[img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAlQAAAHMCAYAAAATRTaaAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAElqSURBVHhe7d0JfJTVvf/xX9h3SAKGsAUIiUq1Uk2wKtZYLVirBremoVZj7a0VtFVq77WtXORPrfW2N7YqdLlW0NsGaV2IWzW3LVHjFkChaoCEsEpCWBIWlS0h//zOnCcMIZNMZuZJZvm8X69xzjnzPCE5eZznm3POPE9cYxMBgC7y29/+Vrp37y7f/e53bcvJ/vCHP0hDQ4PcdttttgUAulbL965u5r8A0EUSExNNWFqzZo1tOZG26+u6HQCEi5bvXQQqAF3q3HPPNc9vvfXWSaFK69qunO0AIBy0fO9iyg9Al3v77bdl9erVpqxD6PrQv/z0oSZNmiTnnXeeKQNAuPB+7yJQAQgLW7ZskXfffVf27NljWzxD6vpXYEpKim0BgPDivHcRqAAAAILEGioAAIAgEagAAACCRKACAAAIEoEKAAAgSAQqAACAIBGoAAAAgkSgAgAACBKBCgAAIEgEKgAAgCARqIAQmDFjhuTn59vaidp6DQAQHQhUAAAAQSJQAQAABImbIwMhoNN6GRkZMnv2bNtyXGuv6RTgypUrbU1Oen3x4sVSVFRkayLx8fGyYMECWzt5f5Wamirz58+3NY9Zs2ZJXV2drYnk5ORIdna2rXleT0hIOGk//Z6nTp0qeXl5pt7Wdi2/98LCQlm6dKmtnfyz+dLyZ3bMmzdP0tLSTLkj30d7P/ucOXOksrLS1jxmzpwpe/bsMd9/QUHBCdu0/B2o9n6PFRUVMnfuXFNu+e9795P+Ww7vfvBuV8734/3vOF9Hv/cpU6aYtpZa/j4BhB4jVEAn05OwhgI9WepDT4R6UtYTqdKT8IoVK5pf14cGAz2ZOrSuAcp7Gz3Req/V0kCRm5vb/LqeUPXEW1JSYrcIjvf349CfwTm5O/+u/mze35cvtbW1JrQ4+2kA8Udr34c/P7v+ey370DuQaAjxfr3l76C936OqqamxJTkpvHkHMf2dO/T7cnh/v7qN8zW8gyKA8ECgAkJET5B6Em75aElHFrxHCvQkrkHCOVnqaEzLkRAdkfA+0bZGt/E+0erX8A4IF1xwgXnesGGDeQ6GhoaWAUHpyIqGF+9/V4OR9o13aGiNfu8aUDrC1/cRip+95YiO1vXfcn6O9n6PSke7lO7bMkDpdtquvIOXE5b1UVpaaltF3nzzTfP1/TkWAHQ+AhUQInqic0YrvB/+aCtI6MlXT8aZmZm25WTONnoS9sWZNguWjppocNKgpCd4hzOaMmHCBPPsSExMNM/eoaE1zgiVv3x9H60J5Gdv+XM49bKyMvPcmpa/RyfgOoFOp+eUfg39np12J3gppx/0d+kdwjSA6TGg/0ZrI1QLFy48Ici3F2ABhBaBCugCOnXkffJrOcqiJ0PnNV2DoyfXlutfdB/vbfQk3HIb53Xn0Rrvr9PWdo4lS5aY8Oi9Hkg5oaDliV3r7dGf1xmZ8Zev78Ph/T3oww3t/R6dcKSBzjsgOeHXCXreAUnLGpq8Q5j2j35tDXVOeGwZmLynWbVf9JggVAGdh0AFdDJd36MnWu9RrJZBQk+03q/r9i1Dge7jvY2ehJ1tnEDWctSsNS2/jq/tlK4b0hO+98LrlrxP7N4P7ym4lpxRn4kTJ5rn9rT1fXTkZw+EM+Lmz+/RCUdKvx8NRU44mjx5smnXgKRfRzkByDuE6bbOdJ/2oT8jfldeeaV5bms0DUBoEaiATqQnTD3JtjV91xpne+eE2xo9YSvdxjmROiftUNCTvo6saGBqjROGvKev/KWhwQkR7Wnv+wjVz95yvZVTT0pK8vv3qN+rM6Lk9M8LL7zQHI6U9xSeE5Kc0OQEKn04/5b++yqQfgbgHgIV0ImcwKAnSIeOtnjXdW1Qy0/F6af+2gscznSSbuOckL1DgY6oBENP+i0XnHvTf1dDnX6azjv46c/T1r+t2+r37izQbk9730eofnZdn+WsedLvUev68+nP6c/vUen36oxQ6T4akPRn9Q5i+nt1RqickOSEJp3206+hX9eZAnT+bSeEtebJJ580z76mQwGEHoEK6GR6XSU9Qeq0lDNF54wuKQ0KzvSd9zben/zTk7D319CHnpSdqS39GrpYW0OA87qGEGe0JBAaBlqu0WpJp+D039H1O86/q2udWn5q0aGf0nOu06RBzNlHH1pX+rp3wGzv+wjVz64jYM7X0O9Bf0feU4zt/R6dUOn97zqvey949x6hcp6d0OSEMP0aTpvSuhPCnADpvXbN+1gA0Dm4sCeALqOBSkfffAUupQu/NUC0tW4rlPy5UCYAtMQIFQAAQJAIVAAAAEFiyg8AACBIjFABAAAEiUAFAAAQJAIVAABAkAhUAAAAQSJQAQAABIlABQAAECQCFQAAQJAIVAAAAEEiUAEAAASJQAUAABAkAhUAAECQCFQAAABB4ubIAAAgYsyaNUsSEhJk/vz5tsWjtfb8/HxZuXKlKU+dOlXy8vJM2ZuvbfzZ1xsjVAAAICLMmDHDhJuWWmsvKSmRyspKKSgoMI+ioiKpqKiwr3r42saffVsiUAEAgIig4SYxMdHWjmutvbS0VDIzM21NJCMjQ8rKymzNw9c2/uzbEoEKAABEpfj4eFsSMx1YV1dna8f52saffb0RqAAAAIIU0KL0bdu2ycGDB20NAACgY+rr62XixIm25j9d3/Tqq6+etCi9ZbsuKteRJe9F5qmpqZKdnW3qytc2un6qvX1PooGqo9avX29LcAP96z762H30sbvoX/fRx+5avny5LXXMG2+80Xjvvffa2nEt25ctW9Y4c+ZMW2tszM3NbSwvL7c1D1/b+LNvS0z5AQCAsKefstNP8y1cuNCMIGlZR6V8tetoko4yaV0fOTk5kpaWZl7TuvK1ja/2tgQ05deU0iQ9Pd3WEGr0r/voY/fRx+6if91HH7uruLhYsrKybC3yMUIFAAAQJAIVAABAkAhUAAAAQSJQAQAABIlABQAAECQCFQAAQJAIVAAAAEEiUAEAAASJQAUAABAkAhUAAECQCFQAAABBIlABAAAEiUAFAAAQpLjGJrbsN70Dd3Jysq0h1Kqrq+lfl9HH7qOP3