data:image/png;base64,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data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAgAElEQVR4Xu3deZwcVdU//nNudXVnwpIBMagYZBFREEzYBZEIsiTMdFVNGNkRUBZBURb3LaiPCA+oILgAIoqsTaaqekJGwmIQQUAIiYob6gMMuASQhJBMeql7fq+TbzW/Ns6aZKjM5NN/abq77q13XfpT99ZNDhNeEIAABCAAAQi85gL8mreIBiEAAQhAAAIQIAQwBgEEIAABCEAgAwEEcAboaBICEIAABCCAAMYYgAAEIAABCGQggADOAB1NQgACEIAABBDAGAMQgAAEIACBDAQQwBmgo0kIQAACEIAAAhhjAAIQgAAEIJCBAAI4A3Q0CQEIQAACEEAAYwxAAAIQgAAEMhBAAGeAjiYhAAEIQAACCGCMAQhAAAIQgEAGAgjgDNDRJAQgAAEIQAABjDEAAQhAAAIQyEAAAZwBOpqEAAQgAAEIIIAxBiAAAQhAAAIZCCCAM0BHkxCAAAQgAAEEMMYABCAAAQhAIAMBBHAG6GgSAhCAAAQggADGGIAABCAAAQhkIIAAzgAdTUIAAhCAAAQQwBgDEIAABCAAgQwEEMAZoKNJCEAAAhCAAAIYYwACEIAABCCQgQACOAN0NAkBCEAAAhBAAGMMQAACEIAABDIQQABngI4mIQABCEAAAghgjAEIQAACEIBABgII4AzQ0SQEIAABCEAAAYwxAAEIQAACEMhAAAGcATqahAAEIAABCCCAMQYgAAEIQAACGQgggDNAR5MQgAAEIAABBDDGAAQgAAEIQCADAQRwBuhoEgIQgAAEIIAAxhiAAAQgAAEIZCCAAM4AHU1CAAIQgAAEEMAYAxCAAAQgAIEMBBDAGaCjSQhAAAIQgAACGGMAAhCAAAQgkIEAAjgDdDQJAQhAAAIQQABjDEAAAhCAAAQyEEAAZ4COJiEAAQhAAAIIYIwBCEAAAhCAQAYCCOAM0NEkBCAAAQhAAAGMMQABCEAAAhDIQAABnAE6moQABCAAAQgggDEGIAABCEAAAhkIIIAzQEeTEIAABCAAAQQwxgAEIAABCEAgAwEEcAboaBICEIAABCCAAMYYgAAEIAABCGQggADOAB1NQgACEIAABBDAGAMQgAAEIACBDAQQwBmgo0kIQAACEIAAAhhjAAIQgAAEIJCBAAI4A3Q0CQEIQAACEEAAYwxAAAIQgAAEMhBAAGeAjiYhAAEIQAACCGCMAQhAAAIQgEAGAgjgDNDRJAQgAAEIQAABjDEAAQhAAAIQyEAAAZwBOpqEAAQgAAEIIIAxBiAAAQhAAAIZCCCAM0BHkxCAAAQgAAEEMMYABCAAAQhAIAMBBHAG6GgSAhCAAAQggADGGIAABCAAAQhkIIAAzgAdTUIAAhCAAAQQwBgDEIAABCAAgQwEEMAZoKNJCEAAAhCAAAIYYwACEIAABCCQgQACOAN0NAkBCEAAAhBAAGMMQAACEIAABDIQQABngI4mIQABCEAAAghgjAEIQAACEIBABgII4AzQ0SQEIAABCEAAAYwxAAEIQAACEMhAAAGcATqahAAEIAABCCCAMQYgAAEIQAACGQgggDNAR5MQgAAEIAABBDDGAAQgAAEIQCADAQRwBuhoEgIQgAAEIIAAxhiAAAQgAAEIZCCAAM4AHU1CAAIQgAAEEMAYAxCAAAQgAIEMBBDAGaCjSQhAAAIQgAACGGMAAhCAAAQgkIEAAjgDdDQJAQhAAAIQQABjDEAAAhCAAAQyEEAAZ4COJiEAAQhAAAIIYIwBCEAAAhCAQAYCCOAM0NEkBCAAAQhAAAGMMQABCEAAAhDIQAABnAE6moQABCAAAQgggDEGIAABCEAAAhkIIIAzQEeTEIAABCAAAQQwxgAEIAABCEAgAwEEcAboaBICEIAABCCAAMYYgAAEIAABCGQggADOAB1NQgACEIAABBDAGAMQgAAEIACBDAQQwBmgo0kIQAACEIAAAhhjAAIQgAAEIJCBAAI4A3Q0CQEIQAACEEAAYwxAAAIQgAAEMhBAAGeAjiYhAAEIQAACCGCMAQhAAAIQgEAGAgjgDNDRJAQgAAEIQAABjDEAAQhAAAIQyEAAAZwBOpqEAAQgAAEIIIAxBiAAAQhAAAIZCCCAM0BHkxCAAAQgAAEEMMYABCAAAQhAIAMBBHAG6GgSAhCAAAQggADGGIAABCAAAQhkIIAAzgAdTUIAAhCAAAQQwBgDEIAABCAAgQwEEMAZoKNJCEAAAhCAAAIYYwACEIAABCCQgQACOAN0NAkBCEAAAhBAAGMMQAACEIAABDIQQABngI4mIQABCEAAAghgjAEIQAACEIBABgII4AzQ0SQEIAABCEAAAYwxAAEIQAACEMhAAAGcATqahAAEIAABCCCAMQYgAAEIQAACGQgggDNAR5MQgAAEIAABBDDGAAQgAAEIQCADAQRwBuhocv0JeJ63LzMfSkS5vr6+K+68885/r7+jD3ykzs7OTWu12odd1/1uqVSqvhZtog0IQGB8CSCAx9f1fE3OprOzs6Ver3eIyFtF5Il8Pl/OIoQ8z5vJzFeJyI3MXB8sgA8//PAtW1pazkmS5Jbu7u4/dnZ2OvV6/bRcLvfTUqn0ykjhisXi1sz8SF9f3y7z589fMdLvbwifD4Lg3SJy+JpualOr1T7CzC+FYXhj+v/PIqLXNfebmW8Kw/DPG8K5oA8QGIsCCOCxeNUy7HN7e/tEx3F+SUT6w/tHEXmTiNxbLpdvea275XnelUS0KI7ja4dq2/f9HYnoCSK6MYqiD+25557ulClTfm2tPbxcLv9rqO+v+f5YD2Df91uJaAERbU9Ee0RR9NfGOXqedxwzX0xEv42iaOaaAczMbK093XGcoKur66GR2uHzEIDA/xNAAGMkjEigWCzuZYy5rVKpvKOnp6fS/GXf908mokOiKDpR/9z3/Rustbcw8wvM/AUiejMRPZ8G4cnMvH8Yhn8YqAMdHR1vTJLk+8w8U7+nxwjD8LpisXiAMeZQEQmY+W9EtJiIXkyXg5P+jpcGcI+GChGd39vb+1wjgIlIz+lsDZu035fp56y1PcaYUET+SUS7MfP3ieirRDTLWrvQGHMXEZWI6JNEpEvfs6Ioekz/u/J9X//scyKSM8ZcFIbh14lI1ISI5hPRh4hofxG5LI7jz6XvfYSIvkJErcx8fS6XO7NUKvV7Ps3nGATBqSJyjuu67y6VSn3DuaC+719FRL8jonOJaEYjgPXGwhhzBxHpzc0HGibNx/Q870Bm/pLrukcMp3/D6Q8+A4GNUQABvDFe9XU458MOO2yTiRMn3kNES6y1l5bL5fs1PNLgGiyA77PWHmaMuZ6IfszMbxSRh6Io0v/f34uDIJhjrX0kn8//b71ef5uIzLPWHkFEW61tAIvI+US037PPPjt7mAH8F2Y+U0Q05JYw84NEtJ219hJjjIb/1UuXLv3sFltscZyIaGAdUSwWjzDGfJqIglqtxq7rhtbaC8vl8s/TAD7UWvsBIvqTMUZn4fs5jlNRD2vtewqFwguVSmVaoVB4fDgBN9IADoLgYGvtx5csWXLM1ltvrTcvjQBmz/NuYObbrbW15puSxgVKZ8M96Y3DneswlPBVCGz0AgjgjX4IjBygs7MzX6/XT7DWnsbMmxDRSVEULRpiBvxdnaHVarXHjDEzrLU689Ilzn4D+Pjjj998xYoVC3V2GkXR0jTgf0BE90dR9NPGDJuI7hkkxF89ucYMeOXKldNaWlo02E9wHOduXYIeYgasAbmrMeZWa+03jDE76GxYA7j5GXA6W7+3Wq1OzefzOoOewsyPawdE5AAiujuO44s1gJn5F2EYXqPvBUFw2sqVK+e88MILy6dMmdKlM2Z9tpokyZzu7u6VI786g3+jWCxuxsw9juMc//TTT/99ypQpuiy/OoB93/eJyIui6NRisTizvwD2ff8QIvqi67qHDOfmYH33H8eDwHgSQACPp6uZwbn4vv9RIjo2iqIDfd8/qXkJ2vO8n4rIzboErUuazz777P6NWacx5lODBbA+oxSRhfl8flqpVFrWFMALoii6eW0DuLe3d9dtttnmRGNMjojOGiqAGyE7ceLEkohcyMzv6C+A29rats3lcnN7e3v33Hbbbb8jIlunS+Orr4q19q5yufxAOgPu96Zh9uzZZvHixYdYa2cxs64WHNDV1fWP9XlZfd//VLp0r7NXowa6iY2IbiKi65n5bl3OJ6KdiGgfZr46l8tdrpvsdPZbrVbvJaKvx3GM2e/6vDA41kYpgADeKC/72p+07/u6/Jorl8t/nT59ujNp0qRP6F8DiqLo8GKxWGTmT1Wr1UNaWlraReSGJEmOWpsA1nDwff8uZv5ZLpf7Zr1ef6eIzDHGHNLV1fX0ugTwDjvsMLFWq2ng6LkczMy6Qevqvr6+fTfZZBN9Lns7EX1cnwEPFsCO4zxWqVT2evOb3/zi888//3URKURRdI7v+7q8/CHXdU8olUovtLe375IkyYvz5s3750ABnG6K2tF13UXPP/+829raeh8znx+GoW54G/Q1kiVo3/cP02fP6QFfDWDHcfRmabqI6IqGvv4rgH3fnyEin8nn8wdj9jvUVcH7EBhaAAE8tBE+0STged4uzHwdEe1JRLpBaH69Xj9/7ty5T6bPh0OdBRNRNxG9bK29dS0DmGbNmrVTkiTXi8i7mflJETk3juN5je4MNptc86I1lqB1BvzYY4/VPM/T2ewF1todCoXCS7VaTTdHHUVEP9dns0SkS88DBnClUrmwUCjoBqyDRESY+RbXdT+hs/V0pqjH19WBTUTk4SRJjps7d+4zA/W5vb19K8dx1G4/IlohIlfm8/kvDyfoRhLAzS7pTvBXl6Cb3ysWi0c2L0Gnn9Vd01+Lokg3s+EFAQisowACeB0B8XUIQAACEIDA2ggggNdGDd+BAAQgAAEIrKMAAngdAfF1CEAAAhCAwNoIIIDXRg3fgQAEIAABCKyjAAJ4HQHxdQhAAAIQgMDaCCCA10YN34EABCAAAQisowACeB0B8XUIQAACEIDA2ggggNdGDd+BAAQgAAEIrKMAAngdAfF1CEAAAhCAwNoIIIDXRg3fgQAEIAABCKyjAAJ4HQHxdQhAAAIQgMDaCCCA10YN39noBDo7O7es1WrHaS1iInowiqL5rxWC53kBM/+flnx8rdpEOxCAwOgLIIBH33hcttDR0bGfiBySJMkV5XJ5+bg8yfSkOjs7W2q12q+0PCIzPzNUAGtgEtHkOI6v1nLAvu9P1f+/tqE9kqITG9J1CILgbSKiNy2N14uu635XC0ykNxXvanpvWDc1vu9PJ6IDReSVWq12s1aY6qcdPezqtur1+o4D9WFDskJfNk4BBPDGed3X+ayDIIhFZBIRfSeKojnrfMAN+ABBELxDRH4aRdFeGqhDdTUNzBnMfGAYhn/wff9krSEcRdH5Q323v/fHagBrRSVm/joza5WnV0NRAzg9Jy2H+GT63pABHATBeSJyjIhoNabJzHw4Ee3BzJObQ1ZEtmfmnV3XPaBSqRwxUB/W5lrgOxBYnwII4PWpuZEcq7Oz8w06+7DWXmyMOSWKoqOJiD3Pm8vMGlQ3K0UQBGeKyF5RFH24ra1tG8dxtOD7+4joD8aYD3Z1dS0sFotbG2NiIrqKiL7FzKuSJPHL5fKj7e3tbzfGXMvM+xLRUhH5bBzH1+qxPc9rJ6IrmXnbJva3RlH0N9/3P0lEnxORnDHmojAMvz5YcGr5wFqt9lkiukBr+hpjfrpixYpPTJo0iavV6jnGmO1FZCYRXaNtMfNNYRj+eaDLreEiIsv0/TiOP9oI4N7e3s9MmTLl1fJ/WiJRRG6J43hv3/fnichiZj5HRM5j5i9rSccois5Iw0rb6yCiXYnoG1EU6fsSBMF7rLXXMLPW753PzCeGYfhiWn7xhyJyGxFdpCUhrbUzy+Xyn9IZ448aZR6TJOno7u7Wfg36Ovzww7dsaWlZKCJnNZeFHOhLaUnDY6IoOnHNz+g5WWtvKZfLdwzVbuN93/dvT+27pk+fPqG1tfWxer1+2Ny5c59rPobneT9l5nIURbcN1ofhtovPQWC0BBDAoyU7jo/r+/6HmHmbVatWfbtQKPyqVqu954477nipWCx2GmOOi6JIl2DZ9/27RORLcRz/yvf9kJnveNe73vXDxx9//GBm/p/e3t73bLPNNlsaY/6i4aFF7InoBBE5II7jY9vb23Umky+Xy3/u6OiYZq2NXNfdbcKECfXly5c/bow5ZquttvrtkiVLrmPmh8IwvKpYLB5hjPm05n+tVmPXdUNr7YXlclnr/Pb78jzvOGY+rVardWy55ZbV5cuX38jMD+Ryue+tQwDfR0TttVrtjHw+f4TOgIcKYCJaKSL3MvMXHMcpWmuvf+aZZ6ZNmTJF6y/vY60t6o2IMeaXjuO0r1y58u+FQuGBJElOnTBhwsJarfYpIpoSRdFZaQBraF+/cuXKc1paWj5ljGkNw/DjnuddbYxZnHq9yVqb01rFQw3ZtQngdPbZxcxPJUnS1Xhc0ZgBi4gG/yPTpk27d/bs2XawPhSLxWnGmFtFZAEz7yAiYRzHeuP26isIgneJyHWVSmX/np6eStMs/L/6MNT54n0IjLYAAni0hcff8XWm2+M4zud0BpvONkJdhp4xY8bmhULhoSRJ3uu67iZJkty69dZbH7hkyZJNiEh/aH9MRFUi0qXHk621eyuPMebRSqWya09Pz8udnZ3b1Ov16WEY3jh79myzcOHCw4wxezPzBBE53Vr7Tg0qZl7sOM5RfX19TxQKhR+lz2Wv9DzvSg0hZn5cj61hTkR3x3F88SABfDMz395YSg+C4GAROTeKIp1l62xbZ+BX6kx1OJezsWSs/SSi7YhoyXACmJl/ICJb6KqBiHzVGHNnb2/v3mkA3xNF0fXavu/7N1lrb3cc50UR0RWBG9Nz3YKI9k9n1DvqTU2lUtlFg0hnvdbaXeM4Dn3fn0VEl2o4O45z05w5cxrLwMM5vWF/pvFsVkT0d2ZPZn5rrVZ7t96sNZ4BM7MrIkdpX6Mo+thgB581a9ZOSZLcwMy/tdbqEv+1URRd2LS6wUEQ3JYkSVQul1ebDNaHYZ8IPgiBURJAAI8S7Hg97IwZM95cKBR0M9I1IlLTH1YNmnQZWsPqciJ6ON0tnI/j+NIjjzxyC9d1n2BmXfbU72gwVvP5/BWVSmUTZn6kr69vl/nz569odvN9/6s6ixSR2BiTawTwyy+//GJra2tZQ42I3iAit+bz+TNLpdIrQRB8X0S2JqLFjWNZa+8ql8sPDHRNgiAoJUlyc7lc7kp/tDWAz4miyF+XAF66dOktra2ttzGzLi/vtOYMuFgsvpWZb24sQVtrrzLGvF7Py1p7ySABrM/cr7XWrjLG6Eav1WGjL2Z+LgzDa9IZcE9vb++ujz322Grz5ldbW9u2juMcy8ynisjlcRx/dzTH7PTp03Otra2LReTUOI51fLz6Sjep3TZQXxun5vv+fBG5PY7jH6SPLnQcHhWG4a/0M+3t7Xs7jnN1pVLZT2861jyfwfowmueOY0NgIAEEMMbGiAQ8zzvDGHO0iPwi/cF3rbUnGGP2SJ896o7fLxLRhEqlckZPT8+zOsnVH099fvfSSy/9ZLvttsstW7ZsrzAMf6k/pIME8AIiusl13R9Wq9WjmPkqncUx8+s0zCuVyqE6a17jx/wDupTtuu4JpVLphfb29l2SJHlRd8sOdKKe553FzLNqtdpRra2tyYoVK24WkbL+0K9LAOuMNQiCT4rI/kT0tyiKPun7/iPW2i8nSfKg67ol3cg2zAB+NIqiK3zf11m4zgL3r9fr7DjOAyJyUhzHjwRBsGW9Xn9Ld3f3wsEC2PO8/fP5/G/0hkWvJxFN1yX/oQbCSJegG8fTZ+xJkhxprb2iWq3u13wtOjs7N63VanqjpUvnnXpvpp+vVqu6n8C4rjtTN23pasiiRYseYubrwjC8ulgsvt4Yo///uDSAdfYbJUlyW2P223w+g/VhqPPG+xAYLQEE8GjJjs/j6nPdu9NnqqsDWF+6gUhDQTdfpRua7hGRf8ZxfEzjM+lSoAbagUS0XESuiuP4C0MEsM5AdSPRRA1vItrbWntooVB4uVarPUpE2xBRi4hYZv6+67oXaHvVavVCZv4oEW0iIg8nSXLcYM84Z8yYUSgUCt/U2Rkz62zx267rXqg//OsawO3t7Vs5jvNHXX7XXdC6/KvPKHWzGTNfbK314jg+SA0HmgFvu+22p+uzdCLS2fFvrLXnNp5pp5uMLiOinYnoaWPMBV1dXbcPFsC+7+uGM31evBkR3c/MZwy2qaxxDUcawOnmM308UNVn247jfF4fWzSNmRn6TFttXNf9cqlUWr1xLR1DOqZ46dKlMxcsWFDXP9cNZyLyHRHRv770LyK6LI5jPXfRmwoi+t6yZcv2XbBgwaqmsak70Pvtw/j8TxRnNZYEEMBj6Wqhr6sFPM+bycyfXLp06aH646y7sqvV6u+ZeY8oip4CEwQgAIGxIIAAHgtXCX38DwHdJKWbkHQ5kohe0U1LzLxppVI5vL9nf+CDAAQgsCEKIIA3xKuCPg0pUCwWd2dmXcIsMPMTrut2l0ol3WGNFwQgAIExIYAAHhOXCZ2EAAQgAIHxJoAAHm9XFOcDAQhAAAJjQgABPCYuEzoJAQhAAALjTQABPN6uKM4HAhCAAATGhAACeExcJnQSAhCAAATGmwACeLxdUZwPBCAAAQiMCQEE8Ji4TOgkBCAAAQiMNwEE8Hi7ojgfCEAAAhAYEwII4DFxmcZvJ/Uf49eau1r3l5mf1DKEIz1braYjIttrqb2RfnesfF7/feR6vX6qtfaBOI5/P1r9LhaLBxhj9qrX6+FwagQ390PLNjLzoUSU6+vru+LOO+/890D9bJQj1PeH+uxonSuOC4GsBRDAWV+BMdZ+Z2dnvl6vf1xEtMZv4/VgFEXz1+ZUmgJ4VyLaIoqimSM9TvqP/h8SRdGJI/3uhvT5WbNmvT1JksuiKDpyzX6ltZZ/o4Uioij69mj1Ow1grc97HBF9LIqi24bTVvrvc18lIjcyc32oUE0DeBoRnUVE+0ZR9NfhtIPPQGA8CSCAx9PVfA3OpRHARPQ2EdGwvIaI1jqAG11Oq/qcvTEHsM4giehKLU/4GlzKQZvwPG83rWNcq9V2v+OOO14aqj+e511JRIviOL52qM823t9zzz3dKVOmPEFEMxDAw1XD58aTAAJ4PF3N1/Bc+guLdCb6Hq3tSkSHaE3dZcuWHafl4dISc1oC77y0DN4lURRpib3Vr/4C2Pf9G4joHq2rm/5Y/9pae3i5XP5XR0fHAUmSfIeZtf6wlp+bk86AtWTiJ4nocyKSM8ZcFIbh17VkXVoS8Uci8m5d7k6SpKO7u1sDYMCX9oGZ/ygiOrvejpm/Gobh/+gXtDyetfYaZt6JiLTe8YlaEzmtZ3tRWhKxRT8rIo+mdX+1xOIlRPRWEfmTMebUZ5555tE0iPQ4za9T9Nybyvrpe6v/TP9H+udeFEWB/n/P86Yw872u604rlUor1sWhs7OzpVar/VlrBQ8WjumM+VARCZj5b0S0mIhedF33u9Vq9U1atzktQdknIl+L4/jSoQLY9/2PENFXiKiVma/P5XJnamnItHbw94hIaz4vEZGz4jjufg2HPZqCwHoVQACvV86N52CDBLDWaz26r6/vvokTJz5ARJ+IomhBEASnaYhZa495+eWXl2y++ea7lMtlXVIdcQAnSVJ1XfdhEflQHMe/9H3/7HQZ88RisXiEMebTmo+1Wo1d1w3T+sU/9zzvamPM4jAMryoWi2+y1uaGes6Z3gTsY6090nEcY629t16v72atTQqFwgNJkpw6YcKEhbVaTW8utKj8WcVi8VBm/ko+nz+0Uqlsboz5RbVaPWTevHlPF4vFvQqFwtOlUukFz/NOZ+bOKIrenwbooDPg5huS9AbgdSLySJIk+3Z3d78QBMGZujIRhuF56+Kg18paqzdS++Tz+T1KpVLfQCN7sABOkmRytVqdPHfu3N+2tbXtmMvlFlhr9y6Xy3/X4/U3Aw6CQM/pIW2/UCi8UKlUphUKhcc1gD3Pu8gYk3vppZc+u8UWW+wkInOSJHmvnvvG818eznQ8CSCAx9PVfA3PZaAAFpH3x3F8QjpDu8Fae0u5XL7D9/27ieiiKIru6a+bI5kBi8iuuVzu42EYek0zwdXPgNOlUJ0JPp7OPA8gorvjOL7Y9/1ZRKQzsOsdx7lpzpw5Tw5FpqGnxeTjOP5R8yzccZy3i4gut67eNCYiWxDR/jrL1eehRPRFDeBqtboFM99njHlfV1fX0zqzrNfrnSKyAzNvY62d2lhyHmoJes0ATkP4OhG5K4qiWz3Pu1PrJEdRtGhdHDzP+zUR3Wmt/fZww62/vqX9O0hEDiSi/JrPe/sL4PTPunT1gplvSpJkTnd398rZs2ebRYsWLSSiXxBRY3PX8SJyQhzHDw91HfE+BDZEAQTwhnhVxkCfBpkBv7oZSn+UGwHsed59RPSFOI7vX5sATp89/zpJksOYeU9jzClhGHamP/I6u36vBnAQBN8Xka3TpdDVTVlr7yqXyzobp7a2tm0dxzmWmU8VkcvjOP7uYNwDLYMT0S7GmKsbAazHYObnwjC8pq2tbadcLqdLo9vqJl897yiKvpcuw98tIi/rDcJ6CmBdBj/fWnteLpf7YS6XO1Rni+vioEvbruveXiqVXhnuUOwvgD3P093tusmqpPcowwlgbU/DdvHixYdYa2cx82HGmAMcx1lSq9UeF5GfM/Orz6Rd172mVCo9N9x+4nMQ2JAEEMAb0tUYQ30ZaQD7vj9bVx2TJDllwoQJL1UqlV2HsQT9LSKq9vb2fmHKlClfI6KzrbU7uq67SZIkd+sPc61We6PjOF1EdL8GsO/7+nzwQ67rnqDLvO3t7bskSfLivHnz/nzE2foAACAASURBVOl53v75fP43Giye552hzzfjOD52bQJYRBLHcR4QkZPiOH4kCIIt6/X6W7q7uxf6vv9FDZxKpfK/PT09lcbxjzzyyC1c1/0TMx+8YsWK/5s4ceLnReTQphnwLsysM899G8u0zX3rL+ROP/10d8mSJbqqcC8R/T2KIr0p0OfDa+Uwffr0XGtr62nMfJs+zx7ukOyvb77v