts4GAgEGhsbP/roo6+//nrssRQIBPr7+xsbG8+ePbtx40a9Xj8yMrJlyxaKohQKRVpamkAgGLe39vb2Q4cO3XPPPcnJyaOjo3/9618piiouLiZH45kzZ+bOnZueno6yA+IgXOmCwaDT6XQ4HJFIRK/XKxQKBoPBYDAkEolEIjlw4ADpNdLU1KRUKjUaDZvNFolEIpGou7vbZDJNtVu1Wp2VlUVRlMfjoSjKYDAIBIKBgQGNRqPRaNCJBCiK8nq9VqtVo9Hccsstixcvji4vLi5OSkqiKKqlpWVwcLCoqEin0zGZTIPBUFdXZ7PZDAbDpMcPaf/67W9/W6FQUBTV1tbmcrnuvffe1tZWs9m8bNkyuVyOJ0TXM7/fbzKZvvrqK6PRSO7hjW095fP5Tp8+HQqFSkpKtFotOVrmzJljtVpPnjypUqkmxkESHzds2KBQKLxe7+nTp8VicTgc9nq9FovFYrGUlZWpVCpUHhAH4Sq4Vg6FQuFwmKZpkUjE5XLJcpqmA4HAmTNnsrKy9Hp9b2+v1+uVSCQURXG5XB6PZ7VarVarz+ebtH9xWlpaaWmp0Wj0er0ul2vu3LkcDqe3tzc9PT0pKYnFwnEIlMfjGRwc1Ol0+fn5995778SgRppk3XbbbeTAy8nJ2b59u9FonOqBbygUcrvdoVCIPNTzer12u91isZjN5kAgkJiYOPHrHK4rgUDA4XAMDg6StivjHuN6PJ66ujqpVFpeXi4SiVgslkAgyM3NPXjwYG1t7bx58yYGu3A4HAwGyQmTwWB4vd5AIBAIBHp6emw2m0QiSUhIIE9IABAH4co+IFgsuVwuEAjC4bDb7fb7/eQU6XQ6BwYG2tvbu7u7c3JyyCkvmhTJEze3222xWBQKxcQ4mJeXFwqFDh8+bLfbpVJpTU3N4OBgV1fXihUr9Ho9yg4krg0NDfF4PKlUOukK7e3tPp9Pq9WSDkxKpXJ0dHTsoTiOXC6vqKgQiUROp5MchCMjI2fPnpVKpRKJBPekIRgMcrncFStWyGQym802Lqg5nc59+/aVlZUplUpyiqNpWqFQDA4O7tmz59577524w9TU1IULF7LZbKfTGQwGCwoKUlJS3G73oUOHBAJBRUWFWCxG2QFxEK4C5NFwTk5OWVnZ2bNnJRJJRkZGMBhsb2+vr693OBzk3uHETci9nKnu0ygUCoPBoFAofD4fTdMymay/vz8cDrNYrO7u7oGBAYqiSBtEchWON+I65Pf7zWaz2WweGhoyGo2dnZ0CgaCysrKwsFAmkzmdTpfLxWQyyX0XJpNJbl17vd7R0VGZTBa9kx2l1WpvueWWoaGh7du3UxSlVquVSuXp06fT09MzMjKYTCaeFF/n+Hw+k8kkB4/H4xl3eRCJREhfkOihQg48MizrpOe61NTUkpKShoaG+vp6iqJKS0vT09NHRkZcLpdCoUhKSpp4lAIgDsKVq6CggDR2qaur6+3tVSqVQ0NDbrc7Eomw2Wwej8dgMMLhMDlRkq55kUiExWJxOJxJv2IFAoFAICAtwDweT1tbG0VRYrF4ZGTE6XQODQ0xmUyv1+v1evPy8nABfX0Kh8M+n4/JZIZCoeHh4Z6eHiaTSfpvJiYmMpnMQCAQ/TZl/lsoFHK5XGMbNoy9CFm0aFFjYyO53sjOzg6Hw6dOnSoqKpJIJH19fRRFcTgcmUzG4XAw5uV1iMPhcDici7hDnU4XDAZPnDjhcDj4fH55eTmTyezq6hIKhXK5nKbpoaGhYDBIMiiPx0NPJkAchCs9DioUitra2n/84x+nTp1av359RkbGvHnz9u/fLxaLyUhv4XA4EAiQx3aBQIBkvpm0zff5fB0dHWw2OzMz8/jx4zqdjjQlbGho2LNnj06nQxy8PtE0LRAIsrOzExMTi4qKvF5vR0fHgQMHjh07ptPpqqqqzneHAoEgLS0tOTmZ3M82m81nzpwhPxoaGjp06FAoFNJoNBUVFWSaHLwFcIFkMplYLM7JyYlEIgwGg8ViHT16tKmpqaKiQqfT9ff319XVWSwWPp9fUVGh1+tlMhmKBoiDcOUKBAJMJnPOnDlSqdRisWRnZ4dCoZ6enqVLl+bk5PD5fL1ez+VyrVZrQkKCx+Nxu92kx/G0jbHI3Hetra2ZmZl6vf7gwYNVVVU1NTU0TQ8PDx88eHDt2rWo//UpISFh3rx5pA8TGdctEAjMmTPnr3/969DQ0OrVq7lcLnlORxonBIPBcDjMZrPlcvmk93jI7cNo24PW1laXyzVnzpyBgYGhoaGMjAw2m+12u/fs2VNdXZ2bm4u3AC4QOeTIPb9gMGiz2fx+v1QqTUxMtNvtZ8+eValUWq02EAicPn3a7/eXl5ejaHClHL0oAUxkNpv7+/uFQuHixYvvuuuusrIyNpvtcDgqKioyMjL4fH5RUREZKSYQCFit1tHR0fz8/OTk5Gn37HK5zGYz6aEiFotHR0e9Xq9QKOTxeIFAwGKxhEIh1P/6xGazpVKpWq0mt0xomhYKhcnJyU6n02KxSKVSqVTK4XBcLlcwGCQjInE4HIlEIhKJYj90I3eye3t7LRZLUVFRZ2fn6dOns7Oz8/PzuVzuZ599Rh4cA/yfmyUsVmJiokgk8ng85AYzGTJGIBAkJydP+5TZ7/e3tLQ4nc60tDSFQmE0Gg8dOiSXywsKCpKSkk6cONHS0oIiA+IgXNG6u7sPHTrU1NQ0MjJCuhjX19d/+eWXqampycnJIpFo8eLFAoHg9OnTZHCQ3t7ehQsX5ufnzyRojoyMFBcXp6en8/l8g8GgVqudTqfT6VQoFCUlJRj747plsVgaGhoGBwfJ4JTRb1+1Wk3mBNPpdEql0mQy+Xw+n89nNpsTEhKmmghnLJIdOzo6hoeHU1JSWltbT5w4oVar1Wq1z+fbt28faVwIMJZIJFq+fHlaWhoZmYiiqFAoZDabdTrdjTfeOO1zXpfLtXfv3uHh4dLSUpFIdPbs2T179oTDYbVaLRaLDx8+fPLkSRQZrqDrH5QAJkpOTia38bZu3Wo2m5OTk3k8Xk1NTUFBAWkQbTAYGAzGqVOnfvWrX8nl8oyMjLy8PK1WG/sOTSgU6urq+uabb5YuXarVammaXrp06ejo6I4dO7hcLpvNXrlyJRrTXLccDseZM2dGR0czMjKKi4sZDIbRaDx48KBOp8vMzCQjAPf09Jw8eVIoFDKZzKamJjJN9rRNFFwuV0dHh1qtFgqFbDabXNKQh85cLjc/Px9HHUzE5XLz8vLa2trq6upSU1P5fL7D4Thx4kQ4HC4rK4s9fODo6GhfXx+5XJFIJCwWS6FQZGVlkT5z4XA4NTVVo9GgyIA4CFc0nU5H03RLS8vp06e7u7sFAsH8+fPLysq0Wi1pv6XX651Op9FobGxslMlkaWlper1+quHioiKRCE3TZF47qVRKzqqnT59ub28PBoOZmZnoVnw9I8cGuflHsprRaDSZTIWFhYWFhQwGo6CggMVidXV1MRgMmqb7+voyMzOzs7Nj914Kh8NWq7WpqUmn06WlpTGZzIKCgoGBgTNnznA4HL/fv3TpUnL3EWBcHMzKyjKZTK2trd98801fX5/D4RgeHiZXv1NNPUxGWhgaGmpvb09JSUlJSSF93lNSUubNm2c2m1tbW71er8FgyMnJQZEBcRCuaAKBICUlJTExsbq6OhgMslgsNpsdnW6EwWCw2eyCgoLs7Ow777yTpmkul8tisWJ/K5OtFixYUFFRQUYApmk6OTlZq9VWV1eTL3gWi4WRga9bycnJt912W21t7dGjR8lkrxkZGStWrCgtLSVDFGVmZpIbzK+99hpFUXfddVdqauq0w5gHg0Gj0fj111/fc889KSkpDAajvLycxWJ9/PHHPB6P/FJMIwsTcTgcMupqOBzetm2byWSSSCQ33nhjWVmZXq+famQiMgkyuY29Zs2alJQUsjw7OzsQCBw9etTtdsvl8rlz5yIOwhWFMW5IYQCAyyIcDofD4cHBwcHBQdKYTyaTpaenR0eBCYVCNputr6+PjFuZn5+v0+kkEknsAaVDodDIyEhzc3NeXh6Z7NjpdJpMpv7+fhaLJRaLdTqdUCjE+MDXOavV+sUXX2g0muLiYoFAEO2QbrPZhoaGOjs7PR4Pl8tNT0/XaDRkguOp4mAoFBoYGDAajZmZmRKJJDppk81m6+/v9/v9PB5Pp9PJZLKpbjHCZQhD1/2g9IiDAAAAgDh4XcODOQAAAADEQQAAAABAHAQAAAAAxEEAAAAAQBwEAAAAAMRBAAAAAEAcBAAAAADEQQAAAABAHAQAAAAAxEEAAAAAQBwEAAAAAMRBAAAAAEAcBAAAAADEQQAAAABAHAQAAAAAxEEAAAAAuPqwUIKrSFdX11/+8pfR0VGUAgDgerZ06dI77rgDdQDEwevR8PDw1q1baZrW6/VXwutxu92nTp1SqVRpaWl4d2DWtLS0hMPhgoICBoOBasAs6+npGRwcLCwsFIlEl+UF+P3+U6dOsVgsxEFAHLyu3X333Q899NCV8EpaW1sfeOCBW2+99cknn8T7ArPmhz/8oc/n+/Of/8xi4QwGs+21117bunXr888/X1xcfFlegNFofOCBB/BGAOLg9U4kEqlUqivhlQwPD7NYLKFQeIW8HrhO8Hg8iqJUKhXiIMw+oVBI07RcLr9c571AIMBms/FGwMWFriQAAAAAiIMAAAAAgDgIAAAAAIiDAAAAAIA4CAAAAACIgwAAAACAOAgAAAAAiIMAAAAAgDgIAAAAAIiDAAAAAIA4CAAAAACIgwAAAABwbcAE8HB+urq6enp6yL87OztdLld3d/f+/fvJEoFAkJ+fLxQKUSgAgGtDJBIJBAI9PT1cLlev10cXRiIRj8djtVoHBwdZLJZWq5VKpVwul8mc/E5TIBAg6/t8PgaDkZCQIBQKORxOJBKx2+0mk0mj0QiFwqk2B8RBuIJ8+OGHr7zyCvl3MBi0Wq0fffTRp59+SpZkZ2e/+eabeXl5KBQAwLUhFArZ7fa3335bp9M9/PDDY+NdT0/PoUOH3nvvPalUetddd1VWViYmJnI4nEn343A4urq6Dh482N/fz2KxbrjhhsLCQrVaHQgEWlpadu/effvttxcUFEy1OSAOwuW3e/fuzz//nKIos9lcVlY21WpsNvuVV17hcrkajea+++5LTExE6eDCNTY2vvPOO5FIhPy3vr4+FAo99thjTCZzzpw59913H03TqBJcCnv27Nm1a9fYJfX19SaT6Xe/+913v/vd1atXX9t/fjgc9vl8HR0dtbW1hw4dmjdv3tiM2N/f393d7Xa7b7/9doqiRkdHOzs7aZqO3kEcp6+vb+/evampqZmZmZFIpLe3l6IopVLZ39/vdDqTk5NFIhE+y4iDcIVyuVwtLS179+7duXMnRVGlpaXz58+famWr1bpv3z6r1ZqYmJienr5gwYK0tDTUEOJjMplaWloikUhdXd3OnTujcZAgX9L9/f2ZmZk0TSsUivz8fDxmgouip6enq6uLoqjoqW8smUx25MgRhUIhl8spitLr9enp6ddeEfx+v9vt7uzsbGpqqqur6+zszM3NHRsHz549OzAwkJCQsGzZMqfTeejQobNnz5KCTLrD/v7+L7/88qmnnpo7d67P53v99detVmt1dXV7e7vD4SguLpbL5YiDiINw5Z4WH3/8cT6fv379eoqiYt/Gl0gkNTU1kUjEarX+5je/+f73v//kk0+ihhCfI0eOPPjgg5FIJCUlZd26dZNGvZ6ennvuuSccDq9cufKNN97AYya4KLZv375p0yaKogoLC8mpb6Lm5uY777yToqif/OQnv/jFL669Itjt9nPnzv31r38dHR1VqVTjglowGGxqamIwGKtWrZJIJDwer7CwcOvWrS6Xa9myZZPucHh4+Pjx4z6fTyQSMRiMkydPKpXKUCh08uRJLpf7rW99SyAQ4NhDHIQr0e7du3fu3JmQkKBWq0Ui0bTrM5lM0o/E4/FYLBan04kaQnzeeeedAwcOlJaWUhQll8vFYjGDwZi4mlarLS0tjUQiTqfziSeeuPfee8c+zwI4X8PDw1u2bDl58iRpFaPT6aY69aWkpJBjsqWl5Ze//OX3v//9lJSUa6kU5H78vHnzgsEgm83et2/f2J+GQqGWlhaFQpGcnMzj8WiaVqlUg4ODbDZ7qh3KZLLs7Gw2m+3xePx+f1paGofD6ezsFAqFCoUCnUgQB+HKdfTo0R07dtxxxx0qleq8NmSz2TqdzmazHT9+HH2N4byMjIy0trZ+9tlnRqNx+fLlk6bAqISEhIqKCoqiurq6du/enZSUJBQK8/Ly8L0Ccejp6Tl69Oju3bulUmmMVjFEYmIiaR79zTff7Nq1KyMjY/HixdfSU2M2my2TyRYtWhQOh81m89jTeDAYdLlcfX19ZB2KohgMhlgsttvtFovF5/OxWKyJj321Wu2iRYs8Hs+ZM2dCoVB+fr7f729tbdVoNHq9nsVCILmccMaES0IsFq9YsaKlpeXxxx+PDkwDMMOLkO985zuRSGTBggUz3yo5OXndunU7d+588