(* Content-type: application/mathematica *) (*** Wolfram Notebook File ***) (* http://www.wolfram.com/nb *) (* CreatedBy='Mathematica 7.0' *) (*CacheID: 234*) (* Internal cache information: NotebookFileLineBreakTest NotebookFileLineBreakTest NotebookDataPosition[ 145, 7] NotebookDataLength[ 686107, 12739] NotebookOptionsPosition[ 683409, 12652] NotebookOutlinePosition[ 683853, 12670] CellTagsIndexPosition[ 683810, 12667] WindowFrame->Normal*) (* Beginning of Notebook Content *) Notebook[{ Cell[CellGroupData[{ Cell[TextData[{ "ME19a.\t\t\t", StyleBox["Mathematica", FontSlant->"Italic"], " Code\t\t\tNov. 24, 2009. Due Dec. 4" }], "Subsubtitle", CellChangeTimes->{{3.46893815858328*^9, 3.4689382186245003`*^9}}], Cell["\<\ This notebook is used to solve the potential flow problem given as me19a-hw8:\ \ \>", "Text", CellChangeTimes->{{3.468939368468513*^9, 3.468939375793812*^9}, { 3.468956230137341*^9, 3.468956232318666*^9}}], Cell[TextData[{ StyleBox["PROBLEM 30 (Value 4 times the regular homework problems.)", FontWeight->"Bold"], "\n\nObtain a numerical solution to the planar, potential flow around a bend \ using the grid sketched below." }], "Text", CellChangeTimes->{{3.468938343195998*^9, 3.468938381784895*^9}, { 3.468938447493051*^9, 3.468938542859146*^9}, {3.468939333907498*^9, 3.46893933506595*^9}}], Cell[BoxData[ GraphicsBox[ TagBox[RasterBox[CompressedData[" 1:eJzsnQd4FMX/h9NJ6AQhAYLUAKEkBAFp0lFBij+kIyihFynSpAoCSgvSIVSp ShNEOogFQbDQEpEmTQIE6cEQ0uY/yej8J3vJlb29SXbv8z7z5El29+az38vO 7Xt3W0qFDWkb5u7i4nLazcXlffpL6u8EAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAADG5eeff54jcP78+axeoyzg7t27P/74 4++///78+XNHZyUlJUVFRR07doyGOjrLwKSkpFy/fp3+1yIjI+lTmtWr4ygS ExPpkPzhhx9u377toIi///6b9k+fxqdPnzooAgAAgJPw8ccfuwhs3Lgxq9fo /4mNja1Tp061NK5evap5/7TPtm3bvvDCC7x8Dw+PcuXKffLJJ5rrZUJCwvjx 46tXr+7t7c3j8ufP3717d2pH2mYpoP3T3GoCW7du1apz+kS99NJL1Sxx5swZ rRLpVvHhhx+WKFGCP425cuWqV6/ewoULtYoQmTVrlsXqRFauXKlJ7ubNm0NC Qjw9PcWtpUOHDpcvX9ak/7/++qtTp07FihXj/Xt5edEpp0+ftqdbOqYqphEa GmpmMbpNrlixokePHrVq1QoLC4uIiKADxHFxjJEjR7KFly9friLLyh5OnDgx c+bMli1bNm7cmC7/1VdfqcuyprSHDx9u27ZtyJAhtWvXbteu3ZQpU1S/Ttr0 5NCXsor/0bVrV1uzLJY2f/788Mw5d+6crYkAAGlkZ6ukLyB8xf744w9tO583 b17OnDldMiEwMPCHH37QKuvatWs1a9bMLCtHjhyLFy/WKssUas6KxCVLlmjV eVRUVGZ1iRw9elSTuMjISKr9maV06dIlLi5OkyDO4MGDrSmQM3XqVDsT7969 SyUhs/6p+9kfsXbtWuqoGfZPt0Z7xHjNmjW8n8yW+e2330zTaclUdB0RxylV qhRbmL5ttDXIyh4mTJhg+pS++eab9+/ftzXLYmnUzMuUKaPIypMnz7Jly2zN IrY8OdHR0eJbY/rG39Ys86XFx8dntvEz6NZrayIAQBrZ1irpe3zR+rS1ysOH D5t/4aK88MILd+7csT/r1q1bBQoUMJ/l4eGhlXcp2L9/v2mchla5ZcsWi8+k i0ZWGRMTExAQYD6oXr16KSkp9mdxJFtlUlJSkyZNLKbYM0537NhhvnNXV9ed O3eq6PnJkydly5ZlnWTmQmfOnPH19c0wNzg42Kb/nTVxHLrN8yB1VmmxhwyV klGxYkWbPoy1WNrVq1dLliyZWdyePXu0LU1kyJAhYpatVmlNaZnVxYBVApCd yYZWSQ2kV69e7u7u4oppaJXPnz+vUKGC2HmLFi1mzZo1ceJE+uIvTm/VqpX9 cUOHDhX7pNpDxWPevHmNGzcWpwcFBdmfpYBWWr58edOXZQ2t8qOPPjK/C2Bo YpUdO3YU++zQocOiRYtGjx6t+PSSWpP9WRxbrZJuSPbEzZ07V+yNihbdWpYt W/b+++/ny5ePT8+VK9e9e/dU9P/06dMXX3yR90N363369KGh9Kf4Jo6+D3rw 4IH13cbFxe3du7dq1apizxkuWatWLb6Mp6cnFwyGla8/1sdRTf3rr79Gjhzp 5eXFF7bJKq3s4ffff1dsCVTOxT8//fRTDUvr0qULX4D+46pUqSJ+flimTBlr juFR8eTcvn3bx8dHrMt6q7SyNPpa4WIWWCUA2ZnsY5VhYWFUgfLmzZvhK4mG Vvn111+LPU+ePJnPevbsWaNGjcS5N27csCeLvm5TAeC9US8SP42hL8hiloqv ycwzffp01nOhQoXEIA2tsnPnzqzPl1566XjmxMbG2hl09+5dcd9HRYjPon7l 7+/PZ1FBsjNL5Nq1a2bqonTr1o1H073548eP7Ymjb3B4b9QckpOT+azo6Ogi RYrwueo+ThTfBVCpO3bsGJ919uxZ8UP1pUuXWtPhxYsX/fz8FAblkokw0Ai+ AH0H9+jRIzrxhx9+cHNzYxPp2z0N4/r3769QIIb1Vml9D8OGDeNze/fuTTdX uiXQAchXNX/+/OZPK7O+NCr83CGrV6/+8OFDOvHmzZviwcY///yzVqWJ0Hc3 