3y4ij8dxfFFHR8cMa60+09+78Uy5vxmw7/utRKTXeNHzzz/vtra23sfM54dhqI8a9GZpaWtr61eeeuqp+uabb77vG97whkeuvvrq2nD7ic9BYEMSQABvSFdjDPTlsMMO26SlpeUpZt6qqbvfjKLo/DX/OlDzDDj9ni7/6mYmJ90c9ZX0744+1HzqIvIZXTIuFos7G2PmiYhu5tEwnm6tDXQTVhpynycifY58BREdrgGcboC6MN0AtYmIPJwkyXH6rNf3/c8SkT6r3UwDm5nPCMNQNxoN+BpsI1i6bH4ZEe1MRE8bYy7o6uq6vaOjYz9r7QIRWcnMGij/ZOaPhGFY9n3/wrQPy0VEA2mfOI71eSulM+RLReRMZp7Q2HDl+762oZvXml9vbQSZ7/t6Th9NkmSPxpLx2joEQTBZRH6rz+rL5fLPhzsk+wvgYrH4PmOMLtHrc90uZn4HEc3SfusyNzPv1XT8J3t7e3d905veNMlxHP373PsR0QoRuTKfz385ndW/joh0haNIRHXdeOe67odLpVJ1uP3E5yCwIQkggDekq4G+jAsB3/evZ+aFYRjqjYHORvWm4yNRFO0/Lk4QJwEBCKwXAQTwemHEQSDw/wv4vn8VEenmrzIzOyJyFDP/IAzDb8IJAhCAQEMAAYyxAIH1LJD+s5FtIrK7LpWmm8AeXc/N4HAQgMAYF0AAj/ELiO5DAAIQgMDYFEAAj83rhl5DAAIQgMAYF0AAj/ELiO5DAAIQgMDYFEAAj83rhl5DAAIQgMAYF0AAj/ELiO5DAAIQgMDYFEAAj83rhl5DAAIQgMAYF0AAj/ELiO5DAAIQgMDYFEAAj83rhl5DAAIQgMAYF0AAj/ELOF66HwTBQdba18dxfPtYOiff97cjonbXdX+wrv8mcVpbd696vR4OVad4LBmhrxCAQP8CCGCMjBEJpGUBPy4imzR98cEoiuaP6EBrfNjzPK3is3M+nz9Y/+H9dTnWa/ndYrF4vDHmcmutVnf617q0nQbwUUR0HBF9LIqi24Y63vTp0ye0trb+zFp79Lq2P1RbeB8CEFi/Agjg9es57o/WCGAiepuIaOH5a4honQN43MON4AQ9z9uNmefVarXd77jjjldr3/Z3iLTK1O9FZB8E8AiQ8VEIbAACCOAN4CKMxS70Vw9Ya9IHQfBpLSdIRFpO78ooii4Y7PyKxeLWxpi/EdFEIuqJokhDffVLS9wx8x9FRKsJbcfMXw3D8H/0Pa2tm8vlvk1EH2DmlSJychzH3b7v70hEPxQRnT1exMwvWGtnlsvlP82aNWunJEmuT0vdLWTm47Ucod5UVKvVq5j5aCIqiMit+Xz+jFKp1NfZ2blptVr9PjN3EtErzHx2GIa3aB8aJfVE5IW+vr7t5s+fvyLt98lEpCUGpxDRISJSXrZs2XELFixY1dHRsYeI/Cj9d6JXn6e1tq1cLt/ROO/Ozs6WWq2mZRKnN0oO9meYlgA8YY33fprWRe7X4bnnnvvblClTniCiGXps9RKRW5pqEp/BzF8TkU2NMVfmcrnPjKUVibH43xL6vPEKIIA33mu/TmfeXwDPnDnzLfl8fr61dq+XX365b/PNN59aLpeHVYQgra179poBrPVyrbVHOo5jrLX31uv13XRW6HneT4noRWvtZydMmGBWrVr15u7u7j+mAazhdf3KlSvPaWlp+ZQxpjWXy51Xq9XuFpGrpk2b1rV48eJZInJ6FEWHd3Z25ur1+rufeeaZB3fYYYdCtVq9i4guieM4LBaLxxhjAtd1dVm4pVqtbh/H8W8beHoDwcyP9PX17bJGAH9HRI7u6+u7b+LEiQ8Q0SeiKPqF7/v3EdG3p06dGi5atOhzIrJNHMcfaRwvCILTrLUa3vvk8/k99CZgsAs10Ax4IIdnnnnmgoEC2Pf9fYhIb0SO3HTTTVe8/PLLNzHzjcNZCl+nwYQvQ2AjFUAAb6QXfl1Pu78Abm9vn+g4zp1EtISIbq1UKnFPT09lOG0NFMAicm8cxz/ac8893SlTpvzaWnt4oVBYVa1WHzfG7B2G4YvNx0+DZ36lUtlF2w6C4G36fDZJkkccx3mUmXXJ3DKza609oRGc+jkR8XUmLiIBM38riqLr29radsrlcvp8e67OquM4/iURyVABLCLvj+N49exUZ6rW2lvK5XKP53kPMvP/uq4b1Wq1LzLzG8IwPLNxPJ1VE9Gd1tpvd3d3vzCU3RAB/F8Ozz777NxBAvjLRHQgEek56utdRPS3KIrOH6ofeB8CEBi5AAJ45Gb4xv9bft1Xl5gbS5cNFC3FV6lUjjTGdOgsjoj2j6Jo6VBog8yA79EgbA7gJEmqrusudF13aqlUWtZPAPf09vbu+thjj9Wagm2KMeYREVkdwPrnzLwil8tdXqlUdjfGzGPmH4vIiuYA1s8Vi8XN0uXp45j5H7rE2zjGIDPgQ9LPNQfwHb7vf5eIDheR7Zn53kqlcnJPT8+zjX76vn+y67q3l0qlV4Yy0/eHCOD/ckgdX12CLhaLb2Xmm/U6+r7/FRF5NzPrjL3xwvP94VwIfAYCayGAAF4LNHyl/wCeOXPmG1paWl43Z86cP3R2dk6s1WqPaZjFcfz7ocxGEsDlcvl53/d1mfj+SqVyUZIkuUKhMKVpCXqg4NFguVhnn8uWLZvQ0tLyrjiOHwyC4GwRKbquO7Nare7MzPqM95sa/LohqlarPT9v3rx/FotFDeqSBnZjZj+SAC4UCr+s1WoPWmsPLZfL/2yEeMNm+vTpudbW1tOY+bY1Z/YD+c2YMaNQKBR+R0RnRlF0T1OQ6zPg/3IgIuP7/iPW2i8nSfKg67olEZmkAVwsFt/HzBc5jnNUV1fXsxrOxph6FEVPDXX98D4EIDByAQTwyM026m+kM66nmHmrJggNq/M7OjreYq2dQ0RTieglZr4kDMNLm5ds18TTmTQzP9T857qJK47ji9NNRv81A9bdvrNmzdohSRKdTR5CREtF5INxHM9Ll6D7Cx7SDVBJklxFRDp7f5GZvxFF0WVtbW3b5HK5sohMS/vyDyLq1gAuFotHGGO+T0RvIaI/WWvP1w1TAzis3kSms1jtVz8zYO1fTETvIyKHiFwiKruu+0Gd8QZBMFlEfmutPaZcLv98uAPN87yTmPkyItJr0rwJq18H3/f1+fd1zLyKmS+21npxHB+UbqK7QEQ+RURbENEiETlpODdQw+0rPgcBCPz/AghgjAYIvEYCxWJxZ2NMuVKp7N3T0/Ny+nd4HyOic9f171G/RqeAZiAAgfUogABej5g4FAQGE2hvb9/ecRxdlr+NmXUJegf9K1FJkuw/nA1X0IUABMaXAAJ4fF1PnM0GLtDW1rat4zizmHkSET2lS/blcnn5Bt5tdA8CEBgFAQTwKKDikBCAAAQgAIGhBBDAQwnhfQhAAAIQgMAoCCCARwEVh4QABCAAAQgMJYAAHkoI70MAAhCAAARGQQABPAqoOCQEIAABCEBgKAEE8FBCeB8CEIAABCAwCgII4FFAxSEhAAEIQAACQwkggIcSwvsQgAAEIACBURBAAI8CKg45coEgCA6y1r4+juPbR/7t0f9GZ2fnlrVaTWsC67+3jApBo0+OFiAw7gUQwOP+Eq/fE0zr5rZPnjz5iquvvrrm+74WXpi+dOnSKxcsWFBf29Y8z7uaiHbO5/MHl0qlZG2PMxrf6+zsbKnVar8SkYXM/MxwAljLMtZqNZ+ZtwzDUEsgrn7pn1er1aOYWesPL4jj+P7GezNmzNi8UCh8UEQmMvPtURT9dTTOB8eEAAQ2DAEE8IZxHcZML4Ig0ID4XyKaEUXRY57naVWdg1euXLnr/PnzV4yZExlBR4MgeIeIaJWhvQar7NQ4pJb1M8Zco2Ftrd2sUTM5LTcYEpHWHP4TMwfM/O0wDK/zfb+ViB4QkYeZ+d9EdLSIHI5KRCO4UPgoBMaYAAJ4jF2wrLvred6HmXl3InpFS+CJyFdFZPd8Pl8komq9Xr9Ga+uKiGHma3t7e8/bbLPNnNbW1ntF5Jo4jn+ks2YRudlxnEPr9XrNGPM3Ipqo9Wu1nJ+eo9bZNcaEIqJFC3ZjZi0J+FUimmWt1ZnoI319fbto6Ke1hI/R8n+e591HRI8x82lE9AkiukS/G4bh5weyS2ernyUiLcVXMMb8dMWKFZ+YNGkSV6vVc4wx24uI9mv1TJaZbwrD8M+DHG+bWq3mWmt3ZebZjQAOguCdInL11KlT3zN79mybVkf6kf7/RYsWfYyIdomi6AxtwvO8HzCz1uI9K+trjvYhAIHREUAAj47ruD2q53mfZuZ/6exMRO5yHKfXWvsFEfnAqlWrXtl0002nOo6j9X0n1Wq1+5n5jDAMf5nOIruZuZ2IrrPWajDd2TRrPNIYc/YaAfwXZj5TRE4VkSXM/CARbWet1VDtN4C12Hy6VKw1fY+31p6is8xGCPZ3YTzPO04Du1ardWy55ZbV5cuX38jMD+Ryue+tTQA3n1NzAKe1iu/RJfsoip4pFouHGGOuXrly5TsnTpz4PWttVCgU5ler1auYWWfdfWmd3nE7nnBiENiYBRDAG/PVX4tz933/K9bah40xbyeidtd1Z9Rqtfscxzlmzpw5fysWi7sbY44kokIagJ/QAvbaVFqo/nIiuiKKoi82N5/OYtcM4F/rLNIYc6u19hvGGC3ft9tgAex53q+J6ONEdCAzT9AC9SJyyxABfHP6zHWO9ikIgoNFRGv06s0CeZ63LxFdOdgx+qPUc2oO4PTY54rIl4moRUR+wcxvdV13l1qtpn3QJWhder7RGPMza+1PRtrmWlxSfAUCEMhIAAGcEfxYbdb3/custffmcrmF1tr9oyia4/v+PGvtucaYtxDR9SLyE2Ze1U8Af1SLz4vIvXEcn978PLW/AG7McidOnFgSkQt1VthfAAdB0KbBlS5BawBrO9PT5eLbhwrgIAhKSZLcXC6Xu5oC+Jwoivz1HcDN1z3dwHZZFEXv933/Kl26N8YcoysGvu/PIKIPR1E0a6yOFfQbAhAYXAABjBEyIgHP836sBeUbs9p0ZjtPA5KI9DnpjtOmTTtp4cKFexhjbrbWrp4B6yxSnwlba9/PzJEx5vIwDG9pXq5dcwl6oACuVCoXFgqF3zmOc1iSJKtEpIeZH13bAPY87yxmnlWr1Y5qbW1NVqxYcbOIlOM4/sFoBHD6zHlPIvqeiHwtjuOwWCweYYyZnSRJm+M4uptcn3/rM/ObRnSB8GEIQGDMCCCAx8yl2jA66vv+TSJyeRzHDzd65Pt+d5Ik38rlcs+KSEREbyOiBUSUWGuv0GfCInK/Luvqc1/f9/dk5rharb43l8u9npn1mfGrLxH5jIhcP1AAR1F0fhAEn9QNYESkfy3oWp0Zr20Az5gxo1AoFL6pz5qZuUZE33Zd98LGX4ca6RJ0Opufu+Y5xXF8sa4WENEhRPSobmILw3D1rFs3XgVB8GkR+Vy6ge1S13W/uqH9lawNYxSiFxAYHwII4PFxHXEWEIAABCAwxgQQwGPsgqG7EIAABCAwPgQQwOPjOuIsIAABCEBgjAkggMfYBUN3IQABCEBgfAgggMfHdcRZQAACEIDAGBNAAI+xC4buQgACEIDA+BBAAI+P64izgAAEIACBMSaAAB5jFwzdhQAEIACB8SGAAB4f1xFnAQEIQAACY0wAATzGLhi6CwEIQAAC40MAATw+riPOAgIQgAAExpgAAniMXbCx2l3P8wJjzBODFbJfH+d2+OGHb9nS0nKOHktEFmuhg8ZxtQ/M/C79/319fVfceeed/14fbY70GL7vtxLRh4joh1EULR3O97WAQ71eP9Va+0Acx78fznfwGQhAYMMWQABv2Ndng+tdEARvE5H2yZMnX3H11VfX0pJ605cuXXrlggULtIpPvy/f92+w1t7SXEVpNE6uKYA1aF/RAg1rBPA0IjqLiPaNouivo9GHoY7Z0dGxt5Z0NMYc3NXVpeUTV79mzZr19iRJtDyh1lP+j9eMGTM2LxQKv9FCEVEUfXuoNl7L94vF4mbGmGOJ6I1EtNh13e5GEYlisbiXMeYIEXkmn8/fUiqVqo2+dXZ2ttRqNV9EdtKCHFEUzfd9/zAi2r+5/40bqXSsrS4RqS9mfi4Mw2v0f6fHOlFEtrLWxt3d3U80Puf7/o5E9AEiWl6pVH7S09Pzsr43e/Zss3jxYt9a+04i+nkcx/c3vpN6f1BEJqa1ol8dK+n5nkBEf9U+r/Gdk0RkkzW/M1AfOjs78/V6vUNE3s7M/5fL5W4rlUp9r+X1Q1vZCSCAs7Mfky0HQaA/Sv9LRDOiKHrM87zrmPnglStX7jp//vwVA53UaxXATT+6J2vVoeYA1vf23HNPd8qUKfrjrP3PJIAHMhpp1aUNYQClwfcrInpYRP5JRBqg98Vx/BnP8z7MzGdrace0lvME13UDDWe9kbPWlvV7GjxE9GB/AczM7xORX0dRdIHv+3pNtY706tBrBHAalveJyEPGmH9ba481xpyU1lXeU0RiIrqJmSeLyO59fX0Hzp8/f6Xv+1pac5Ix5nfWWh3XF5TL5VvSFYoHRET7pqskR4vI4bry4Pv+J4joY0SkIX6vVubSvgRBMNlae1/atz5mPoaZ28Iw/J1W/xqgD32+73dpBS4R0TG5BxHZKIqC5lrZG8J1Rh9GRwABPDqu4/ao6Y/q7jq71HJ6WhJQf9Ty+XyRiKr1ev0aLSyfltS7tre397zHHntMZ8qNGfC8IAi+KCLvtdYG5XJ5ued5ZzDz10RkU2PMlblc7jNDleELguAcEdHyfW9k5l8lSXJCd3e3/pCvfqU/1uscwNpvZv6NiJxERDsT0TeiKPqy/kAGQdBhrb2UmbcVkV/kcrkPz5kz529NpQU/Q0QTiOhKDZC0XzcQkc6e9PVWvQlouinYaY2Bc0oURden5/Kj9L3Vf9Z0jl76g02e501h5ntd151WKpVW+L7/SSLS8oY5Y8xFYRh+fTg/7L7vaynIWhiGpw01kNM270rb1EDRGeoxruseX6vVHq7X68fOnTv3ybQG8v1Jkpza3d39R9/351hrrxtsRaS9vX2i4zi/dBznKHVNHbTs5OrQa7w8zzuKmY+MouiUNAzbrLXHxHF8gu/7kdav1rrK6c2CltH8WhRFt+lNQBiGT6qJ7/sfJ6K99IYt/d+7RFF0hl5Lz/N+wMz1KIrO0lm4tfavWrtZ22r0RWtKE9F2cRx/Sv/c87xTmHn3KIrOHagPS5cuLbe2ti4WkffHcdzred4uzPxj13X3G2r8D3Vd8P7YEEAAj43rtMH00vO8TzPzv3RGICJ3OY7Ta639goh8YNWqVa9suummU7X+LxFNqtVq9zPzGelM5IYkSW51HGcXIpq+cuXKTp0x+76/DxFdpT+gm2666YqXX35ZZyo36g/kYCfted6B+Xz+cX2cW6vVNARNGIb6I7reA5iI9rHW6g3GUmOMBkJ7pVJJcrncPGYu5nK5P1erVQ2798Rx3D5z5sxt8/n8fGvtXi+//HLf5ptvPrVcLj/a6NtAs/ChZsB6M0BE9zQCOAiC14nII0mS7Nvd3f1CEARnai3mMAzPKxaLRxhjPq2Ts1qtxq7rhtbaC8vl8s+HGkwjCWANKN/3v6RLvMx8t7V2qjHmtDAM/+L7/v3W2u+Wy+Wb2trapuRyuZKIXJjP5x+o1WoLmPlTIrKviLyUz+d/XCqVXmnum+/7HxGRPeI4Xn0j0JgBi8jPmPlJ13UjXa5Nz/UrtVrt8G222eaV559/Xpeiz5w8efIBS5YsWViv14/Qgs/1ev1GIiow8x1RFH1xjba+RUTLoiia7fv+T6y1UaFQmF+tVnVsvkNE+uI4PqhpfF3WHMC+758gIh/cfPPN/RdeeKGez+c/prP3yZMn+4P1wfO8k5hZb+i6RUSX6z8fhqHOpPHaCAQQwBvBRV6fp+j7/lestQ8bY95ORO2u686o1Wr3OY5zjM5SisXi7sYYfYZZIKLjrbWf0FlOGh6bEVGL67p+4zmX7/v643MgEf0y7ac+u/3bmrOcNc+hs7Nzy2q1qst8k4nov573rs8ZcHPo+b5/k7X2dmPMVjrzj+P4o9q39NmzzsT1GTM5jnMnES0holsrlUrc09NTWd8BnM72rtMboSiKbvU8705m/mQURYs8z7uSiHRGrDcpuiHtACK6O47ji9fneNBjFYvFMzV0ReTPzLyfMWZWV1fXQr25EpEfM7OuHOgSa4u19iNE9Btm/qsGtj7fJaLdmHmrpUuXHtzYR5A+Z32oXq/7OoNOA3iq5rCIMDO/h4g2T5LkoOXLl1e32GKLy6y1ujydMPOD+uw2n88fWqvV9Lm5PjL5uIjoDdp2GqjN40sDnJkvzufz7yuVSv/WGSsz6xK0Lj3faIz5mbX2J3Ec7z1QAKez6+8S0XF6U0hEj+kzZ9d1jx2sD57nzSSii4wxj+jKkbX2tHK5rEvzeG0EAgjgjeAir89T9H1ff+juzeVyC621+0dRNMf3/XnW2nONMW8houtF5CfMvGrNAE5/1M5JlyF1lqyzmq+IyLv1vaZ+rn4eOFC/02d+Giy/IKKnX+MAnkNE14rI9kS0S3MAT5gw4YF8Pr+H3lzokmulUjnSGNOhM2jdWNTY8by+ZsBpAL/HWnu+tfa8XC73w1wud2j6jPX7IrK1bopqOFpr7yqXy83O6zw0giB4p4j0VCqVPXp6ep7XWSsRnTJ16tT9Zs+ebRsNnH766e6SJUseNMYcJSKviMjPK5XK3npjMn369Am6FFuv1w+eO3fuc/odz/POTX37XQbX5WljjAb+QWs+y/c872hjzPtyudzZ9Xp9oQahPpPt6up61vO8S5j5mSiK9AZF25mpjz+MMUFXV5eOJR2T39UwNMYck67ezCCiD0dRNGugAF4T0vd9vTHb2nXd2QP1oVar3ZjL5X6by+Vmzpkz5zdBEBwsIjdUKpV3NDaKrfMFwgE2aAEE8AZ9eTa8znmepxtXbmt+dqcBrEuLRKR38ztOmzbtpIULF+5hjLm5eQasu6CZ+QVmvpWZZ4Rh+Idisfg+Zr5In/PpD2SxWHyrMUaftz010Nl7nrebbnYxxryzXq+zMeY76TO6V3c8r+cZ8MNRFF3l+77OgG6qVCrvnjBhwpt0Y42ex0svvfRka2urLsPvHMfxsTNnznxDS0vL6+bMmfOHzs7OibVa7TERCRp/fWiQANZngHdaa/ctl8t/7+dH/T+WoPX9NNju0Q1BRPT3KIquTkNEd/1+yHXdE0ql0gvt7e27JEny4rx583Sj1KCvkSxBB0Hwbr2ujuMc0NXV9VwQBKfo8m9zAHd0dLzRWjubmSeEYXhyZ2enqdVqPzfGfKurqyvyff8gEbnSWrtPd3f3ys7OTn188Ui9Xm9rzH6bOzx9+vRca2ur7rr+YqVS2asRVqnr+4noW8x8dBiGiz3Pu4iZJ1UqlXMnTpy4fZIk3fV6faYe1/f9Y0Xkk0mStDeCX9tJl7RnJ0nS5jiO7uwPReQafY48VADPmDGjkM/n25n5f5IkOUL3JQzUB2vt8nw+/xtr7Ux9RKGPVYjo5mq1ugsCeKhROj7eRwCPj+v4mp2FLsGKyOVxHOtmltUv3/e7kyT5Vi6Xe1ZEIn0OSUQLdDnQWntFYwm68deQisVihzHmEhF5XxzHzwZBcIGI6OaVLYhokW54Guzvuupf3ahWq7r7+hj96y1EpM9iJ+kGmmKxqLPOuWuArN645Hner5l5r6b3nuzt7d1VN4kNBJguneuyov63oj+W5zaeozY2jxGR/r3ekJk/Eobhix0dHW+x1upMWZdMX2LmS8IwvFRXggfrQ7pR6VINMA0rnUmmm7D0eeN5a/Rx9Qau1F/tPpokyR76LFj/TI9VrVYvZGadiW2iO3qTJDlu7ty56rXeAjjtsz5G0J3Bm+lOZG1Tl8HTm6DrdJVCV0Xy+fw3Go8eOjo69rDW/lBXL0RkkeM4Z3V1dTVWRfR8do6iSP+u9KuvdP/BN4hIl/PvSJLk87qhq+mG5s067kTka3EcP5g6bFqtVr+vgUxE/2Tm88IwLB122GGbTJw4UTftvb6piZXW2h3K5fKSIAh0g59uYDPMfKnrul/VlQVdAVrzWojIfn19fb9raWnRm8YWZr6LmWfrDcBgfUiv3eki8iVmfpMu0+vGwjiO5w11jfD++BBAAI+P64izGCWBNTc+jVIzOCwEILARCiCAN8KLjlMevgACePhW+CQEIDAyAQTwyLzw6Y1MIP3nK/9Pl1Q3slPH6UIAAqMsgAAeZWAcHgIQgAAEINCfAAIY4wICEIAABCCQgQACOAN0NAkBCEAAAhBAAGMMQAACEIAABDIQQABngI4mIQABCEAAAghgjAEIQAACEIBABgII4AzQ0SQEIAABCEAAAYwxAAEIQAACEMhAAAGcAfrG2KTv+4dpRSA9d9d1rymVSqur3uAFAQhAYGMVQABvrFd+Hc5biyHU6/UOa+3bmPmhwUoHNpppCmCtG9vRXMxhHboyrr7a1ta2jeM4WuVHi1jc0CisoCfZ3t6+q+M4gdYYdl33hkZRAy3lN2nSpGOZeZskScLu7m6tu7v61d7evlUulzvJWmuSJLm5ueJPW1vbto7jHGeM6QrD8M+N76xNH9LavdrvN2r5Q9d1u7Vwwbi6ODgZCIyCAAJ4FFDH8yG13FqhUNCC4Vp0XIudH8XMN4Zh+D/DOW+tBqSVexDAiRRqMAAADIRJREFU/6nl+75WTiqJyBxjTIuIzEiSZH8NYd/3DyGiH2lxeGbeUYvX53K5I55//nkzadKku4lI6+L+m4hOttYeoaXt0hKAvySiO5m5pvVt6/X6Qf/4xz/+8eY3v/laZn6nVuBJkuTDjdKSa9MHInJqtdqviOhhEdFSh7rScV8cx58ZznjAZyCwMQsggDfmq78W514sFjuNMcdHUaSzMUl/6H+lxdULhcKRRPQeIppCRIeISHnZsmXHLViwYFWjqTUDWOsLM/PCKIou18/4vj9LRI6J47hzsO4FQaCF6K9h5p20NjAznxiG4b89z5vLzD+Nouhm/X4QBGeKyF5RFH141qxZOyVJcj0R7UdEC5n5eJ39pSUMPygiOWYuaoBUKpVAa7J2dnY2ytlpf15h5rPDMLxlGHTG87wyM/8miqLPDfV5LQLPzA+HYfjj1EHL3v0+iqIf+b6/wFr71XK5fJfv+1r68HFr7alaFjEIgrc1ZrBBEFxjrf1LHMcX+77/dRGxcRx/Yfbs2WbRokVzROQ3cRx/WWv45nK