cUXg8Egyghx2L59+3/8x39kZWUZDIaZb5WXlzdv3rwXX3zx/fffv8ZO4xkZGUlJSVKpdNyPXC6X0Wj0+XzRJTRNczgcJpPp9XrNZrPf75+4w9TU1JtuuunMmTPbtm3bvn17ampqRkbG6dOndTpdZmYmDr/LC2EcLgmapoVCYSAQMJlM+G6G8+L1eo1GI0VRfD7/PM5lLJZYLM7KynK5XE888cSGDRvmzp2LYsJ5cblco6OjHA6Hy+XOfCsOhyOXywsKClpaWn71q19t3LgxNTX12jiNkzt8E+/zRSKRUCg0dgnj3yKRSDgcnnSHUqm0oKBAIpE4HA4Gg6FUKvv6+vx+P4vFMpvNJ06coCgqISEhNTWVjEeIAxJxEAAgHllZWa2trf/zP/9TWVmJOAgz5/F4WltbLRZLYmJijNZvU+HxeEVFRQcPHqytrV21atW1EQdjJ0Uej8dkMkkuJG0zQqFQJBJhMpnkNuHErfh8Pp/P12q1ZOX29vZgMCiXy+12OxmSkMlkWq1Wj8eTm5ubkJCAwxJxEAAAYPYMDAw89dRTFEXddNNNPB4PBYlNKBRqtVoulxsKhfx+P5lZxO/3h8NhHo+nUCimbbwbDod7e3v9fn9paWlLSwufzy8vL+dwOB0dHf/85z8lEgni4CxD20EAALjehUIhk8nk9/uFQiGGvps+OjCZHA5Hq9WKxWKr1RoIBHw+n81mS0hIIEPSxO4BFgwGnU5ne3u7zWZLT0//5ptvWltbU1JSkpKSXC7X3r17R0ZGUORZhruDV5/Ozs6DBw+e71apqalTDQ06ltPpPHPmjMfjIf+96L1Aenp6ZrJPHo+Xl5c3k6FtAABg9tE0nZ2dHQqFent7+Xy+z+cbGBhISUmZSd9qr9drMplcLpdAIFAoFBaLJRKJkBN+MBgcHBz0er2oMOIgTOP999/fsWPH+W71zDPPjJ1rcird3d2PPfZYR0cH+a/D4bi444J+/PHHv/vd76ZdLS0tbfPmzefVuQ8AAGYvPbBY8+bN6+npaWxs1Gq1Dofj1KlTBoNh7MwlU7Hb7Z2dnZmZmYmJiUwmMzc3l8vlknFqxWJxRUUFme4FEAchlqVLly5fvvx8t6qsrJzJamq1+oEHHrBYLOS/n376aWNj40V88QsWLCANdGLYu3fvoUOHnn/+ebVaHV2oUCg2btwY+wan2WzesmULmQfzfC1ZsmTt2rXTrmaz2bZs2dLZ2RnHr1i4cOEdd9wRe51Dhw599NFHceycy+Vu3LgxPz8/xjo+n2/Lli0tLS1x7L+8vPx73/vetKuFQiEyhG8cv6K4uHjjxo2xnzHN3HvvvVdXVzd2yd133z3tCNXvv//+uK1mKDc3d+PGjTPpCv3BBx/U1tbG8SsyMzM3btwoFotjrHPu3LktW7Y4HI449r969eqpJpOI2rFjx5dffhnHzpOSkjZu3DiT4Ut37969d+/eOH6FRqPZuHGjTqeLsc7Q0NCWLVsGBwcn/shisfT390skkgs88Mxm8+9//3uNRnNeW0ml0o0bN87kvtrXX3/93nvvdXR0xJg7fnbQNJ2Xl0dR1MmTJ//4xz9yOJykpKTMzMzYY3GTricDAwNHjhxZvHhxSkoKTdMVFRX9/f27du3icDjhcHjNmjWx30dAHASKoqhFixY9+uijl2jnKpXq3nvvHXtqu7hxsKKiggwaHINcLrfZbL29vWODXWJiosvlir2hz+drbW1tbW2N77t2JqsFAoEzZ87EF3dm8rB+ZGSkvr4+jp0LBAKbzTZtVmtvb49v/zNs1h2JRM6dOxffr4gddM5XZ2fnuANm5cqV027V1dUV34tnMpnjxt2YSnd3d3y/IhQKTTtmk9Pp/Oabb0ZHR+PY/0yuGPv6+uJ78Xa7fewYdTEMDAzE9yvS0tKmfcLo9XpPnz4dffoxMdPLZLKBgQGlUhn3KCd+v7+lpaWvr+98T7zTnt+I4eHhkydPzvKETzRNi0Qig8EwNrDSNJ2YmOj1eoeGhk6cOCGTyaqqqlJTUxUKRey9hcPhcDgciURUKpVCoaBp2mAwsNnsxsZGgUCQkpIyZ84cpVKJ7/pZxphqfCC4Ah07duzOO+/8yU9+MmsTAT/77LNvvvlmHLOSEF999ZXRaPzggw/O67Gvw+GYeHuDpmm5XB77HB0MBi0WSyAQiOOlCoXCiUOtTvqVbLFYJh1hdSaJjQzfH4PL5Zo21U3+SWYw5HJ57B6R4XCYTBgQx/75fP5MHt9EIhGLxRJfux8ejyeXyxkMxt///vc777xz3bp1RUVFceyntbX1ww8/fPXVV2+77baxy2Uy2bQtHywWS7Th7HnhcrlyuXwmU6FYrVa32x3HryCD28Xu5eDz+SwWS3xndYlEMm1rXZvNNsPUMg6bzZbL5TOZdsJut8eXdVgsllwujz1GTCAQsFgsMVL15s2b33333Ztvvvl8b+8RBw8ebG1t3bx5c0lJyfnmrWnPb9HEf/bs2R//+MeVlZV/+MMfZueLIBwOB4NBu93OYrGiJzEyhR3pROLxeJhMpkAg4HA4sfuRkK3IJkKhkLxfoVCI7IfJZLJYLDJOzSxPLHSxnktcvXB3EGK56aabaJo+fPiw1WrNzs6e+YZOp7OxsTEjI2PaxzeT3iWK70YRi8WKL7ae11n7kl62CoXCSzehH5PJnPbC/cJPqVfI8BByuZxMIHa+W13qRksymWzaq4K4cblcMqjbJSKVSmdy1XQhJBLJhT+xjZFKxzZBmfSaxOVyxZGn3W53Y2NjUlLSd7/73bKyskv3LohEIq1WO8tDNJN+xONOfSQ/cTgcDocz8zM22YrH4429dmWxWCwW67yGnQfEQZhVVVVVarX67NmzDodjcHBQqVTOZIBWm802PDwcCoUqKyvHPnoGmAmFQkGmpxsZGVEqled11W4ymciBd6kvDOCalJycbDAYHA4Hn88/r9Tu8/mam5uLi4vvu+8+lBGuRhh3EKaRkpLy+9//Pi8v7/PPP7fb7TPZ5NSpUydPnvz5z3++fv16FBDOV2Vl5bZt2xgMxuHDh89326NHj/r9/q1bty5atAiVhPO1du3a//qv/2pra4uvfTDA1Qt3B2EabDZbo9GsXr2az+cfPnw4mgizsrLI4+O2trb29vaxmxQWFt51110Gg+HSPfSBaxifz09KSmIwGF1dXZ999llJSclM2hsYjcampqYFCxYsX75cr9djJGGIg1gsVqlUgUDgvNoHd3R09PX1/eAHP7jxxhtRQ0AchGtZ9KlxtCG5w+EgA0rb7fZxX714RgwXLicnh3TPNJvNpHuQQqGY2LDS7XabzeZIJOJwOBgMxsqVK2tqalA9iBuPxyviVthVAAAgAElEQVQuLh4dHY0OmM9iscb1NQ4EAmazORoZbTabTCb7zne+E3ukJwDEQbgWkKfG0U55r7/++p/+9CeKon7605/+9Kc/HXeFjXLBBXrsscd++MMfUhT1+OOPk7EYV61aNfHrlgxXFg6Hly9fvnXr1tgdBQCmpdPpXnjhhddffz3ab1cqld5yyy1j+xo7nc69e/cODw+T/37/+99/+umnMccuIA7CdYE8NY7+99Zbb41EIu+++y6Xy01KSkJ94OKKfrlu2LChqqqKoqja2trPPvts3GpJSUm/+MUvmExmZmYmnhHDRfhSZLHUavXNN98cPQIdDkdtbe2JEyei6wiFwu9+97vRFcrLyy9ph24AxEG4clVVVUkkkl27dqEUcEmtWrVq1apVFEWNjo6Sx8dnz56NRCI5OTkMBiMrK+uRRx6ZyYB2ADM3dsD8vr6+jo6O6ICg/f39LBZr06ZN5eXlKBQgDgIAzKrHHnvswQcfpCjqoYce8vl8mzdvpmmaz+fjjiBcUlqt9oUXXoi2FPzjH/8Y30ySAIiDAAAXKiEhgTyeEwgETCYzKSkJNwVhNr4mWayxbVIv9UDcAJcFxh0EAAAAQBwEAAAAAMRBAAAAAEAcBAAAAADEQQAAAABAHAQAAAAAxEEAAAAAQBwEAAAAgGsXBnGF+Gk0mieffDInJwelgNl09913h0IhJhNXs3AZLF++XKVSJScnoxSAOAhAURSlVCo3bNiAOsAs+/a3v40iwOUydjpjgGsGLq8BAAAAEAcBAAAAAHEQAAAAABAHAQAAAABxEAAAAAAQBwEAAAAAcRAAAAAAEAcBAAAAAHEQAAAAABAHAQAAAABxEODfjEbjSy+9tGfPHpQCZtP777//7rvvhkIhlAJm3759+55//vm+vj6UAhAHASiKosxm85YtW2pra1EKmE27d+/esWNHJBJBKWD2HTt27C9/+cvQ0BBKAYiDAAAAAIA4CAAAAACIgwAAAACAOAgAAAAAiIMAAAAAgDgIAAAAAIiDAAAAAIA4CAAAAACIgwAAAACAOAgAAAAAiIMAAAAAgDgIAAAAAIiDAAAAAIA4CAAAAACIgwAAAACAOAgAAAAAiIMAAAAAcJmwUAKIG4/HKygo0Ol0KAXMpvT0dJ/PhzrAZaHVaouKigQCAUoBiIMAFEVRer3+5ZdfFolEKAXMpkceeSQSidA0jVLA7Fu9evXy5cs1Gg1KAYiDABRFURwOR6/Xow4wy/BNDJeRXC6Xy+WoA1xj0HYQAAAAAHEQAAAAABAHAQAAAABxEAAAAAAQBwEAAAAAcRAAAAAAEAcBAAAAAHEQAAAAABAHAQAAAABxEAAAAAAQBwEAAAAAcRCAoqihoaFXX331X//6F0oBs2nbtm1bt24NhUIoBcy+r7/++qWXXurv70cpAHEQgKIoymQy/fnPfz548CBKAbNp586dH3/8cSQSQSlg9tXW1m7evNloNKIUgDgIAAAAAIiDAAAAAIA4CAAAAACIgwAAAACAOAgAAAAAiIMAAAAAgDgIAAAAAIiDAAAAAIA4CAAAAACIgwAAAACAOAgAAAAAiIMAAAAAgDgIAAAAAIiDAAAAAIA4CAAAAACIgwAAAACAOAgAAAAAlwkLJYC4cbncnJwctVqNUsBs0uv1fr8fdYDLQqVS5ebm8vl8lAIQBwH+37fyyy+/LBaLUQqYTY8++mgkEqFpGqWA2bdmzZqlS5cmJSWhFIA4CEBRFMXlctPT01EHmGWJiYkoAlwuCoVCoVCgDnCNQdtBAAAAAMRBAAAAAEAcBAAAAADEQQAAAABAHAQAAAAAxEEAAAAAQBwEAAAAAMRBAAAAAEAcBAAAAADEQYD/w+v1trW1DQ8PoxQwm3p7e3t6eiKRCEoBs29kZOTs2bMejwelAMRBgP/3rfzEE0989NFHKAXMpj/84Q8vvfRSKBRCKWD2ffLJJw8//HBHRwdKAdcSzFkM8fP7/R0dHSaTCaWA2TQwMOD1elEHuCzMZvO5c+dwBMI1BncHAQAAABAHAQAAAABxEAAAAAAQBwEAAAAAcRAAAAAAEAcBAAAAAHEQAAAAABAHAQAAAABxEAAAAAAQBwEAAAAAcRAAAAAAEAcBAAAAAHEQAAAAABAHAQAAAABxEAAAAAAQBwEAAAAAcRAAAAAArioslADiplKpfvSjHxUWFqIUMJvWrl0bDAYZDAZKAbNv4cKFPB5Pp9OhFIA4CEBRFKVWqx966CHUAWbZHXfcgSLA5bJ48eLFixejDnCNwcNiAAAAAMRBAAAAAEAcBAAAAADEQQAAAABAHAQAAAAAxEEAAAAAQBwEAAAAAMRBAAAAAEAcBAAAAADEQQAAAABAHAT4t5GRkTfeeGP//v0oBcym7du3f/TRR+FwGKWA2Xfo0KE//vGPg4ODKAUgDgJQFEUNDw//93//95dffolSwGz66KOP/va3vyEOwmVx4MCBV155ZWBgAKUAxEEAAAAAQBwEAAAAAMRBAAAAAEAcBAAAAADEQQAAAABAHAQAAAAAxEEAAAAAQBwEAAAAgKsBCyUAgCvZ4OCg0+kcu8ThcPh8vra2Nhbr/z+DCYVCnU7HYDBQMQAAxEEAuKa8+uqre/bsGbuku7s7EoncddddYxcuW7bshRdeYLPZqBgAAOIgXFr79+8/ePAg+ffw8PDIyMiBAwd++9vfkiVKpXLt2rUqlQqFggvX2tq6ffv2rq4uiUQydrnBYJi4ck9PzwsvvLBmzZqioiKUDgAAcRAuPrPZPDo6SlHUrl273n777bE/amxsbGxsJP9OS0tLSUnJzMzkcDharZbL5aJ0EJ/BwcH9+/f//ve/r6mpueGGG6Zdv729/bXXXpPJZAkJCXhqDBeR3+83Go0+n4/812QyBQKBnp6e6FWKXC5XKpUoFCAOwrXvww8/fOuttyiKSkpKuuOOO6ZazePx/OY3v/F4PGlpaS+88EJ2djZKB/H5wx/+UFdXt27dOrlcPpP1k5OT161bt2PHjnPnzr344ot4agwXi9FofOaZZ1pbW8l/h4aGzGbzz372M4FAQJZs2LDh0UcfRaEAcRCuZcPDw5988kldXZ1IJKIoSqFQ6HS6qVZ2Op1DQ0M0TXs8nnfeeWflypXV1dWoIZwX8oy4s7NTLpfP/D4fj8fT6XRms7m3t/fFF19cvXo1nhrDhRgdHf3kk0+GhoZcLpfdbicnQIqiRCJRZmbm2DUbGhqef/55iqLmz5+/fPny66Q+oVBoaGios7Pz3LlzFEWp1eqcnBytVhtNyWOFw2Gr1Wo0Gnt6eiiKSkhISE1NlUqlPB4vEon4/f7e3t5Tp05VVFTE+H4BxEG4bMxmc0NDwxtvvKHVar/1rW9Nu75IJKqqqqIoamRk5O2332az2YiDcL6am5t//vOfr1u3bs6cOee7bVFRUWtr63PPPZeWloY4CBeSBRsbG9966622tjaJRLJq1Sq1Wj3VysePH3/55ZcpirrnnnsyMjK0Wi2Px7sGiuB0Oi0WSyAQCIfDZAmHwxGJRCKRiKZpt9vd2tp65MiRhoYGBoORnp7u8XiYTKZOp5vYTCgcDnd3d586dYrcZNVqtS6Xq6ioiMRBm83W0tKyZ8+e9PR0xEHEQbgSffjhh++//77BYEDvEAC4fmzfvv0vf/lLdnZ2SUkJTdOxWyzk5eUlJSVRFNXZ2fnQQw+98MILhYWF10AR6urq3n777Z6eHofDQZbk5uYuX768pqZGLBZ3d3cfOXKEy+U+/fTTbDa7s7Ozvr4+EokUFRXl5OSM21UwGKytrQ2FQt/5zncoimptbf3nP/+pVCpVKlU4HD5z5kwgELjlllu0Wi2OPcRBuBINDg62t7eXlpaKxeLz2pDP55eVlfX29r755ptr1qyJcWENAHDlIM+Ia2trJRKJWq0e16t9UuSGGUVR586da29vd7vdV3sRIpFIKBTq7e09cuTIokWLonfsdDpdZmamUCg0m83Nzc0cDicjI6OwsJCmaRaLNTQ01NHRwePxJsbBcDjc3NwslUozMjIoijp9+vTBgwdXr14dDAY9Ho/RaGQwGHPmzJlJtQFxEK4mIpGosrLyq6++OnLkSFVVFeIgAFwVzGbz66+/LhaLZ9KffRwejycUCgcHB00m01Xd1zgSifh8PrfbHQqFNmzYsHTp0nErtLa21tXVzZs3LycnhzQW1Ol0ZWVl77//Pk3Tq1atmhgHR0ZGIpEIeY7s9Xq7u7s9Ho/H4xkcHHS73QqFIjExEYffZYRJ6gAAAC6CvLy8uXPnvvTSS1u3br2q/5BIJGK325VK5c033zxpS6HOzs5du3b5/f7o/Tw+ny+Xyzs6Ojo6Oiauz2KxSktLc3JynE6n0+mUSCTz5s2TyWS9vb2ff/65SqXKzc3F8XN54e4gAADARSASiQKBQEdHx8DAwFX9h4TDYYvF4vP5eDze0aNHjx07ZjKZcnNzMzIyUlJSBAKBx+Mhd/uiIzpxOByJROLz+Ww2m91u5/P5Ywd7YjKZJSUlIyMj+/btoyjK5XKtWrVKIBCYTCaTyTR//nyNRoPjB3EQZsRkMvX19QUCAbPZTDr2zxAZETr2MGw+n29oaCgQCIxbToaevij8fv/Q0JDf749jW5lMplAoYq9jsVjie7U0TU/bEzAYDA4NDXm93vj+diaTqdVq+Xx+jHXIqA0ejyeO/YvF4mkfx9vt9pGRkTh2zmAwNBqNUCiMfS+BjMcR9+Gh0WiiA3lcFENDQ9GPiUAg0Gg0TGashyEul2toaCgSicTxu1Qq1bRtnoaHh6Pt8eOgVCqlUmnsdUZGRux2exw753K5Wq127ATQE3m93qGhoWAwGMf+ExISph080mw2W63WuOsjl8sTEhJirzM6OmqxWKbdVU9Pj8/nO9/W0uNYrdaZn6WlUum0T5atVqvZbI4e2/GdKGYuEok4HA6XyxUIBBoaGnp6etra2qqrq+fPnx8KhdLT0ycJEywWn8+nadrv99vtdjabPfZLh6bpgoKC5ubmY8eOURSVmZlZU1PjdDqtVqtEIpFKpWw2mxwALBaLx+MxmczYH1hAHLx+bd269Y033jCZTFu3bt27d+/MN8zLy9u0aZNer4+xTnd39zPPPNPd3T1u+eDg4MV6/f39/T/72c/a2tri2Hbjxo0PP/xw7HV27tz52muvxRdENm3aFHtME4vF8uyzz0YnX4nju2rTpk1z586NsY7D4fj1r39dV1cXx/5Xr1797LPPxl7nq6+++tWvfhXHzjkczqZNm5YsWRI7Lr/00ktffvll3IfHpk2bbrzxxov4eXn99dfff/998u/q6upNmzbFniOnvr7+Zz/7WXyJ/xe/+MWaNWtir/PWW299/PHHcf85Tz/99Pr162Ov884773zwwQdx7NxgMGzatCl2p8729vZnnnkmvhPCQw89dN9998VeZ9u2beOmOzovDz744A9/+MPY6/zjH//YvHnztLvy+XxdXV0X2PJv586d9fX1M1z57rvvfvzxx2Ov87//+79kLBuKogKBQGdn58KFCy/1l45cLi8uLs7NzRUKhR6Pp62traenZ9u2bRs2bIjvklgikZAzLY/H4/P5J06ccLvdCxYsYLPZLS0tp06doihKp9MVFRXJZLJrY7AexEG4+HJycioqKgYHB3NycubPnz/zDRMTE2PflyK3lxYuXDix9caBAwfa29svyusXCoVVVVWTXlZOayazm6Slpa1YsSKOnUul0mnvu3C53Hnz5sXdIUYoFE5764LNZs+dO3eGM3CMM5NRLRITE+OrD03T0w4zxGQyi4uLL2QikIv+qKioqChalvz8/GnvNKhUqhtuuGHiDfKZIIOMxJafnx9f/YnYl3PRC7/4foVer5/2q1cqlS5evDi+G3gz+dRnZWVdSH3GjQs9qYyMjJn8itHRUZPJdIGHX1pa2rJly2a48kyazaWmpkZfPBkO8JJ+3ZDhA0UiUSQSSU5OJv8QiUT9/f1fffVVTU3NxE9KMBj0er2hUIjNZovF4nE3mxkMBo/H4/F45Ezo9XptNlsgEBAKhenp6WfPnrXZbHK5PBQKOZ3O48ePz507F4POIA7C5FatWqVUKvfv33/TTTc9+eSTF3fnOp3uiSeemLj82WefvVhxUK1WX9J5nJYsWRL7DtaFkEgkP/rRjy7p+ysUCu+///5Lt/+5c+fGvj15IWia/t73vnclfEycTmc4HE5PT//BD36wevXqmW+Yn5//61//+tK9sNtuu+222267pH/7rbfeeuutt16inev1+qeffvrSvfiampqamppLWp8bbrhhJp2F29ra4rtJP1Z1dTWZp+RiWbhwYfR24MDAQNxPKmb+iVar1Wq1msVikee24XCYDDHT0tJiNpuZTKZUKmUwGKFQiGwSCAQcDgeLxRKLxdNeYNvt9vb2dh6Pp9Vq5XJ5c3MzTdO33HKL3+8/efLkF198kZKSgjg4y/BsHgCuHUePHvX5fFu3bl20aBGqARCfYDDY1tbW1tZmNpujNwIDgQBpPMpmszMzM7/97W9zOBybzUZ+6vF4LBZLRkYGGVkwto6Ojo8//lgikWRkZIRCodra2ubmZqVSqdVq7Xb7jh07jEYj3gXEQbgWuN3uhoaG5OTk+++/HzOawHnJzc196qmnKIpqaWmZed8Ok8l06NChs2fPRiKR0tLSafseAcBUwuGwyWQ6ffr04cOHTSZTIBDw+Xzt7e3hcLi6ulqtVicnJ1dWVo6MjJw7d87j8ZCegk1NTXq9fuIY1OP2PDw8bLPZuFyuQqGQyWQMBkMoFPJ4vFAoRLoqSySS2B2bAHEQZptcLtdqtWSw0PPa0OVyHTlyJD09/fHHH8c9fzgvBoPh+eef12q1vb29pMO40+mMnQudTifpSkw6EaOGcFl4PB6Xy6XRaKZtK3yFi0QikUjEaDQeO3aM9CDp7u5ubm5ms9nr1q1LSkrSaDQGg8Fut7e1tXV2dnZ3d587d66trS09PT1GHCSTnXR1dbnd7uLiYpVKxeVymUxmQUFBUlJSf3//wMAAl8tdtGgRLudmHwI4xLJ+/fqUlJQXX3xRo9FcupZnABM99thju3btevHFFyORSHp6+re+9S0GgzHVykePHlUoFFu3bmWz2VKpFLcW4LI4c+ZMZ2fnU089tXjx4qv6D2Gz2QaDgcfjNTU1ffLJJ1arlcViZWdnFxYWFhcXK5VKFouVmZlZWVnZ0NCwadMmJpOZlJRUVlZWWloao2dVKBTyeDykB/GSJUtkMhlFUTRNV1ZWtra2btu2TSAQKJXKO+64AzOUIA7ClSUpKWnBggXr169vampqaGjIy8sj8xFNxe12t7a2ut1uLpd75513ov0WxC0jI2PZsmVkOF+LxXL48OEYK+fm5i5atGju3LkIgnCB5HL5hg0bTpw4cfz48by8vPMaDtPpdNpstqysrOTk5Ku6CEwmUy6XZ2VlcblcqVRqtVppms7MzExPT9dqtTRNM5lMsVhcUFBALsAoitLpdIWFhTqdLsZ3BIPBYLPZOTk5bDZbq9VyOBzyuzIyMjgcjlgs5nK5KpUqLS0NkxcjDsIVh3Q6fuWVV959912lUhl7dFaHw9HZ2el0OjMzM3/84x/n5eWhgBA3Mh4eRVGffvrpI488Eg6Hp1rzpz/96Xn1IwaYilKpfPTRR//0pz9t3rxZoVDQND3tQF0URYVCIZfLxeFw9Ho9STlXNQaDwWKxSOfi8vLySdehaVqv1+v1+uXLl89wt6SY40ZMZDKZSqVSqVSWlJTg8EMchCtd9KlxX19fjNX0ev2zzz6bmprK4/FSUlJQN7goKisrt23bFqP5YHzjWQJMZe3atcnJyb/73e+Gh4dnMs6ry+X64osvFi9e/OCDD86kay0A4iBclaJPjYeHh6MLTSbTzp07c3Nzo1d7arV64cKF6DsCF5dcLh97i+Kf//xnMBhcvXo1prGCS0Sn0y1YsOD2229vaGg4ePDgtOtzOJzFixffdNNNBoMB1QPEQbjGz4/jhqo+derU0aNHb7zxxueeew71gVnzt7/9zev13nLLLYiDcOlEnxq/9NJLY5fbbDaHw6FWq8c+FE5OTn7ggQdiz3UJgDgIAABw9Vm7dm1FRcXYJVu2bNmxY8dvf/vb/Pz86EIOhzOTifIAEAcBAACuMjqdTqfTjV3yxRdfcLncgoKCqfpYAFyN8KgFAAAAAHEQAAAAABAHAQAAAABxEAAAAAAQBwEAAAAAcRAAAAAAEAcBAAAAAHEQAAAAABAHAQAAAABxEAAAAAAQBwEAAAAAcRAAAAAAEAcBAAAAAHEQAAAAABAHAQAAAOAqxUIJIG5sNlun00mlUpQCZpNCofD5fKgDXBYSiSQxMZHD4aAUgDgIQFEUlZyc/PLLLyckJKAUMJseffTRcDhM0zRKAbNvzZo1CxYsyMjIQCkAcRCAoihKIBDMmTMHdYBZlpWVhSLA5ZKYmJiYmIg6wDUGbQcBAAAAEAcBAAAAAHEQAAAAABAHAQAAAABxEAAAAAAQBwEAAAAAcRAAAAAAEAcBAAAAAHEQAAAAABAHAf6PQCBgNBptNhtKAbPJbDabTKZIJIJSwOyz2+2Dg4N+vx+lAMRBAIqiqN7e3ieeeOLvf/87SgGz6bXXXnvppZdCoRBKAbPvk08+eeSRRzo6OlAKuJZgzmKIn8fjaWpqyvn/2rv3oKjO+4/jz17YC7vAssiCyE2Ui6IZBYFcNIqGsTZmIBc0ia3pTNN/6MW2YyYwk7YTkza0Ezult0zTZBopaSpRS5toQxwnok7wgoAtRhAFgkFg5bZcd2HP7u+P0x+T8bIsK1kU36+/dHn2nLNflrOffc55nicpiVLAn5qbm+12O3XArLh69WpdXd3IyAilwFxC7yAAAABxEAAAAMRBAAAAEAcBAABAHAQAAABxEAAAAMRBAAAAEAcBAABAHAQAAABxEAAAAMRBAAAAEAcBAABAHAQAAABxEAAAAMRBAAAAEAcBAABAHAQAAMBdRU0J4DOz2bxt27YVK1ZQCvjTxo0bnU6nQqGgFPC/9PT08fHx8PBwSgHiICCEEPPnzy8qKqIO8LPnnnuOImC25OTk5OTkUAfMMVwsBgAAIA4CAACAOAgAAADiIAAAAIiDAAAAIA4CAACAOAgAAADiIAAAAIiDAAAAIA4CAACAOAj8v97e3r/97W+nT5+mFPCnysrKQ4cOuVwuSgH/O3v2bGlpqdVqpRQgDgJCCNHV1fWLX/zi3//+N6WAP+3Zs+ett94iDmJWHD58eNeuXVeuXKEUIA4CAACAOAgAAADiIAAAAIiDAAAAIA4CAACAOAgAAADiIAAAAIiDAAAAIA4CAACAOAgAAADiIAAAAIiDAAAAIA4CAACAOAgAAADiIAAAAIiDAAAAIA4CAABglqgpAXymUqlMJpNer6cU8Cej0RgQEEAdMCv0en1oaKhKpaIUIA4CQggRExOze/dui8VCKeBPO3bscLlcSiUXNzAL8vLyMjMzExISKAWIg4AQQhgMhqysLOoAP0tNTaUImC1xcXFxcXHUAXMMX68BAACIgwAAACAOAgAAgDgIAAAA4iAAAACIgwAAACAOAgAAgDgIAAAA4iAAAACIgwAAACAOAgAAgDgICCH6+vrKy8tramooBfzpyJEjlZWVLpeLUsD/6urq3nvvvWvXrlEKEAcBIYTo7OzctWvXwYMHKQX86e233/7Tn/5EHMSsqKys/MlPftLe3k4pQBwEAAAAcRAAAADEQQAAABAHAQAAQBwEAAAAcRAAAADEQQAAABAHAQAAQBwEAAAAcRAAAADEQQAAABAHAQAAQBwEAAAAcRAAAADEQQAAABAHAQAAQBwEAADALFFTAvj+ZUKpNBqNWq2WUsCf9Hq9QqGgDpgVGo3GaDQqlXSmgDgICCGEiImJ2b17d0REBKWAP+3YsUOSJD6PMSvy8vIyMjISEhIoBYiDgBBCGI3Ghx56iDrAz+677z6KgNmSkJBAFsTcw9drAAAA4iAAAACIgwAAACAOAgAAgDgIAAAA4iAAAADuBUw0AwDAzTkcDofD4bmNRqPR6XTUCsRBAADmoIqKinfeecdzm6eeeurb3/42tQJxEPeQ2tra+vr6W/3UZDJlZ2eHhoZSKAB3NZvN9sknn1RVVVmtVs8tq6ur5VUTly9fnpGRMZeK4Ha7XS6XzWbr7OxsampyOp0WiyU6Ojo8PDwkJERu43K5ent7r169euXKFSGE2WyOjY0NCwvT6/U3btDlcg0PD/f09HR1dckfGQsWLAgMDAwICHC73Xa73W63OxwOk8lEhytxEHcih8MxPj4uhNi/f//u3btv1SwpKSk6OnrJkiVKpVKn06lUKkqH2zcxMWG32z000Ol0AQEBFAozeMZra2t79dVXg4KCcnNzPTf+9NNPCwoKhBDf+973lixZotfr58ypT45obW1tVVVVZWVlDocjIyMjOzs7PT1dXrjZ7XY7HI7m5uaqqqojR4643e6lS5du3LgxPT1dq9XeuJKky+Xq6Oioq6s7ffq0ECIxMXHt2rWxsbEBAQFy7uzp6RkcHExOTiYOEgdxJyovL3/vvfeEEHq9Pj8//1bNJEnatWuXy+WKjo4uKipauHAhpcPtO3Xq1GuvveZ2u2/V4IUXXsjOzqZQmCn/+Mc/ysrKEhMTw8PDp2yckpIiN2ttbf3+979fVFSUlJQ0N+rgdDr/+9//NjQ09PT0/OAHP7BYLBqN5syZM+Pj4zqdLjIycnR0tLm5uba2NjQ09KWXXnI6nZ9//nlVVZVer1cqlTeuaC9JUnV19djY2NNPPy2E6OrqqqyszM3NDQ4Odrvdra2tbrc7JSXFaDTyJiQO4s7S19d39OjREydOyH37KSkpiYmJt2o8NDTU0dExNDTkcDj27du3YcOGtLQ0agjftLW1ffLJJ0KIS5cudXV1eVPtilwAAA7USURBVIiDlZWVbW1tQoiHH3540aJFlA4+s9lsR48ePXbsmM1mS0pKMplMUz7FbDabzWYhxIkTJ+rq6uSewrlhfHz82LFj3d3dixYtWr16dVRU1MjISEtLy/DwcHNzc3BwcHd3t9zPt3jx4gceeECSJJ1O19ra2t7ebjKZbhoHz507FxQUtGzZMiFEd3f34cOHH3zwwdjY2OHh4bGxMYPBIBcTxEHcQRwOx6VLl372s59FRkbm5eVN2T4oKGjDhg1CiGvXru3evXt4eJg4CN+MjY3J1+DcbndycvLjjz9+44WnSRUVFb/5zW+EEG+88UZUVJROp5Pv5QKmy2q1vvzyy0FBQTk5OdN9rlKpVKlUY2NjDodDq9Xe7aWQrxR//PHHISEh3/rWt8LDw/V6vVqtXrFiRVNT04ULF5KSkjo7O6urq/Pz85cuXSq/5Li4uKysrPPnz1++fDk9Pf26bbpcrpaWFovFYjAY5PBdXV3d19c3MjLS2dlpMBi8yd8gDsLfysvLy8vLly1bZrFYqAb8qaSk5OTJk08++aRCoTAajZ7j3f3335+amiqE+Oc//3nlypWioiJuJYT/paSkmM3m119/PTc3dw6MNbbb7X19fU6nMzg4OC4uTh4aolAoTCaTw+E4e/bsunXrrFbr2bNnn3nmmckYp9frzWZzTU3NwMDAli1bbkzM8rXg4eFhIYTZbN6wYUN4eLjNZmtqakpNTV2wYAFvJOIg7jjNzc1nzpzJz88PCwub1hO1Wm1KSkpXV9eBAwfWrVtH5z+8J18jrqurczqdiYmJ3vTzRUZGRkZGCiH2798v92pQRvif2WxWKBTHjh1LSUmZAy9HoVDIY2JUKpVWq50cH+NyuXp6es6fP9/T0zMwMHDt2rWAgIDAwMD/pQq1WqfTWa3WyaHHX6ZSqVauXGmz2U6ePCmEcDgcX/va14xG4+joqMvlMhqN3DU4W1iVBF+J4ODg9evXNzc3v/TSSx0dHRQE3qupqXn++efdbndmZuZ0r/nKn1jDw8MTExNUErgdOp0uNDRUr9dLkmSz2SYmJtxutyRJvb29V65caWlpsVqtIyMjCoVCrVar1V71LqnV6qysrPDw8IMHDx48eLCvr2/Tpk1KpdJut0dFRWm1WqfTOT4+LkkSX+r8jN5BAHPH/fff39vb+41vfIOxxsDt02g0q1evHhoaOn78eGZmZlhY2PDw8NmzZ5uamnzboFKpjIyMfPDBB+UO1KCgIJPJVFdXJ8dEl8vV0NDQ0NCwcuXKmJiY4OBgfgXEQQCYtsjIyIGBgY8//njbtm1UA5iRONja2trR0fHhhx+Gh4dHRERMTEzI9+ZqtVqNRuN2uycmJiYf9EyhUBgMBoPBEBUVJYQYHR3t6+uz2+0hISEhISG1tbXt7e0TExNNTU3j4+MrV67kV0AcxC05HA75Jtzp/lVrNJopm0mS5HA4XC6X/F956ukZND4+7ts2lUrll29euSmXy+VwOCRJ8mH7AQEB3owE/Kp3MTExMeUCqbc6yWq1Ws/Xa+QJY51Opy9nCrXam1lhb3MXWq12pkYE2+326/5MtFrtlB9Xdrvdt4NXqVReDmd2OBy+Xcj2ZheSJNntdt+usnlziridg7/ppMQze4rQ6XSed+Fyuex2++T57aZGR0d9+wO/7lVM6yztzflt8hQxMjJy+0fo/V9lVlZWaGjo8ePH33777aCgoCeeeCImJiY5ObmmpiYkJMRms6lUKnk1EfnvS17IRKVSefNyBgYGmpqaQkJC5s+fL0nSyZMnJUnauHHjv/71r/7+fuIgcRCevPvuu9XV1dN91nPPPXfjIK8bff7558XFxZN3+128eHFmD37//v1lZWW+9foUFhZ6mPJQCGG1WouLi5ubm33Yfl5e3ne+850pm/X39xcXF3/22Wc+7OLRRx+dckKyw4cP/+EPf/Bh43q9vrCwcNWqVZ6zTnFxcU1NjQ/bz87O3rlzpzdx+fXXX/fh/SmEWL16dWFh4Uy9037/+98fOHDgy4/8+Mc/lmdB8uCPf/zjkSNHfNhdWlpaYWGhPHeGZ2+++eZHH33kwy6WL19eWFjoeRqOCxcuFBcX9/f3+7D9559//vHHH/fcpqys7LqqemnRokWFhYVyh5Bne/fu/fvf/+7DLmJjYwsLC+Pi4jy06ejoKC4ulqeovJWRkZG2trYVK1bcztvvgw8+mNaJaN68eYWFhUuWLJmy5aFDh373u981NTX5ZzU8t9tts9mMRuMjjzySmpqq0WgsFovVak1MTHz00UctFovdbpdnExsaGgoKChJCjI2N9fX1rVq1ypsZQK9du3bq1Kns7Ozo6GiXy1VfX28wGCIiIi5cuNDd3c3HPXEQnhiNRh+mfZkc9jXld8GwsLDJDgB5TukZPHiDweDbnDVhYWFTdu2oVKrQ0FDftu/lcDalUunzLuRz5ZSpzreN63S6Kbse5RkifNu+9zfxhISEfNW78HJr1x2GN72bNz7LSyaTyct+zaCgIJ93MWXvWkBAwLx583ybZOemK8zOyMlHCGE2m71ct83nU4TZbJ5yNINarTabzaOjox7aDA4O3v4sRYGBgdN6FaGhoV7uNDAw0JuT4UyRJKmtrc3pdC5YsCAzM1Oj0YyOjtbV1UmS9PDDD5vN5vHx8aysrP7+/vb2dovFIkmS1WptbGxMSEjwnG7lJekGBwfVarXJZAoODpY/d1QqlVqt9qYjGTNL4bnbHHeU06dPb926taCg4IUXXvDPHn/605+++eab+fn53qzUdKOjR492dXXt3bt3+fLl/PrgpX379m3duvXJJ5+U1y2YrsbGxvLy8j179nD7IHzQ3Ny8devWyRn1pxue+vr6Dh069PTTT//85z//io7w6tWrW7duTUtLKykp+aqrMTY29v777w8ODi5atGjZsmVGo7G3t7ekpMRgMDz77LPx8fGDg4P19fW1tbXR0dF5eXnj4+OffvppRUVFbm5uRkZGbGzsTTcrj1A+f/681Wp1u90rVqywWCwOh6OkpESlUuXn5+/Zs8dsNn/3u9/1Xxi65yeup3cQAIAZ0NjY2N7evnPnznXr1s2RiKBWp6WltbS0XLp0ae/evUIIORempKTIE1MHBATId/g1NTW98sorLpfLZDKtXbs2NTV13rx5t9qsfBNnQ0ODUqlcs2aNfOVEqVSmp6e3tLQcOHBg/vz5ycnJvKOIgwAAzIKgoKDHHnvs4sWLn332WXx8vJe32cj6+/u7u7tXrVrlzV2AdwWVShUbG6tSqdxud0dHhyRJFoslPT09Pj5enmU6ICAgIiJi6dKlbrd7bGxMCBEbG7ty5cqoqCjPpVMqlRaLRavVWiwW+Sq/SqVKTk7WarWtra2JiYm36lkEcRCzQB4MK0mSJEle3vojc7vdTqdTHutHJzz8xul0ut1uvV4/rbcrMCkyMvLll1/+1a9+VVJSEhwcrFar5cU5PNzNJp8hhRAKhWLK0c13F6VSGRwcHBwcvGTJktzc3JvHCLU6ISEhISHhscce8z5lBgYGXrcqtFKpjI6Ojo6OXr16Ne9D4iDuLFu2bJk/f/6ePXsiIiLuu+8+7584ODh44sSJzMzMp556ii958JtTp04ZDIaysjLPg6wBz5544gmLxVJaWlpVVWU0GtesWeNhpc3Gxsb6+nohRHZ29osvvujNiFqAOIi7SXJycmBg4OXLl1tbWxsbG+Pj470ZntnV1WW1WpOSktavX7927VrKiGmJi4vbvn37yMhIa2trfHz8tHqXu7q6Fi5cuGnTJm9m2QRuZfHixUajsaWlpb29XZKkL774or29/VaNNRrNAw88IMfB9evXUz0QBzEHxcTEvPbaa6+88spbb71lMpnCwsKmfMrFixf7+vpKS0t9GxmKe1xGRsZf/vKX7du319bWLliwwMtZJ1wulyRJarWaIIgZERkZuWvXLiHE5cuXv/nNb547d05+3Ol0Op1OjUYz+bb80Y9+9Oqrr1IxEAcx923ZsiUyMrK0tNRqtU7ZOCcnh2vEuE0//OEPP/roo9LS0oceesjz3MKyjo6OEydOPPPMM5s2bZpy/jlgWrnwl7/8pc1mk/+7b9++ysrKF198cfHixfIjXB0GcRD3CvmqcUtLS2dn55SN169fP2fmWcBsSUtLkyTp4sWLQ0ND8o1ZcXFxoaGhX27T1tY2MDDwv3OZWp2ZmfnII4/4Z7UG3DsMBsOaNWu+/Eh4eHhubu7ChQspDoiDuOfIV42pA/wmIyPjnXfe2b59+/79+4UQX//6169bPKa+vr6pqUn+9+bNm//85z9zpRhftc2bN2/evJk6gDgIAP6zY8cOebntv/71r++///6Xf/Tss8/K66UKISIiIrhGDADEQQBzUHp6uvyP9vb26wa25+TkyCM6AQDEQQBzX0FBQUFBAXUAgBmnpAQAAADEQQAAABAHAQAAQBwEAAAAcRAAAADEQQAAABAHAQAAQBwEbm5gYOCDDz44d+4cpYA/HT9+/OjRoy6Xi1LA/xoaGioqKnp7eykFiIOAEEJ0dHQUFRVVVFRQCvjTG2+88dvf/pY4iFnx4Ycf7ty5s62tjVKAOAgAAIA5gkXq7j61tbVlZWV3wpF88cUXAwMD//nPf+6Q48E9oq2tbWJi4t1331WpVFQDflZXVzc0NHTo0KELFy7MygH09/dbrVZ+EZhZCi643EXOnDmzbdu29vZ2SgEA97KCgoJf//rX1GHGwpBCQRwkDt41+vv7a2pqRkdHKQUA3MsSEhKWL19OHYiDxEEAAADi4AxgKAkAAABxEAAAAMRBAAAAEAcBAABAHAQAAABxEAAAAMRBAAAAEAcBAABAHAQAAABxEAAAAMRBAAAAEAcBAABAHAQAAABxEAAAAMRBAAAAEAcBAABAHAQAAABxEAAAAMRBAAAAEAcBAABAHAQAAABxEAAAAMRBAAAAEAcBAABAHAQAAABxEAAAAMRBAAAAEAcBAABAHAQAAABxEAAAAMRBAAAAEAcBAABAHAQAAABxEAAAAMRBAAAAEAcBAABAHAQAAABxEAAAAMRBAAAA3Kb/A66dMXTQadFhAAAAAElFTkSuQmCC)
- 12 -
Optical characteristics measurement setup
Notes 5) Definition of Luminance of White : measure the luminance of white at center point.
Notes 6)Definition of 9 points brightness uniformity (Measuring points: Refer to the Note 5)
AU
Bmin
B
UNI
= X 100%
Bmax
Samsumg