bLHcuXOzX6yxSpv+a5s3b2Zzq1Wr9nlGOOIYewCAVmQfqwwJCTF9ieNoaJUz Z87k3VIbiY+PF+dSTxBzd+3aZU/WrVu3xN4UJ+bMnz9fnHvgwAF7shT89ddf XGg/++wzMUhDqwwNDWV90j2pVn1myOzZs/n6072n4qOYU6dOrf4PW7/+s4dD hw7xD9WppP3yyy92dliwYEFeJvUExdxZs2bxuWPHjlXRf/PmzXkPvXr1Usyd Nm0an1u3bl1rOjT9jI6RoTDMmTOHLyD+m9555x0+PSYmRqu49u3bZ7iw9VZp fQ+BgYFsFn0Hl5iYyKdT6+OPunDhgial7du3L8OnceTIkXw6HQhalcah/xr2 gXbjxo2Dg4PZ8tZYpU3/Nf5x/YABAyz2DADIbjihVYaFhfFu6U5WMZdKJv/k hEL3s/Zk/fTTT7wrb29vxVwqIWKN9juJCP++uF27drdv3xaDtLLKlJQU/rVp eHi4Jn1mRlBQEF9/h57cZD337t0TPzzU5BngB8tRRzX9aGvTpk08btKkSSr6 L168OO9h8+bNirmRkZHidmLN1QlsEoa33nqLzXV1dX3y5AmfvnLlSv5A828K sqdVJicne3h4sFmKc6Lpv4k/yvz54NaXFhERweeKX3DQt6V8On1h16Q0EW6t 33zzDR+PmlvlqFGj2FxHv6QAABxB9rFKKmD7BcaMGSOumIZW2axZM96t6cc1 dFfOdxAuavfdnOjo6DX/QZVAMffzzz/nQfnz5xe/7rQT+rLPus2dO/fNmzcd ZJXicfW7du2i6x8VFbV169YdO3aoOJ/XDPRpFNffzqvfaAXVdb5Kb7zxhiZn CYlveUyvQjBw4EA+d/v27bZ2HhsbKz6Nx48fN7/AwYMHLfb59OlTcdjywyYz FIYaNWqwuVSexeni26spU6ZoFXfmzBm+5KJFi3iE9VZpZQ+PHj3is6gUibPE 423Mn51tfWnHjh2blIZ49A6FvtviWTRXk9I4f//9N/vu4+WXX6Z/8oOZrbFK m/5rb7/9Npur7QHSAAA5ZB+rVCAal4umVkkV5dJ/mF6K/PLly2KuVpcfNOXZ s2dVqlThQZ06ddKq54SEBH7aEXu/7yCr3LNnD+9z6dKlik+b/fz8rDw2zyLf f/+92POtW7fo/+6dd94JDg729vauVKlS9+7dZX7xTfnyyy/5+hQsWJDuczXp dtu2bbzbsmXLnj17lk2nyrp69Wr+KXr58uXp9mNr5/Qdk3hs6t69exUL3Lhx Q3ye169fb2tEq1atzAgD/yS2UaNG4vSYmBge2qNHD63iRH777Tceoe4ccDM9 0BH3w38ojsSeN28efxTdjK2Ps740ToMGDXiWTdevsObJ+eCDD9gC7IBeflEj FVcWMl8aP7L9yJEjw4cPr1q1atGiRd98880FCxYY+H4HABgGFVZJTcz8+QsK 1F1C0HFWaZ4BAwbwUHd39ytXrmjbP93p7Nq1a/bs2eKFQegbf3Wn9GYIPwSR Wis7xMtBVileUDQz/ve//4nfdapj7dq1Yp/Lli3LkyePadagQYNUuJYKaEXi NY60/aqO7knFLTA0NLR58+bi1pI7d27TjxmthBo478fUH0RVptANydb+zQsD P16iTZs24nT6fIobjFZxIg61ysyg7wX4gccUm8a4TaXRNyPdunXjp8O89957 1gcRK0qja85GHL/6U+nSpdnymlslv2yF6QXZXn/9dXaGFwAg26LCKpcvX+5i