5R6rV6kMiMrspgEfcB2b+i5bfc113ms7Kfd/3ieiYKIqOGeqc8T4ENnYBBPDGPgJGeP6e512Zhsrqwu/68jzvPq2zSkS7EdF3ROTovr6++yZOnPgAEX0iiiKtDdz47H/MgLUIOTN/w3Xd96b1VkMiujqKop6BujZjxozNC4XCA0mSnDphwoSFtVpN68dOiaLorPQG4bj0BoF9379L663m8/mHa7Xa3SJy1bRp07oWL16sQX96FEWHF4vFGcYYrd97SqVS6ZowYUKPtfa7cRzfXiwWjzHGBK7rak3glmq1un0cx78dBtuIAjgIgm+IyOaTJ0/+eG9vb0s+n7/YGPPKpptuOnv58uULXdfdp16vT9G6uszsiMi1URR9p6kfeq7a7x+Wy+WS7/vzROSiVatWPdHS0qI1ed/EzM+GYdjRfC2aA3gt+3Cl7/tfIqIPMPPd1tqpxpjTmpe1h2GFj0BgoxRAAG+Ul33tTzotz9cdRdFtjaOkP/Za/P0dIvL+OI5PSGdxN1hrb2nMsNKw/o8APv30090lS5ZoEfcTcrncC7Va7Y6lS5e+t3nWvGZvgyA4SAOIiG7U90RkC93gFcfx3mk4P5QkyXtd190kSZJbt9566wP//ve/T3Yc51FmvoaILDO71toT+vr6dpkwYcJ0LSIfx/GMptnnb6Mour6trW2nXC43n4jmishtcRzrsq6svWD/3wyCYLKI/JSIDhaR54noKWPMvUT0TWvtr0XkEmPM2RpuSZIcrM+JdabbdA0+KiJt+Xy+WCqVqp7n/ZKZb2Hm06y133Yc58/W2s9HUTRzkABeqz4Ui8UztV8iokvh+xljZnV1dS1c30Y4HgTGmwACeLxd0VE+H9/3v2KMWdXV1fV1bUoD9F//+pcuibY7jnOQLj1HUXTicAM4/ZzOYAtE9Hciel0URZcMdhrFYvF9xhidga8OYH0x83NhGGq46oxcl7MfJqKtiCgfx/GlnudNMcY8IiKrAzj9zopcLnd5pVI5VMOtEU6+7+vy7+oA1s/pJiNmPpqIjmPmf6Tnt/oYo/XyPO97RLRg2bJlcWtr659F5Alr7YnpM2F9HvyzOI5vTf0+qqvtrut2lEqlZfpnQRCUdDbKzJ1aSjEIAl1i3z+KojMGCuA1z2U4fTDGPCEiPZVKZY+enp7nfd//iK4kTJ06db/Zs2ePqtFo2eO4EHitBBDAr5X0OGnH9/19iOg2Zp6Ry+X+XK1Wz9XQnTZt2pGLFi06aW0CuKOj483W2rlE9KIx5tSurq6nB+PS3b2O4zwgIifFcfxIEARb1uv1t3R3d6+edaWbib5IRBMqlcoZPT09z+65557ulClTdEn8Ytd1o2XLlk1oaWl5VxzHD6bPgPsNYM/zdqvVas/Pmzfvn8VicXdjTKlSqeze09NTGeKSjmgJunEsfeZcr9dPFZFTrLXvLZfLy33f19n+P5YuXXrhZpttNs1xnJur1ep75s2b9y/f9z+vz91d1z2qVCq90jiO7/u6CnHiJpts0rly5coJGpJE9NnmHev6PL55CXpt+lAoFLbXVQ7HcQ7o6up6LgiCU0TkTATwOPkPHqcxqgII4FHlHZ8H933/dCKaTUSvF5Fux3HO7urq+ofv+ycPFMC6TE1Eq5d49SUiL/T19W03f/78FWlo3k5EuSiKdBPPkK80NHWmujMRPW2MuaCrq0uPQZ2dnboz9x7dlRvH8aubgTo6OvZIkuQqItpXw16fPUdRdNlgAVwsFo8wxnyfiN5CRH+y1p7fvKQ+SEdHFMC+7+9IRH8hon+LSOw4zpe6urqeTWezr7PWXsfMusntKRE5O47jO2fNmrVDkiT6neb/jp/s7e3ddYcddrDVavVrzPxxIqow81fDMPyW0mvwMvNea16LiRMnvmGkfUitv0xEHyOizUREHyd8VGfdQ15EfAACG7kAAngjHwAbwulPnz4919raeqc+59Rg2RD6hD5AAAIQGG0BBPBoC+P4Awqks6eziEhnds9PnTr1g3huiAEDAQhsLAII4I3lSm+A59kIYBFZks/nb8e/nrQBXiR0CQIQGDUBBPCo0eLAEIAABCAAgYEFEMAYHRCAAAQgAIEMBBDAGaCjSQhAAAIQgAACGGMAAhCAAAQgkIEAAjgDdDQJAQhAAAIQQABjDEAAAhCAAAQyEEAAZ4COJiEAAQhAAAIIYIwBCEAAAhCAQAYCCOAM0NEkBCAAAQhAAAGMMQABCEAAAhDIQAABnAE6moQABCAAAQgggDEGIAABCEAAAhkIIIAzQEeTEIAABCAAAQQwxgAEIAABCEAgAwEEcAboaBICEIAABCCAAMYYgAAEIAABCGQggADOAB1NQgACEIAABBDAGAMQgAAEIACBDAQQwBmgo0kIQAACEIAAAhhjAAIQgAAEIJCBAAI4A3Q0CQEIQAACEEAAYwxAAAIQgAAEMhBAAGeAjiYhAAEIQAACCGCMAQhAAAIQgEAGAgjgDNDRJAQgAAEIQAABjDEAAQhAAAIQyEAAAZwBOpqEAAQgAAEIIIAxBiAAAQhAAAIZCCCAM0BHkxCAAAQgAAEEMMYABCAAAQhAIAMBBHAG6GgSAhCAAAQggADGGIAABCAAAQhkIIAAzgAdTUIAAhCAAAQQwBgDEIAABCAAgQwEEMAZoKNJCEAAAhCAAAIYYwACEIAABCCQgQACOAN0NAkBCEAAAhBAAGMMQAACEIAABDIQQABngI4mIQABCEAAAghgjAEIQAACEIBABgII4AzQ0SQEIAABCEAAAYwxAAEIQAACEMhAAAGcATqahAAEIAABCCCAMQYgAAEIQAACGQgggDNAR5MQgAAEIAABBDDGAAQgAAEIQCADAQRwBuhoEgIQgAAEIIAAxhiAAAQgAAEIZCCAAM4AHU1CAAIQgAAEEMAYAxCAAAQgAIEMBBDAGaCjSQhAAAIQgAACGGMAAhCAAAQgkIEAAjgDdDQJAQhAAAIQQABjDEAAAhCAAAQyEEAAZ4COJiEAAQhAAAIIYIwBCEAAAhCAQAYCCOAM0NEkBCAAAQhAAAGMMQABCEAAAhDIQAABnAE6moQABCAAAQgggDEGIAABCEAAAhkIIIAzQEeTEIAABCAAAQQwxgAEIAABCEAgAwEEcAboaBICEIAABCCAAMYYgAAEIAABCGQggADOAB1NQgACEIAABBDAGAMQgAAEIACBDAQQwBmgo0kIQAACEIAAAhhjAAIQgAAEIJCBAAI4A3Q0CQEIQAACEEAAYwxAAAIQgAAEMhBAAGeAjiYhAAEIQAACCGCMAQhAAAIQgEAGAgjgDNDRJAQgAAEIQAABjDEAAQhAAAIQyEAAAZwBOpqEAAQgAAEIIIAxBiAAAQhAAAIZCCCAM0BHkxCAAAQgAAEEMMYABCAAAQhAIAMBBHAG6GgSAhCAAAQggADGGIAABCAAAQhkIIAAzgAdTUIAAhCAAAQQwBgDEIAABCAAgQwEEMAZoKNJCEAAAhCAAAIYYwACEIAABCCQgQACOAN0NAkBCEAAAhBAAGMMQAACEIAABDIQQABngI4mIQABCEAAAghgjAEIQAACEIBABgII4AzQ0SQEIAABCEAAAYwxAAEIQAACEMhAAAGcATqahAAEIAABCCCAMQYgAAEIQAACGQgggDNAR5MQgAAEIAABBDDGAAQgAAEIQCADAQRwBuhoEgIQgAAEIIAAxhiAAAQgAAEIZCCAAM4AHU1CAAIQgAAE/j9WWoCFQpuHUwAAAABJRU5ErkJggg==