UX/uo8+dteqVaskKyvL1iJfwIEqPT3d1hBq9K/76GP30cfuon/dRx+7q7i4OKoCFVN+AAAAQSJQAQAABIlABQAAECQCFQAAQJAIVAAAAEEiUAEAAASJQAUAABAkAhUAAECQCFQAAABBIlABAAAEiUAFAAAQJAIVAACIGLNmzZI5c+bYmkd+fr7MmDHDPBYvXmxbfbd7C2ZfbwQqAAAQETTcTJ061dY8SkpKpLKyUgoKCsyjqKhIKioqfLZ7C2bflghUAACE2Gurd0veL96TqT980zxrHcHTcJOYmGhrHqWlpZKZmWlrIhkZGVJWVuaz3Vsw+7ZEoAIAIIQ0PP38T+WyfddBaWyq6/P9f1pPqHJRfHy8LYkkJCRIXV2dKftq9xbMvt4IVAAAhNCiV7bKsUaNUsdpVdsRveIam9iy38rLy20JAAB4m/W7XU1nV1vxok2P3jrMU4FUVVVJVlaWrflP1ze9+uqrMn/+fFPXxeM6gpSXl9dcT01NNWugWmvPzs42dRXMvi0FHKjS09NtDaFG/7qPPnYffewu+td9gfaxrpnSab6WkhP7yJM/OcfWUFxcHJJAVVhYaBaNL1iwwNR14fq8efPMmqfW2tPS0kxdBbNvS0z5AQAQQjdOHW1Lx+no1C2Xp3gqCIh+yk6DzcKFC80IkpY1XOmokY4maV0fOTk5Jvj4atd9tK46um9bGKEKQ/Sv++hj99HH7qJ/3RdoHz/yTKU8/9YO6dmjm9TXH5MRw/pK7pdHyrTJSXYLqEBHqMIVI1QAAIRIyQd7TJhSv7njTCn67wtk8T1nE6ZiAIEKAIAQ+ORgvSxcttGUv3PFWEkbNcCUERsIVAAAhMBjL26RXXuPSMap8ZJz8UjbilhBoAIAIEjvfFQrL73jmer77pUsPo9FBCoAAIKgH+36w4ubTfnbl6fIuOT+pozYQqACACAIj720WbbtPCifGztIci8ZZVsRawhUAAAE6ION++Uvy7eb8r9dOdY8IzYRqAAACNAfXvBM9eV8eaR8buxAU0ZsIlABABCA/y3aJuu2HpCU4f3kO19jdCrWEagAAOiglevr5MlXt5ryd68gTIFABQBAh3x2qEEefsZzAc9vfmW0TD493pQR2whUAAB0wMPPVEr1nkNydvoQybtsjG1FrCNQAQDgp+ffrJZ/vLdL+vTqJndcM962AiJxjU1s2W96B+7k5GRbQ6hVV1fTvy6jj91HH7uL/nVfyz7eWH1Q7v59hSl//+rRknUWU33BWLVqlWRlZdla5As4UKWnp9saQo3+dR997D762F30r/u8+/izww3y77/9SNZvOyBXnDdcfnBdqmlH4IqLi6MqUDHlBwBAO+Y/sc6EqVNHDyBMoVUEKgAAvLy2erfk/eI9uf33u8zzXY9+ICvX75URiX1kzk2n2a2AExGoAACwNEz9/E/lsn3XQdH1MPr84ab90qdXd7n3xlMlKb63Z0OgBQIVAADWole2yrFWlhYP6NdD0kYNsDXgZAQqAACs7TsP2tKJ9uw9bEtA6whUAICYt60pSC3953bp2bP10+LwxD62BLSOQAUAiAn7Pz0qm6v3ybvrd8mLK6vkiVe2yn2L18rNv3hPvv3ge/LYS5vlaP0xu/VxcU2PWy5P8VQAH7gOVRiif91HH7uPPnYX/du2ddv2ybrt+6Ryy2fyUdVnsmvXUTly5Ih91eNY4/ExhX59usuUMxPl/DMSpL6+Uf748hbZseeQjBjWV3K/PFKmTU6yWyJUou06VASqMET/uo8+dh997C7692Qf7/pU/vlBtfzz/b1SXX3yWqj+vbvLkKF95JSBPeWUQb0kYVBfSUnqJ2OH95Vxyf3tVsfRx+4iUDXhIHMX/es++th99LG7Yr1/l39QI4te2SI1NYdl2LCekjykj/yr4oB9VWTo0B5y9rh4mTC2v5w2crCkJPaWPn07dskDjmF3caV0AAC6kIapB5+sMGFK6XSeE6amZg6Tn906Uf58z3nyw5zTJPvc0XLqqEEdDlNARxGoAAARRUemWptc0ek8DVGZaYm2BdFmzpw5MmPGDPMoLCy0rSL5+fnN7YsXL7atJ/K1jT/7+oNABQCIKDt2HLKlE+3d3Xo7ooMToAoKCmTevHmydOlSqaiokJKSEqmsrDTt+igqKjLt3nxt48++/iJQAQAixv8ur5R66WlrJ9K1VIheGnwyMjJMOS0tTVJTU6WmpkZKS0slMzPTtCvdpqyszNY8fG3jz77+IlABACLCI89tlD+9VCU94+pty4luuXycLSEaJSQkmFDliI+Plz179jSXHbpdXV2drR3naxt/9vUHgQoAEPbu//M6efHN7ab847xT5Z6b0ptHpJKSesvs3LFy8ZlcKyqa5eXlycqVK5vXO2k5nAR82QQAANx29Gi9/O7v+6V821Hp2zNOvv3VIXLa8F72VUSyqqqqoC6boAvUb7zxRnnhhRfMyJIGLqWLzHU6MDs729SVtrW2jY54tbev3zRQddT69ettCW6gf91HH7uPPnZXLPTvoYOHG+9YuKZx6g9fb7zhwXcay7cfsK90Do5hdy1fvtyWOm7ZsmWN9957b3N55syZpqxyc3Mby8vLbc3D1zb+7OsvpvwAAGGnKUzJ3Y+vlfWV+yRlZG956N/OkLQRA+yriEX6KT9nuk8/jTd//nzTrqNJOsrkvJaTk2MWresn+LTe1ja+2gPBldLDEP3rPvrYffSxu6K5fzVM/WjROinfuF/GjuojD9x8hiQM7mtf7Twcw+7iSukAALjk8KEjzWFq1KgBXRamgI4iUAEAwsKxY41y7xNlzWHqlzefRphCxCBQAQDCwpwn1pp78g0f3kf+K+9UwhQiCoEKANDlfvantbLyoz0yOLG33H/TREkc0s++AkQGAhUAoEv999J18sbq3TKoXy8TpkYN629fASIHgQoA0GX+8HylFK3YJXF942TeLelcGgERi0AFAOgSBUWb5ZnXq0z5/33rNJmYcvyeakCkIVABADrds29tlieKtpnyv39rgkxOH2rKQKQiUAEAOtX/vb9dfv+sJ0zddl2KXHJWsikDkYxABQDoNG+vrZFf/XmjKX/ripEy/YtjTBmIdAQqAECn+Ghzrfy/RRtM+fqsUXJD1nhTBqIBgQoA4LotO/bLnP9dJ8eOHZPLzk2S71wxzr4CRAcCFQDAVbX7Dpow9em+BplyVqLcdT03HEb0iWtsYst+0ztwJyeziNAt1dXV9K/L6GP30cfuipT+PXL4qPz0zxtl07aDckZqf7nvhjT7SvjjGHbXqlWrJCsry9YiX8CBKj2dvzDcQv+6jz52H33srkjoX73Z8X/8zxpzf77UlP6S/53PSZ++ve2r4Y9j2F3FxcVRFaiY8gMAuOI/n1zXfLPjn914ekSFKaCjCFQAgJD7ecF6WfHhbhmU4Lk/X8LgvvYVIDoRqAAAIfXQX8vltfd2St+BcdzsGDGDQAUACBm92fEr79ZIt27dZP63TpP0kQPtK0B0I1ABAAK2/IMaufGXpTLt7jfkujnvNN/s+L5b0uXM8dyfD7GDQAUACIiGqQefrJCamsOmfuDgUfN8zYXJcu6pw0wZiBUEKgBAQBa9skVau/LOm+W1tgTEDgIVACAgO3YcsqUTOSNWQCwhUAEAAjJgSA9bOtGwYT1tCYgdBCoAQIc9VbLV3JuvtSm/Wy7nxseIPQQqAECHLHljiyxatsWUp00+pXlEKimpt8zOHSsXn5lk6kAs4V5+YYj+dR997D762F1d1b8Fr2+WJ57fZsq3XZci0784xpSjEcewuwK5l9+cOXOksrLSlFNTU2X+/PmmnJ+fLytXrjTlqVOnSl5enil787WNP/v6gxEqAIBfnvr71uYwNfP6sVEdphB+CgsLzXNBQYF51NbWSklJiXloyHLai4qKpKKiwmzr8LWNP/v6i0AFAGhXQdFmc5kEdXvOeMk+d7QpA50lMTHRlo5LSkqS0tJSyczMtC0iGRkZUlZWZmsevrbxZ19/EagAAG364z82yxNFnpGpO76RKldmjjRloDNNmTJF4uPjZcaMGeaRm5sraWlp5jVtdyQkJEhdXZ2tHedrG3/29UfAa6gAANGv8N1P5O9rPjXlGRf3kfPSBpsyEKyqqqoOr6GaNWuWGVHSaTqd8luwYIFZA6XrqbKzs802ixcvNs/ea6F8baNfo719/cWi9DBE/7qPPnYffeyuzuhfvdGxc2++H92QKpdOGmHKsYJj2F0dXZTeMuxoSNIRJQ1F+uzd7h2SlLNty200mLW3r7+Y8gMAnOSR5zY2h6l7bkqPuTCF8KPBSR8OnZrT6ToNQCtWrLCtYj6xN3HiRFvz8LWNP/v6i0AFADjBQ38tlxff3G7K992SznWlEBZmz55tAo+zhkrpSJI+dJTJac/JyTFrq/QTfN7btbaNr/ZAMOUXhuhf99HH7qOP3eVW/z6wpFyKV9VIt27dTJg699Rh9pXYwzHsrkCuQxXOGKECABg/+9NaE6Z69eolP7t1YkyHKaCjCFQAAJn3xIfyxurd0m9QN3nw1nQ5J/X4R8kBtI9ABQAxrL6+QX78xw/lrQ/qZGB8T3nwls/LxBTCFNBRBCoAiFEN9cfkp4s+kvfW1snQoT3kV98+XdJHDrSvAugIAhUAxKD6ow3yk0Ufyur1+yQpqbcZmRqbzEU7gUARqAAgxhypPyY/+eNaeW/dARkxtL88kHemjBrW374KIBAEKgCIIYePHpN7H1sr71fsk9Gn9JX7vzNRRg7ra18FECgCFQDEiPqGxqYwVdYUpvbKqKYQNf+W02VEj0Miq1fbLQAEikAFADFi7qK1snqDZ2Tqga+PlJEL/ktk3DiRwkK7BYBAEagAIAbc1xSmStfWSWr/o/Lr2udk+DmnNTXeJ7J3r90CQDAIVAAQ5X7+p3JZs2qr3PreE7LwN9Nl0H/9jCAFhBiBCgCi2C+XVMiKdzbJn/54vVxX/D/Sbf8++4oXHamKi+PR4pF+6qmttvMIzSPr4otF5s2zB2HkI1ABQJR6+JmNUrRypxwdMEg+vfV2kYcesq+0oIFK75PP44RH+fr1rbbzCM2jePlykblz7UEY+eIam9iy3/QO3MnJybaGUKuurqZ/XUYfu48+dld7/Vvwzxp5+vUaMxjwnzeMkwuyJsqnH34ojYMHS6+FC6X3PffYLUUO//jHcqTpgRNxDLtr1apVkpWVZWuRL+BAlZ6ebmsINfrXffSx++hjd7XVv8+8ViW/e36TKf/nTafJhZ9PFImPF9nU1DZkiGk3fv1rkbvu8oxQRdFIQahwDLuruLg4qgIVU34AEEWKVuxsDlN3XT/BE6Z8ufNOz/RLdrZtABAoAhUARIm3P6qVXz5VYcrf+dpYufyLSabcrkmTbAFAoAhUABAF1m7dK//vifWmnHPxKMn58khTBtA5CFQAEOF27T0s9y9ZJ/UNx+Sr5ybJd65Isa8A6CwEKgCIcA/8uVx27ToqGRMHy+yvT7CtLehidC7mCbiGQAUAEeyBJeXywcb9MmJEP/nPXB9hCoDrCFQAEEGWf1AjN/6yVO74Q41Mn1cixatqpG/v7jK3KUz17dfHbgWgsxGoACBCaJh68MkKqak5bOoHD3guI3jl+cNlbPJgUwbQNQhUABAhFr2yRVq7FvObH9baEoCuQqACgAixY8chWzpR1a6DtgSgqxCoACBCDB/e+hqp4Yl+rJ3iU36AqwhUABAhRg8d0OqU3y2Xc90pRL/8/HyZMWPGCY/CwsKTXlu8eLFpa8nXNv7s6w8CFQBEgKL3PpaVH+2RuLg4GRjf07QlJfWW2blj5aJJQ00diGazZ8+WgoKC5kd8fLxMnDhRSkpKpLKysrm9qKhIKio8t2By+NrGn339RaACgDC3/uP9kr9ksyl/79ox8vRPvyiPfDdJnvzRZJl2zmjTDsQSHZlKSEiQtLQ0KS0tlczMTPuKSEZGhpSVldmah69t/NnXXwQqAAhjR4/Wy4N/3WCm+r76xeFy9XlM7wErV66UadOm2ZqY0SqHBq26ujpbO87XNv7s64+4pv9JT56Qb0d5ebktAQDc9Pg/98n7Gw7J6OSe8u9XJtjWjkuZPl12PPCAHD79dNsCdK2qqirJysqyNf/pNN2SJUtkwYIFpq5roFJTUyU7O9vUnXVQeXl55ln52qa2trbdff0VcKBKT0+3NYQa/es++th99HHw/vzaJnnyhY+le//u8vtZn5fRpwywrwTQvxdfLDJ3rjSdwWwD2sMx7K7i4uKAApWGIx1JckJPa3XvkKR8baPrp9rb119M+QFAGHqrbIcJU+rfr59wQpgCYpUuGNfpPu8RJA1AK1assDXPdKAuVvfmaxt/9vUXgQoAwkx17SF56KktpnzjV0ZJ1hmnmDIQ6958802