C5GRkSpWLEuskr44i19/d+jQQfOIsWPHKp6fhg0bavhSeevWLfb6T3cxP/74 I5voIKvs1auXNRvA4MGD7QwSr6dnHps+6VKN+E8sXry44oQv+xFPTVJQsGBB e26rKl4Sv0iRIuK5+QkJCaICUUaOHGlr/2aE4Z9//uE9Kz6Zp+99+CzFx5iq 4xRkiVWKJwaWLVvWpjjrS1NcuLJ79+62HoxhsbRx48axufRlWRGquVVm+IaR o8nV3gAAjgNWyVmzZo14kUz6ZtwRt+o2tUovL6/x48eru2OdKV27dmXdhoWF 8YkOssp69erxPulTN2LEiH379h04cGDUqFGinNPfo6Ki7Aky/VDUzc2tadOm 7733XpMmTcQrltDftT3pyZQ7d+6IV4vS/BiJTz/9VLz2oClVqlRRN6aIySXQ aVd79uy5ceMG/a+JV5JkDBs2zNb+zQjDtWvXeM+mt/njG4w19160Jk6BfKv8 4osvxNcTW2/dqNoqX3rpJVtfuMyX9uDBA3bBt8DAQP4dNL/qqbZWqTiyt1Ch Qs2bNxfPiaOcOHHC1kQAgDRglSTtauGKG0b4+/ubvwyIahYuXBgcHCzefJzR qVMn+0/34Mcf+vr6ikf6OcgqK1euXOQ/FH0q7KV79+72BImf+bikXQNcPJFk 9+7d4uGCjv40Q7z8ToUKFbQ91kvhz+XLl//ggw+oZ/bo0YPugvl0Pz8/1cdm iEffmYc+7bZ2rtoquYBRudUkToFkq1y/fr2olIpv/K1BtVW6pB1RY9OFds2X NnHiRDZrxYoVfCK/mIC2Vnn+/Hm+Ji1btmQnMD579uz111/n0zt27GhrIgBA Giqs8ocffuhlC6aX3bMGaVZJ987iNeUoNWrUULfONrFr1y7x2t2UVatW2dMh 1Rt++o/ibFMHWaV56tevzxNt+gDKlAULFojrP2HCBMUCgwYN4nMDAgLsybKI eLsirU5HYly9elW8qtX//vc/8bv1s2fPil8OtmjRQl0K7YdKqUtGFC1aVPyY dN26dbZ2bkYYnj59KpYmzqJv6/isN954Q5M4BTKtctGiReLn56VKlYqOjrY1 zvrS4uLiLl++TJWP38ubMm7cOOuzzJT26NEjdlMnqpHi9ynFihVjy2trlTSC 1kLX5/Dhw+Lx2HQiHxoVK1a0NREAIA0nPAdcZOfOneKN8CjvvvuunDM+SNp5 T+LtLapVq2ZPb+K1MWvWrFlLgPYs1kj3PnSi+BW5IxC/66dl2vNJLN1jiutv emDht99+Ky5g//lBmSE+yXQ3p8md4jn86DWXtOMiTDsXPyal3qL6xk/0XUbD hg1d0kO3isjISPETtkOHDtnas3kX4sr62muvidPFK/O88847WsWJSLPKqVOn is9qSEiICqUkqs4BP3fuHP/QvmnTptZnmSlt9+7dbDp9SRkrwO+tQ/WS/mnT iV0qSiPCFWvpozS8CBsAQFuc1irp69LEiRPFjxRy5sxp56eFKuAvsC5pImGP elm8f64CupvQsBBTxKvnUew5SJXv2lzSbMr0GFTxypmUixcv2rfumdKvXz+e Uq9ePW07f/PNN3nnVapUMV3gyJEjYpn79+9XnUW3/59//nnRokW9evUaOnTo +vXr6bN67949sX8VR8OaFwZ+4vwrr7wiThdvQTV8+HCt4kTkWKV48yCXtHOW Vb/BMVNasoBiFr/LNn2zbP2LiTVWaZ4yZcpoUpoZxOsM23STegCATJzWKhUH