average

Takes a text string as input, and reports a new text string containing all but the first character of the input.

pt:_ sem o primeiro caractere resulti2

Takes a text string as input, divides it into words treating one or more spaces as a word separator (only spaces count; punctuation is part of the word) and reports a text string containing all but the first word, with one space between words and no spaces at the beginning or end. (Note: consider using SENTENCE->LIST and processing the resulting list instead of doing recursion on sentences in text string form. List operations are faster.)

pt:_ sem a primeira palavra

Takes a text string as input, and reports a new text string containing all but the last letter of the input.

pt:_ sem o último caractere resulti1

Takes a text string as input, divides it into words treating one or more spaces as a word separator (only spaces count; punctuation is part of the word) and reports a text string containing all but the last word, with one space between words and no spaces at the beginning or end. (Note: consider using SENTENCE->LIST and processing the resulting list instead of doing recursion on sentences in text string form. List operations are faster.)

pt:_ sem a última palavra 1 1 11 1

pt:a primeira palavra de _

Takes a text string as input, and reports the last character in the string.

pt:o último caractere de _

pt:a última palavra de _ 1 1

Takes a text string as input, and reports TRUE if the string has no characters in it of any kind, otherwise false.

pt:a palavra _ está vazia

Takes a text string as input, and reports TRUE if the input contains no characters other than spaces (therefore, no words when the string is considered as a sentence), otherwise FALSE.

pt:a frase _ está vazia

de:füge Wörter zusammen _ ca:uneix les paraules _ es:unir las palabras _ fr:fusionne les mots _ pt:uma frase com as palavras _ 121

de:Liste $arrowRight Satz _ ca:llista $arrowRight frase _ es:lista $arrowRight frase _ fr:liste $arrowRight phrase _ pt:uma frase com as palavras em _

de:Satz $arrowRight Liste _ ca:frase $arrowRight llista _ es:frase $arrowRight lista _ fr:phrase $arrowRight liste _ pt:uma lista com as palavras da frase _

report a list in which each item is one letter from the input word

de:Wort $arrowRight Liste _ ca:paraula $arrowRight llista _ es:palabra $arrowRight lista _ fr:mot $arrowRight liste _ pt:uma lista com os caracteres da palavra _

join all the items of the input list into a single word, and report it

de:Liste $arrowRight Wort _ ca:llista $arrowRight paraula _ es:lista $arrowRight palabra _ fr:liste $arrowRight mot _ pt:uma palavra com os caracteres em _

89,67,5,90,2,0,190,844755.875190,90,2,0,190,8