zcNybjibpKJNz6YOcnByzWF2nBrXe1ja+2gPBlF8Yon/dRx+7jz4O3N2/e18+2PCJTDkrUeZ8q/W/ljvcv0z5dRjHsLsCnfILV4xQAUAYeeS5jSZM6TWmfnRdqm0FEO4IVAAQJl5YsV1efHO7Kf84J1369O1tygDCH4EKAMLA5up98ujSjaZ8e854OX3MEFMGEBkIVAAQBn75jCdMXXZuklyZOdKUQ4qbIwOuIlABQBd7dNkm2bD5E0kZ2Vt+cG1gnzAC0LUIVADQhf6+ukpeKPFcb+qua9OlW7c4UwYQWQhUANBFPt71afP1pm69ZjTrpoAIRqACgC7yX09XSn19vWSdkyTXnD/WtgKIRAQqAOgCj724SdZX7jPXm7r72vG2FUCkIlABQCfT+/T9tdjep++6VOnZq4cpu4pP+QGuIlABQCfae+Cw/Pezm0z5xitHyRnjEk0ZQGQjUAFAJ3r4uQ3yyd56yTxjqHzzonG2FUCkC/jmyMnJybaGUKuurqZ/XUYfu48+PtmzpTuk4G87ZECfHvLQbRMkflAf+0rHdbR/+9x2mzRMmSJHv/lN24L2cAy7a9WqVVF1c+SAAxV34HYP/es++th99PGJyrbUyV2PfGjK99yULhefmWTKgepw/958s8hFF4nk5dkGtIdj2F3FxcVRFaiY8gMAl+mfrb95boMpX/ulEUGHKQDhh0AFAC57+NkNsvnjQzJh7AD57lWptrWT8Sk/wFUEKgBw0T/WVMvLb1eb8g+unmCeAUQfAhUAuGTP3s9k4V83m7LeWiZ95EBTBhB9CFQA4JL85zbLJ4fq5cJJQ7m1DBDlCFQA4IKC1zfLyo/2yMD4nnLH9C5aNwWg0xCoACDE9BIJTzy/zZQ1TA0e0MuUAUQvAhUAhNjDyyrNs14i4aLPDTNlANGNQAUAIfTosk2yadtBSU3p33WXSGiNXjZh3z5bARBqBCoACJHlH9TICyUfm/L3WTcFxBQCFQCEwN4Dh5svkXDz9BQ5bfRgUwYQGwhUABACjyyrlP2fHZHzz4yXb0wZY1sBhFJFRYXMmDGj+aF1lZ+f39y2ePFi09aSr2382dcfBCoACNKzb22WkjV7ZECfHnJ79njbCiDU5s6dKzNnzpSCggLzSEtLk5KSEqmsrGxuKyoqag5aDl/b+LOvvwhUABCEiqpP5PfPei6RMPP6sZI4pJ8pAwitwsJCycjIkClTptgWj9LSUsnMzLQ1MduUlZXZmoevbfzZ118EKgAIgnOJhMvPS5ZLzko25bA0eDA3R0ZEq6urk5UrVzZPz82aNcu+IhIfH29LIgkJCWbblnxt48++/iBQAUCAHn95i5Rv3C/JyX1lVvY42wrALVOnTm2entPwo6NW4SKusYkt+628vNyWACA2fbT9oPzupf2mPPPKIXJ6cm9TDlfxTzwhPbZvl10/+YltAbpWVVWVZGVl2Vr7NDzpeqfZs2eburOAvLa21oSrvLw8U9dF5qmpqZKdnW3qStta20a/Xnv7+k0DVUetX7/eluAG+td99LH7ormPDx860njDg+80Tv3h642LX9lmWztXh/v3oYcaG++801bgD94n3LV8+XJb8s8bb7zROHPmTFtrNGVtW7Zs2Qntubm5jeXl5bbm4Wsbf/b1F1N+ANBBeomEnTuPyOfTBspN00bZVgBu0sXoOnrkrKHSxeTapqNJOsrktOfk5DR/+k/rytc2vtoDEfCUX3p6uq0h1Ohf99HH7ovWPn511TbJX7JZ4uLi5A93nyVjkgbaVzpXh/v3178W2bJF5KGHbAPaw/uEu4qLizs05ReutjT9f/Xuu++yKB0A/FVde0gefabKlPUSCV0VpgKi9/LjU35ASL399tvy8ssvy549ewhUAOCvh5/bIEeOHJGLzj5FrprMVB8Qy3RkavXq1aZ8/vnnE6gAwB8Fr2+W99bWyaCEXnIHNz4GYp5O8ykNU2eddRaBCgDas3brXnniec/V0O+aniID+/UwZQCxS6f5unfvbsKUIlABQDt+89wG83ztl0bI+ROHmzIAaKByEKgAoA1/eL5SNm07KOPH9JPvXsVUH4DjGhoabIlABQA+vVW2Q5553fOpvjuyx5vniMWn/ICQSkxMNIFqzZo1pk6gAoBW7P/0qDy0bIsp33TVaJmYcvwGqgBw7rnnmue33nrLhCoCFQC0Qq+Gvr/2iJwzMUFmfGmsbQUAj5SUFJk0aZIpa6giUAFAC8ve2Sqvv79LevXiEgkAfDvvvPPk8ssvN9N/BCoA8LJlx3753TNbTfmO60ZKckIfUwaA1uhI1de//nUCFQB4y1+2RfQWp5edmyRTz+Zq6AD8Q6ACENOWf1AjN/6yVKbd/YZMn1ci6zbslaSk3nL79Aj/VB+AThXX9JdYoy37Te/AnZycbGsIterqavrXZfSx+yKhj99Yu0ce/uvHZkTK2zUXJsuMLyfZWnjqaP92f+MN6f2LX8hnL71kW9Ae3ifctWrVKsnKyrK1yBdwoEpPT7c1hBr96z762H2R0Mc6MlVTc9jWjtMRqid/NNnWwlOH+7e4WGTePJHly20D2sP7hLuKm47JaApUTPkBiFk7dhyypRO1FrIAoC0EKgAxa/jw1j/BN2xYT1sCAP8QqADErGu/lHzS+il1y+XjbAkA/EOgAhCzVq/bJ3FxcdKzp2dEStdOzc4dKxefGd4L0gGEHwIVgJj03Ntb5K0P6mRQv17yvz+eJK/+6kKzEH3aOaPtFlGGmyMDriJQAYg5m6v3NV8N/XvXjpH4QVwNHUBwCFQAYo5eDV199YvD5ZKzuM4QgOARqADElEV/2yrrK/eZT/hxNXQAoUKgAhAzVlXWyVP/8IxO3Z49Xnr06G7KABAsAhWAmHDsWKM8sqzSlL9xSYpkpiWaMgCEAoEKQEx4dNlGqa4+KGnjBsrNXx1jW2MIn/IDXEWgAhD1Xvtol7z0VpUpf396qnkGEFlKSkpkxowZzY85c+bYV0Ty8/Ob2xcvXmxbT+RrG3/29QeBCkBUO3TwsCx4fpMp52WPkfSRA00ZQORJTU2VgoIC85g/f75p06BVWVnZ3F5UVCQVFRXmNYevbfzZ118EKgBRTcPUvj2H5QunDZHcC1NsK4BoUVpaKpmZmbYmkpGRIWVlZbbm4Wsbf/b1F4EKQNT6v/e3S9GKXdKtWzeZdRX35wMinY4mtTY9Fx8fb0siCQkJUldXZ2vH+drGn339QaACEJXq9h+ShS9sNuVbrxkto08ZYMoAItOUKVOap+bmzZsX1PScG+IaW7vVejvKy8ttCQDC02N/r5M1G4/IWeN7yXcuPf4XaKzqtn+/jL/kEtmwYoVtAbpWVVWVZGVl2VrH6aL0adOmmWk7HVnKy8sz7brIXNdaZWdnm7rStta20RGv9vb1mwaqjlq/fr0twQ30r/voY/d1ZR8XvrutceoPX2/86n++2bi77lPbGl063L91dY2NQ4bYCvzB+4S7li9fbksdV15e3pibm2vKy5Yta5w5c6YpK23X17352safff3FlB+AqLJ992fy+2e3mbKum0oc0s+UAUQ2XTPlrJ+aO3euNAUh066jSTrK5LyWk5MjaWlpzZdZaGsbX+2BCHjKLz093dYQavSv++hj93VVH//k8Y9kVVmtZJ2TJD/Ojd7fcYf7Vy/qOW6cSIALbmMR7xPuKi4uDmrKL9wwQgUgaix9c5sJUwOG9OBTfQA6FYEKQFTYsmO/PP6c51N9euPjQf17mjIAdAYCFYCo4FwN/bJzk+TiM5NMGQA6C4EKQMRb+o9tsqZ8vwwdylSfT9wcGXAVgQpARKuo+kQe/5u9gOdVadKrN1N9ADofgQpARHukcKN5/tr5I+RLE4eaMgB0NgIVgIhVULRZ1lfuk6Sk3jIrm6k+AF2HQAUgIq3duleeKDp+Ac/u3Xk7A9B1eAcCEJGcqb5rvzRCzj11mCkDQFchUAGIOIv+tlUqt3wqI0b0k+9elWpb0S4+6Qe4hkAFIKJ8uGmPPPWPLabMJRIAhAsCFYCI8qi9gOfXLx4tGRMSTBkAuhqBCkDEeOzFTbJp20EZP6af3PK1sbYVALpeXGMTW/ab3oE7OTnZ1hBq1dXV9K/L6GP3hbqP39+0T+5/0jM6Nf/msXL6mCGmHKsC6d8Bo0fLpx9+KI2DB9sWtIX3CXetWrVKsrKybC3yBRyo0tPTbQ2hRv+6jz52Xyj7WN+lbs5f2XSCOyi5l46VvMtG21diV0D9Gx8vsqkplOridLSL9wl3FRcXR1WgYsoPQNj7w/MbTJhKGzeQMBUMPuUHuIZABSCsvb22Rp59o9qU78geb54BINwQqACErfr6Bln4gufGx3nTxsipowaZMgCEGwIVgLC1oHCT7Nx5RM6cMEByv5JiWwEg/BCoAISl4g93ystve6b6br0qzTwDQLgiUAEIO4cPHZEF9gKeedljJG3EAFMGgHBFoAIQdjRM7a89IpNOHSy5FzLVFzJ8yg9wDYEKQFj55792yKulO02Ze/UBiBQEKgBhY98nx6f6br1mtIxJGmjKABDuCFQAwsajhRvlk731knnGULnmfO7VByByEKgAhIUXVmyX19/fJT179mSqD0DEIVAB6HJVew7K757Zasrfu3aMJCf0MWUAaKmkpERmzJghixcvti0i+fn5pq1luzdf2/izrz8IVAC6nE711dfXy0VnnyJXZIywrQBwsldffVUyMjJszROwKisrpaCgwDyKioqkoqLCvurhaxt/9vUXgQpAl3qqZKusKquVgfE95Xbu1ecuLpuACFdYWCipqamSkJBgW0RKS0slMzPT1sSErbKyMlvz8LWNP/v6i0AFoMtUVH0ii5ZtMWVdNzWof09ThjsaujXKsR71tgZEnqVLl0peXp6tHRcfH29LYsJWXV2drR3naxt/9vVHXGMTW/ZbeXm5LQFA4H710l7Zsv2wTPlcf8m5gKuhuy35phuk7gcz5dDZ59sWoOtUVVVJVlaWrbVP1zrp6FR2dnbzWicNV97tyvs1h69tamtr293XXwEHqvT0dFtDqNG/7qOP3ddeH//51U3y5P99LElJveXxu86RHj2621fgj0CO4YZLsiRu3r3SbcqltgVt4X3CXcXFxR0KVLNmzTpp9MhZS6UjS04IahmelLa1to2un2pvX38x5Qeg0320udaEKaXrpghTANqzYMGC5sXjU6dONY/Zs2ebALRixQq7lcjKlStl4sSJtubhaxt/9vUXgQpAp3ukcKN5vj5rlExOH2rKABAIHU3SUSbn0gc5OTmSlpbWfHmFtrbx1R4IpvzCEP3rPvrYfb76+H9e2ChPv7ZdUlP6y8I7zrat6KhAjuGGa6dLXN4N0u3K62wL2sL7hLs6OuUX7hihAtBp3lm304QpdTtXQwcQRQhUADrF0aP1zTc+/tYVI2ViyvGPKgNApCNQAegUjy7bKDt3HpHPpw2UG7K4gCeA6EKgAuC6f/5rh7zybo0pczV0ANGIQAXAVXsPHDb36lO3XjNaUoYPMmUAiCYEKgCu0nVTn+5rkPPPjJdrzh9rW9EVGocMkTju5Qe4gkAFwDXPl34sr7+/S3r16mXu1QcA0YpABcAVuw80yO+f3WbK37t2jAyN72/KABCNCFQAXPHUm/ulvr5ess5Jkq+dk2xbASA6EagAhNxTJVtl/dYjMiihF5/qAxATCFQAQqp8+wFZtGyLKeu6qYH9epgyAEQzAhWAkHrUXg19yuf6S9YZp5gywsSQISJ8yg9wBYEKQMg8/vIWWV+5T4YP7yPXn8cidACxI66xiS37Te/AnZzMIlO3VFdX078uo49Db1VlnTzwJ89U3703jZek3p/Sxy4K5Bju/pP/kG4pI+Xord+3LWgL7xPuWrVqlWRlZdla5As4UKWnp9saQo3+dR99HFqHDx2Rb/96lezeXS/fvDxZbvzyBPrYZYH0b/0P75TuY0dJ3B132xa0hWPYXcXFxVEVqJjyAxC0/Oc2mzB1VvogE6YAINYQqAAERa+GXryqRnr06CHfv5owBSA2EagABGxrzQH57dOedVO3XZcio4axEB1AbCJQAQjYI8sq5dixYzJt8ilyRcYI24pwpTdHrt/7ia0BCCUCFYCALH5lm/yr4oAkJfWW26dzNXQAsY1ABaDDVlTskSV/32zKd0xPlV69epoyAMQqAhWADjl6pF4efm6DKedeOlYy0xJNGQBiGYEKQIdomNq584h8Pm2g5F022rYCQGwjUAHw2wsrtkvRil3SrVs3M9UHAPAgUAHwy+bqfbLgL54bH8+8fqyMSRpoyogcPYYMkDhujgy4gkAFwC+/enaT6J2qLjs3Sa7MHGlbAQCKQAWgXQsKN0vFpgMyatQA+cG1abYVADrXnDlzZMaMGeZRWFhoW0Xy8/Ob2xcvXmxbT+RrG3/29QeBCkCb/rGmWp5/Y5sp333NOOnWLc6UAaAzlZSUSGpqqhQUFMjMmTOlqKioub2ystK060PbKyoqzGsOX9v4s6+/CFQAfKrac1Aeespza5lbrxktp48ZYsoA0NmmTJkieXl5prxnzx5JSEgw5dLSUsnMzDRllZGRIWVlZbbm4Wsbf/b1F4EKgE8PPb1ejh49KhedfYpcc/5Y2woAXcOZ8lu6dKnMnz/ftorEx8fbkpigVVdXZ2vH+drGn339Edeoq0w7qLy83JYARKvCdz+Rv6/5tOnNJk7mZCdIz1497CuIVAML/yK9S9+T3ff/wrYAXaeqqkqysrJsrWN0qm7hwoVmmk7XQOlUYHZ2tnnNWQfljGYpX9vU1ta2u6+/Ag5U6enptoZQo3/dRx+fbPkHNbLolS1SU3NYBsb3lAN1R037/d/7nGRM8AytdwR97K5A+rfxfx+ThuIS6fHHwBfexhKOYXcVFxcHHKiUjlZNmzbNTNvpyJITglqGJ6VtrW2j66fa29dfTPkBMGHqwScrTJhSTpj60heGBRSmACDUdPRIR6aULhzXMJSUlGQC0IoVK0y7WrlypUycONHWPHxt48++/iJQATAjU60NVq+v2m9LANC1LrjgAjPNp2uo5s6daz7pl5aWZkaTdJTJufRBTk6OadfwpXXlaxtf7YFgyi8M0b/uo49PNPWHr0tcXOuXQ3j1VxfaUsfQx+4KpH+Z8usYjmF3BTvlF24YoQIgw4f3saUTDRvW05YAAG0hUAGQG78yypZOdMvl42wJ0aBxyBDu5Qe4hEAFQNas/0yONXaTHt17SGPTc/LQ/jL76+ly8ZlJdgtEg24NPaT7Ma50D7iBQAXEuL+9WyOvlNaI3lHm0TvPkqL/vkAW33O2TJtMmAIAfxGogBi2peagPPxMpSnfcW2qjEvuZ8oAgI4hUAEx7JHn1smxYw1y2eREueK84bYV0epY93pp6NbhD3YD8AOBCohRj7+8RT7Y8IkkJfWWO65Ota0AgEAQqIAY9PZHtbLkHx+bhejfv3qC9OrF5REAIBgEKiDG7P+sXh55dqMp3zhtDLeWiSXxQ0S4bALgCgIVEGMeeaZSdu09LJmnxcu3po6Whk/2yLEPV9lXAQCBIFABMWTtt++W4tW7pX/fHvKDSxJF5s0T+fzZ0vDcC3YLAEAgCFRAjNhY9amMLvi9JO3fIfm7n5GkS74oct99Erd5q90CABAoAhUQIx5fskZ6NRyR3y77voz//S9FNm+2rwAAghXX2MSW/aZ34E5OTrY1hFp1dTX967JY6+PnXqqQabdeIUn7q23Lcc6dSBoHD/QUQkTfWuLiwuM2J8cGD7al6NHQ0CDdu3cXGTLEtrSv+4ED0q16lxxNH29bwpvee7ArHT58WHr37m1rodUYhcekt7b+n+th33T27Nkjw4d7Xf9Of98PPWQrkSfgQJWenm5rCDX6132x1Mcfbtovdz36gSm/uvBS6XbokCk79L2tYd5c6XbXHbYlNDZs2CATJkywta4VjTcE3rRpk4wbN65Dn9o79lGl9Jj7Uzn29FO2JcztrbOFrvHxxx/LqFGt3zg8aHXR/WnLtv6fi2voYZ7XrVsnp512mikbGqimT7eVyEOgCkP0r/tiqY9nPrRGKj7+RK7LGim33vgFPROLLF4sctdd5nUnUPWcc5+phwrHsbsC6V/9NGfjjd+W7u+tsS1oC8ewu4qLiyUrK8vWIh9rqIAo9j8vbjZhasLI/nLrlWNta5M779Q5uYgeXgeAcEKgAqLUinV75S/Lt5vybdPtmhkdUvceim8KVt2ONUr3q6+0DQCAQBCogChU39AoC5dVmrJevPPz4weZsi/dzjjHlgAAgSBQAVFowXMb5eNdh5qC1GBzexkAgLsIVECUeX3Nbnnx7R2m/L1sr3VTQMspXwAhQ6ACosj+T4/KwmWbTPnWq8ZJ2qgBpgwAcBeBCogiCws3yZ79R2Ty6fFy3UUjbKsXRigAwBUEKiBKvLpqm/xj1S7p1aObzHQ+1Qd46VbfXbo38rYPuIH/s4AoULvvoPz+2W2mfNv0cTJyaB9TBgB0DgIVEAUeLdwonx5ukIu+kCBXnOd1bywAQKcgUAERrvDdbfLmv2plQJ8eMuuqcbYVaAVr6BDh5syZIzNmzDCPwsJC2yqSn5/f3L5Yb63VCl/b+LOvPwhUQATbvvsz+d0zW035e9eOkfhBTPUBiE4lJSWSmpoqBQUFMnPmTFm6dGlze2VlpWnXR1FRkVRUVJjXHL628WdffxGogAimU33Hjh2TizOGy1e+MNK2AkD0mTJliuTl5TWXHaWlpZKZmWlrIhkZGVJWVmZrHr628WdffxGogAi19M1t8t7aOhkY39P/qT6mfABEAZ3u09EqR3x8vC2JJCQkSF1dna0d52sbf/b1R1xjE1v2W3l5uS0B6ArVtYfk50/vM+W8aYPknJS+ptyeUd/6ltTecYd8NnmybUEs6bZ/v4y/5BLZsGKFbQG6TlVVlWRlZdlax+h6p3nz5klaWppZA6XhKjs727zmrINyRrOUr21qa2vb3ddfAQeq9PR0W0Oo0b/ui/Q+vvt378sHGz6Rr35xuNx5XZpt9cPFF4vMnStN72K2wT0cx+4KqH91dHLcOGn6E9w2oC0cw+4qLi4OKFDNmjVLcnNzm6f9NCzpyJITglqGJ+VrG10/1d6+/mLKD4gwT/19qwlTp5zSS2Zl86k+ALFDw9TUqVNPWEOlAWiF16jrypUrZeLEibbm4Wsbf/b1F4EKiCDrtu2TRa9sMWVdN9WzZw9TBvzCGjpEMJ2O0/VN+uk+5zIHupZKR5N0lMlpy8nJMVOB+gk+rStf2/hqDwRTfmGI/nVfpPbxrEfflw2bP5FrLkyWW7Mn2NYOYMovagTcv3FxIh1/249JHMPuCnTKL1wxQgVEiEV/22rC1IgR/QILU4oRCgBwBYEKiAArKvbIU/84PtUHAAgvBCogzNXXN8gjyypNOffSsZIxIcGUAQDhg0AFhLlHnquUmprDcmrqYMm7bLRtBQCEEwIVEMb+7/3t8sq7NaY8e3qKeQaCwjo6wBUEKiBM7dn7mfz2ac+6Kb3x8djkwaYMAAg/BCogTOU/t1k+PdwgF04aKlefF6LRKUYnAMAVBCogDD1VslVWfrRHBgzpIbdnj7etAIBwRaACwsz6j/fLomWeqT4NU0MG9jZlAED4IlABYeZhe4mEKy4YKRefmWTKAIDwRqACwshjL24yV0MfObK/3D6dqT4AiBQEKiBMvLNup/y1+GNT1ksk6C3XQo5F6eAYAFwR8M2Rk5OTbQ2hVl1dTf+6LNz6eO+Bw/IfT5TLnj0Ncv2liZJzgTsX8Ox9zz3SOGaMHJk507a4h+PYXYH2b/8zzpCDL78sx5qOA7SNY9hdq1atiqqbIwccqLgDt3voX/eFWx/f/+d18vr7u2TSqYPlwX/7vG11wV13iaSkiNx5p21wD8exuwLu33HjRJYvFxk71jbAF45hdxUXF0dVoGLKD+hiBa9vNmGqd+/e8v2rJ9hWAEAkIVABXWjlhlp54vltpnzXN1Jk5NB+pgwAiCwEKqCLHPisXh56er0pf/3i0VwiAZ2DRemAKwhUQBfRMLV7d7184bQhcsvXWM8CAJGMQAV0gSX/t0Xe/Fet9BvUTX50Xapt7QQ6OrFvn60AAEKFQAV0snfX75LFr241ZQ1TiUNYNwUAkY5ABXQivd7Ur57ZaMq5l46V8ycON2UAQGQjUAGdSMPU/tojcs7EBMm7zJ2LdwIAOh+BCugkf/zHZlnx4W4ZGN+zc9dNAQBcR6ACOsHba2vkL3/zXG/q7mvHS/ygPqYMdDoumwC4gkAFuKxqz0H55dOVpnzD10bIF087xZS7xODBnEwBwAUEKsBF9Ucb5P4l6+TTfQ1ywecT5FsXM9UHAMGYNWuWzJkzx9Y88vPzZcaMGeaxePFi23oiX9v4s68/CFSAi37eFKY2bP5Exo/pJz/+xqm2FQAQCA09U6dOtTWPkpISqayslIKCAvMoKiqSiooK+6qHr2382ddfBCrAJQsKN5uLdw4Y0kPunXG69OzVw74CAAiEhp7ExERb8ygtLZXMzExbE8nIyJCysjJb8/C1jT/7+otABbjgqZKt8vwbnkXoP8k9jZseA4CL4uPjbUkkISFB6urqbO04X9v4s68/CFRAiC3/oEYWLdtiynd/c7yck3r8f1agy/EpP8AVcY1NbNlv5eXltgTA26adhyR/medeeVec00+mnTPQlMPFoGeflX4rVsiOBx6wLYg1I2bNkv1XXy2fXHqpbQG6RlVVlWRlZdma/3Td06uvvirz5883dV1UriNLeXl5zfXU1FTJzs42deVrG10/1d6+ftNA1VHr16+3JbiB/nWfG328u+7TxhkPvNU49YevN/766QrbGmYWLWpszMuzFXdxHLsr4P6dPr2x8bnnbAVt4Rh21/Lly22pY954443Ge++919YaG5ctW9Y4c+ZMW2tszM3NbSwvL7c1D1/b+LOvv5jyA0JAx3nvK6iQ3bvrzW1lfnDtBPsKACAU9NN3+im/hQsXmpElLetolY4m6SiTc+mDnJwcSUtLM69pXfnaxld7IAKe8ktPT7c1hBr9675Q9/H9f14nr7+/S0aNGiALv/c56d2nl30lzOg1Vl57TWTRItvgHo5jdwXcv1dfLXLTTSLTp9sG+MIx7K7i4uKApvzCFSNUQJAee3GTCVMD+vSQubkTwjdMAQBcQ6ACgvDn1zbJX4s/NuX/uDFNxiSF1yJ04CR8yg9wBYEKCJBea+rJFzxh6o5vpMrk9KGmHNY4mQKAKwhUQACee3tL87WmZl4/Vq7IGGHKAIDYRKACOuj50o/ld89sNeXvXTtGss8dbcoAgNhFoAI64KVV1bLgL5tMOS97jFx9XoopAwBiG4EK8NOyd7bKw0s2mPLNl6VI7oWEKQCAB4EK8EPB65vlt0971kzlTRsj37h0jCkDEYcPJgCuIFAB7Xj85S3yxPPbTFnXTOV+JYJHpjiZAoArCFRAGx5dtkmW/tOzAH127ljWTAEAWkWgAlrR0HDM3E7mhRLPdaZ+cvNpMu0cPs0HAGgdgQpoYWvNAbl9wfvNt5P52a0T5aLPDbOvAgBwMgIV4OWtsh1y+8NrZePWzyQ1pb/8+vtnSmZaon0VAIDWxTU2sWW/6R24k5OTbQ2hVl1dTf+6rLU+frZ0hxT8bYcpn3fGELlz+hjp3j26/ubo/sYb0vsXv5DPXnrJtriH49hdgfZv73vukcYxY+TIzJm2Bb5wDLtr1apVkpWVZWuRL+BAlZ6ebmsINfrXPcs/qJFFr2yRmprDkpTU21xP6pzxCfJo4UZ57b2dZpuvf3W03HLJWFOOOqtXi9x8s8j779sG93Acuyvg/p03z/M8d67nGT5xDLuruLg4qgIVU36IGRqmHnyywoQppc+/eKJcbn5gpQlTcX3j5Ec3pEZvmAIAuIZAhZihI1MtB2SPNXaTfQePScZpifL4DzLk0knc5BgA0HEEKsSMHTsO2dKJ9H+C+78zUUYM7eNpAACggwhUiBlDfASm4YkEKQBAcAhUiHr7Pjlirni+b8/hk6b84poet1zO1c8BAMEhUCFq1e47KItf2SY3/Pz95iuen316vAwd2sOU9VN+P8yZIBdNGmrqMYF7+WHwYI4BwAUEKkSd8u0H5NdPV0ju/JWy5O+b5ciRI3L+mfHy6OwvyC++c6b8+Z7z5JHvJsmTP5os0yYn2b0AAAgcgQpR47WPdsm9i9fKHQ+tlr+947lA55e+MEx+NfN0mXvTGZI2YoBpAwAg1AhUiGirKuvMaNT0eSXy80XrZMWHu6Vbt25y1YWj5bF//4L89JunyZnjY2hKDwDQJQhUiCiHDx+Rt9fWyO8LN8g3f/G2/OS3H5rRqIMHGs299/Kyx8hf7jtXZmWPldGnMCIFAOgcBCqEtUMHD8tHm2uloGizfP+3/5Krfvqu3PfHcnn2jWrZvbtehg/vI9+4JEX+cPdZsvCOsyX3whQZ2M+z6BwAgM7CvfzCUCz2r448bdp5UDbuOijbt38mG3c2PZrKe3effDHOU1MHyxdTB8mkUwfLxJR429oxMXsM66e7xo0TqauzDe7hfcJdAffv4sUir70msmiRbYAvHMPuCuRefvn5+bJy5UpTnjp1quTl5ZmyN1/b+LNvMBihQqfY/+lR2b77M1m7da+8s26nWff02Iub5KeLyszUnY48/eA3/5LfFFTI069tl/fW1pkw1aNHDzOVp2ui7rslXZ6//1x5+LbPy4ypYwMOUwCAyFNSUiKVlZVSUFBgHkVFRVJRUWFf9fC1jT/7BosRqjCiN+/V+83pTXv1Gkk3X5YiF58Z3Mf69bdbX18vh46KHD16VA4ebZRjx46ZC1zq89HG7s1lfSh9PnzMk7UbGhrM43BDXPOzfj2zTVM57nCcHI47LA2He5mvv/+zI1L72THZ1/R84KCn/tl+z9dtiy4kTxnZW1JOGSRjRvSU8af0M+URiX3tFqHFCBUjVJGuQ/171106HGArTVavFpk0yVPWa5MtX+4p4wQcw+7q6AiVjjAlJCScMOKUmpoq2dnZpq58baNhqr19g0WgChMaph58suKkK3nfc1O6CVW6lmjn/iOy88BRqTtwUHY1PdfWNpqyhpZPjxyTQ/We0KTPx5pCjT5r+AkHfQfGyaB+vTyPvj3N88ikbjKmKTSlNoWnUcP62y07B4GKQBXpOtS/GqC+8AVbaeG++0TmzrUVeOMYdlcggco7BC3W6esm3lN3vrapra1td99gEajCxI2/LDUjUy3pyI0+gglGPXv2lL494ySub5z06eH5mnFxcea5Z1zDCXV91kfvbp5Rpe7du5tpt97dG83r+uzdpuXG3o3Sv7GbedagFN/07wzp31sGNgWnwfrcr2fT1zRfLmzE1DGsIxN6QlX79on8+tcid97pqSt9g3FGK0KI9wl3dbh/r75aZNkyW7F0dGrTJs8zTsIx7C4CVZOysjLZuXOnrSEUfv6CJ8y0pL8eE3CawkufASKDejbIgKZUNLgpvAwYcFT69eomg3sdM8FGw5E+92oKQyYAddcwFmZJBp2uxyefyJQrr7S1E9UPGCDvLFlinhHdBmzYIBn/9m+25rG56WSy+aabbA3oXEOagvykDvwxp2Ep6qb8EHq+RqiGDespf/qPL9oaEKCbb9Y/yWzFC9M9scV7lIrRKUSYwsJCs5h8wYIFpj5jxgyZN2+epKWlmbrytY0OBLW3b7AIVGGivTVUQFB07VR8i09FckKNPZs3e9bQKcI0ItCcOXPMaJPKyckxI0z6Cb6FCxeaT++p1rZRvtpDhUAVRjRU/fHlTbJr11HzKb9vfjlZpp0z2r4KBEk/6aXrpxycUGOTjlLpujrCNBBSBCogVniPUjE6Fbt0lOqJJwjTQIhxYU8gVmh40lEppZ/yI0zFprFjCVOACxihAmKJcx0qRqcAIKQIVECs0SkfHaUAAIQMgQoAACBIrKECAAAIEoEKAAAgSG1O+c2aNUvq7E1UZ86cKVOmTDFlb3q1UUeorzoajZwLkKn4+Pjmq7Z60yu9Ll261JT10vjz5883Ze/fh6K/26e3F1i5cqUpT506tdX7Nrl9sbdoU1FRIXO9PiXmXEyvJec49n7v8O5r5et9BcfpPcf0Cs8qIyNDZs+ebcotad/q/cpae0/Byfw5d7W2jfd7iuI9IzDR+L7rc4RK/yfWk7m+Weqb3pIlS+wrx+k2+ppuoyerF154wb4CX7QfnT7T/nVu0OhN/2fV1/Whb5B6YnLo/9TOa4Sptml41f9hnf7Sk5KGAW+6jfdx7gRZ+Pbkk0+aN0DtM/3/Xk8wLelxrX2vfduSc/zrgzDVNj1e9bh1+kv7VI/ZlvSPLQ1b8I8es3rsap/qsazHdEttbeMc//ogTHWcc07T/tNzWrS87/oMVCtWrJDJkyebsvOm1/JkpH/tO6/piV9vPAjfnDdCp8+0f73/Wnc4I1KqtRMS/FNaWiqZmZm25vnrXu/n5E1/F86oFSf39ul7gB6zzknkggsuaPUY1j71NZIC/7355psnBCU9njds2GBrx+mo1MSJE20N7dE/WvXYVXost3YM+7MNAqN96xzXOjCg57nW/lCING2uoUpKOn4POQ1LNTU1tnacDonqQ6eiWptOwYm8Q6f2rwbRtuiB5/1GqVMt2t/6Fynap9OqDu177ynTlvSvJgJs+7z7VN8M2+rT1uiUt/O+gfZ5v2do37f3ngH/eI/wa7+2HDBQvrbRERXnGG5tP7QvMTHRljx9u2fPHluLXEEvSneGPfVEpHOiCB1nyNn5n1r/CnX6W99kW5suROD0TfLGG2+0NbhBR1+dY1j/Qm1tuhAIZzry6hzD+v7c2nQhYlObgcp7REr/KvIesWpJR6cYEm2f91+X2r/ef316c8KSr1E/PRnxl2r7vEdPtL+8R1e86Yifru3x/osUrfPuU/3r3FeftkenvDs6uhWLvP8/1/7y9Z6BjvEeWdJ+be3//fa20SlB3ocD4z0ipX3rPWIVqXwGKh1x0jUoypnbbHkweY9I6XRJoG+ssULX6OiB4/Sn9m9rU0zOgt621qDoVCDTU23T/tG1gI6W06cODVP6lyZrqNqn7wH6/7mzqFTX+AR6HPo6/nHchAkTzHHr0ONZ2xAcPe702FW+pvr92SaY4z+WaZ85x7WGVj3fRcP7b5uXTfBe4+B8ZNQ52evQvR5k3qvzdQgUbfPuMz2ovC+JoCd1PeF7fyRd6XY6FeXdriNULPptX2sfzdVAq+t49HjV49n5SLrD2Q6tc/pPabhyPqavfa3Hqo6q6lSedxBwjnXv9xTv4x++efelvkdo/+pJSN8PnPflluvROIbb5vSfwzl3OVPQ+t7qaxt9r9Y/jJX38Y+O8e5HnR2I+kAFAACA9gW9KB0AACDWEagAAACCRKACAAAIEoEKAAAgSAQqAACAIPEpPwBhYcuWLfLuu++ecME/vdjfueeeKykpKbYFAMKL895FoALQ5d5++21ZvXq1KXfv3t08GhoazENNmjRJzjvvPFMGgHDh/d5FoALQpfSvu5dfftmUzz//fDnrrLNMWa1Zs0beeustU7788ssZqQIQNlq+d7GGCkCX0qFy1TJMKa1ru3K2A4BwcOJ711ny/wHKAMUj12gOsAAAAABJRU5ErkJggg==[/img]
[ Закрыто] Снятие значения X c кривой на графике в эксель, необходимо снять значение x с кривой при заданном y
[ Закрыто] Снятие значения X c кривой на графике в эксель, необходимо снять значение x с кривой при заданном y
Суммарные итоги по нескольким столбцам
Суммарные итоги по нескольким столбцам
Суммарные итоги по нескольким столбцам