UrIParSNoNDns81/ZHh/an6rboY9H7JlN6ucMGECz6L7OHu6ov99cc1NLw4p 3mfTw8NDcT9HrYiPjxevdkIVQtv+xSMeM7xhouLeN1988YW2KyBuQp6enk+f PrW1B/PCwJ2naNGi4nTxeqR0RGgVJyLBKqnziyep9ezZU7x1o62YKY0fW6K4 mDyladOmfAWsfzHJPlYZExPzVxr0jYZiFj+bLG/evNZnAQAko8Iq6UvQJFsw f2PfzHCoVa5evVrsvFKlSlpdxVrBhg0beIqbm5vpbpruevgCil2trVCzyp0J 4jnL7MWcTmzYsKE9cRMnTuT9+/v7i9eoYYifLVh5U+nMSEpKEs8DNb1viHgp nvLly9uTZQbFR4VXr17Vtn/x1jm+vr6m5wHR4SmugIrPEqk3fvUfdCAr5opv tRQfJ1qJec3r3r077198WRCPm921a5dWcSKOtkq6/dPxyxdQ3GFHBWZK45eH ohKr2EjKli3LZvn5+VmfZaa0ffv2ZfiSwr/loS9r9M/g4GBNSmvRogWb5e7u Lr5a0jL5GY52HqQNAHAoTngOeFxcXP78+XnP9JXt/PnzCZlg5wE8dL8vVqG4 q/ilS5fE4ypVn39hEUecrbN161axT8W9ucVbElMGDBhgZxy/O7BL2gGo4rGv 1E8KFSrE57Zr187OrMwQT0Wn+zjN+1+1apX4pCmOVYuPj+e3THJJO2BDxenn 4kX+CxYsqDghgk7hc2fMmKGiBPOaJ96+kL6M8On8EzbqKjYdKZF9rFJ8VWze vLmK/hWYKU28m+22bdv49GPHjvHpNr1nVPHkcIXW9mydwYMH8zWhrzB8+pYt W/h0DW9DBgDQHCe0SsUHleax6fs4UxITE/klOFzS3oAPGzbsyJEjZ86coWon upCL1rdoEXGEVd68eVM8YblAgQL9+/c/ePAg3bVNnjxZvNQPNWdqLHbGKb4E p2JJ96dnz55ds2aN+AxTLVF93xmLiJcQZ3dD1pZr166J7zJoLfQpPXz4MB1B dDiIt8Wh0JVREaEYVs2aNaNT6HP72Wef8SsQuqQp6/3791X0b17znj9/zk+O owZ76NChv//+WzwIxNZDVbOPVYpX+6QrkysjZs2aZX2cmdK+++47nlWkSBH6 NMbGxn7zzTfif5C+sGtVWoY4yCr379/P14RG0Peq9+7d++qrr8TPAWy68SUA QDJOaJWtW7e2fuXttErK3r17rQmqWbOmPUdhmcdBVxYSPzMxg4rLHmbI22+/ bTHLoffWEa8p1LlzZ0dEWHkXIT8/P3UHljx58iQwMNBi/1OmTFG3/hY1Tzzk w5RNmzZpG8dxqFU+e/bMmv+aTaZnvrTGjRubCaJ6adOFLLKPVaakpNSoUcNM aa+++qqtcQAAmaiwyqtXr261hcePH6tYMcdZpfg1okXst0qS/mvHDPH19XXc acvEYVZJNZjuU8yX1r59e62uE56cnNy3b18zWaGhoepcyxposZ6enjxr/Pjx Dgrid0fKjJw5c+7bt091/2fOnBE/ETWFX31aBRY1LzY2lr6ByjDXoZcKd6hV Xrhwwfy/jKGhVdKVET++E6HL79y5U6vSMsNBVkn5+++/+UWEFAQEBJw7d87W OACATJztHHD6Xtj8LlWBJlZJ0o5C5NcNFnF3d+/fv/+9e/c0SckMx10FPT4+ nm5C/OJ1Iv7+/uJBX1oxbtw48ZqKDFdX15EjRzro1G8G1X4x0aEXodq+fXvp 0qUz3CCppV+/ft3O/k+fPp3hHXY8PDw++OADB525zLl//z4/GZzTpUsXFbdT zyZWefDgwQz/WQo0tEqSdryE6Xu6wMDAkydPalhaZjjOKkna0TUVKlRQlEa3 WMe9ZwQAAN0RGxu7Y8cOumd5++2327ZtO3bs2LVr1zrovpCSoda6fv166ntv vfVW9+7dZ8+evX//fnWfUVtDdHR0eHh4WFhYy5Ythw0btm7dukuXLjkoK6t4 9uzZ3r1758yZ06tXr9atW48YMYJ67JkzZzSMoP+jKVOmdOrUqWnTpu+88w59 SrW9qLt5zp8/v3Tp0sGDB8+YMcMRF/VyBpKSkqhDrlixgo6CuXPn/vjjj9Lu 4OBokpOT6fY/efLkIUOGrFy5MioqClc+BwAAAAAAAAAAAAAAAAAAAAAAAAAA AAAAAAAAAAAAAAAAAAAAAAAAAFAQExMzR8Ce6ycDAAAAAACn5eTJk+K1ZLt3 7+6goIULF1ZLY8yYMWoeH3ePXPqaRK4lF7anbzuU7eJX6dvOdI12YqHtStcu 7zZpe9K1P/emb/tM2v507YqiHVC2qwfTt0Pp2rVvTNrh9O3bdO36d//faLr4 J2s3vk/ffjBpR9K1v35M344q281jZttPyhZ9PH07ka7d+tmk/ZK+/Zqu3TZt v6Vrd06mb6dM2ul0LeZM+nZW2e5Gmmt/R5m039O3c+navT9M2vl07f4FS+1i uvbgUvp2Wdke/pm+XUnfrirbI0W7lq49vm7SbqRvf6VrT26atOh0LVbRbpm0 2+na0zvpW4yy/XM3ffs7XaOvMxba/XTt2QOT9jBdi3+Uvj3+/5Y6l/7yJF17 rmixypbwNH37J32LU7bEZ+lbfLqWZNqep28J6VpyoklLStdSktO3FGUDABga OVYZFxdXuHBhFtGxY0ebH39qGVkWRJaUQUNDQ0NzplY2XVsamL6VU7aI8ulb hfQtSNmWKVrFdG15JfJlewfsEgEwLBKsMjY29vXXX+cRNltl5LqsfllDQ0ND Q3PKtqW15vtEAAyMQ63ywYMHixYtCgoKEiNss8qk52RlaNa/sKChoaGhOWGD VQJgC46wyqNHj1avXr1YsWLu7u4uJthmlXdOZ/2rChoaGhqac7YtbezfJwLg PDjCKrdv324qkyqt8sb3Wf+qgoaGhobmnA1WCYAtwCrR0NDQ0NAybrBKAGzB EVZ59+7d/ekJCAiAVaKhoaGh6azBKgGwBTlXFipfvjysEg0NDQ1NZw1WCYAt mLHKu3fvHreFuLi4zFIcYpXLK91b8+bu8a98Obrul6PrWGijFK12+lbLpL1s ro2sadJqpGsjLLbq6dtLFtrwaulbaLr2vsVWNV0bFmKpBadvVSy0oYpWWdmG VErfKlpqQelbhXRtsMVWPl17r5ylFpi+lVW2QeZbGWUbWNpsK2XSSpprA0xb iXSt/4uWWvH0LSB9K6Zs/cy3osrWt4jZ5m/S/NDQdNGil71qzx4WAGfDjFUu X77czOGRpkRGRmaW4gir/H1WbV9fX5vWEAAAALCeL9cvs2cPC4CzoV+rHPx6 cW1eNQAAAICM+PLLL+3ZwwLgbOjXKt+u56/NqwYAAACQEbBKAGzCjFX+8MMP vWzh5s2bmaXAKgEAAOgOWCUACs6fP/8/gSVLlohz9XsOuGiVtC5HrDbnjz/+ YEGvv/66Q4M4VOlZ4ttvv22kLMZLL73EEv/++2/HpRi1LvlZlHXr1rG4sWPH OjqrQoUKLOuff/5xdBYlIiKCxU2bNs1IWYycOXPSuBdeeMGhKS+++CKry6Ep nE8//ZTF0V/kJAIAOEePHhW9sW/fvuJcWKU1wCq1BVaprywCq9RhFgNWCQDQ luPHj4ve2KtXL3Hub7/9Bqu0CKxSW2CV+soisEodZjGcxCrPnTs3xyzLly8/ dOjQ5cuXExMT5awkAEbl9u3boje2atVKnLts2TJx7pgxY/gsKpyTbCEmJiaz dYBV2gqs0n6MWpf8LAKr1GEWw0mskm+fFqGrShdOSUmRs6oAGJK8efPyMUV/ v3//Pp/VpEkTccRt2LCBz9LROeCwSr1kMWCV+soisEodZjFglRnSqFGjhIQE OWsLgPGoW7euOKDKlCkzderUSZMmlStXTjHWoqKi+KNglRxYpbbAKvWVRWCV OsxiwCoz4/3335eztgAYj59++snd3d3iKOvUqZP4KFglB1apLbBKfWURWKUO sxjOaZV16tQZJDBw4MB27doFBAQo9lknT56Us8IAGI9x48aZd8IiRYqI34xT rl69utUWHj9+nFk6rNJWYJX2Y9S65GcRWKUOsxjOaZUzZswwfVRCQkLfvn3F xWbNmiVnhQEwJFT8SpQoYeqTbm5uPXv2vH37tuOiYZW2Aqu0H6PWJT+LwCp1 mMWAVYo8ffqU7u/4Ym3btpWzwgAYlbi4OOqWU6ZM6dq1KzWxkSNH0le533// PavXK3NglbBKtRi1LvlZBFapwywGrFJBnjx5+GJdunSRs8IAgOwCrBJWqRaj 1iU/i8AqdZjFgFWKfPfdd+JiK1askLPCAIDsAqwSVqkWo9YlP4vAKnWYxXBO qxwzZsx1gWvXrp04cWL27NkFCxbky4SGhj5//lzOCgMAsguwSlilWoxal/ws AqvUYRbDOa3SItWqVXPoqQQAgGwKrBJWqRaj1iU/i8AqdZjFgFWaEhQUFBcX J2dVAQDZC1glrFItRq1LfhaBVeowiwGrzJAGDRpER0fLWVsAQDYCVgmrVItR 65KfRWCVOsxiOKdV5smTp0h68uXLpxDLoKAgxSWaAQDGB1YJq1SLUeuSn0Vg lTrMYjinVWZ4Dvi9e/emTJkiXq8SVxYCwOmAVcIq1WLUuuRnEVilDrMYsEoF 7733Hl/M3d39+vXrctYZAJAtgFXCKtVi1LrkZxFYpQ6zGLBKBbt37xaX3LFj h5x1BgBkC2CVsEq1GLUu+VkEVqnDLAasUsFXX30lLrlx40Y56wwAyBbAKmGV ajFqXfKzCKxSh1kMWKWC7t27i0v++eefctYZAJAtgFXCKtVi1LrkZxFYpQ6z GM5plZ988klCeh49enTy5MnevXuLi/n5+clZYQCAhtARfe7cuSNHjsTExNj8 YFglrFItRq1LfhaBVeowi+GcVmkl/OEAgOxPSkrK0qVLg4KCPD09+Sj29fWl Ynbq1Clre4FVwirVYtS65GcRWKUOsxiwysxo06aNnLUFANjPtWvX6tWrl9lw dnd3HzBgQEJCguWOYJWwSrUYtS75WQRWqcMsBqwywx1Qz549Hz58KGdtAQD2 07BhQ4tDe/z48ZY7glXCKtVi1LrkZxFYpQ6zGLBKBn0eypcv36xZs4EDB164 cEHOegIANGHt2rXicC5cuPDw4cPnzp377rvv0jeJfDr9/cSJExb6glXCKtVi 1LrkZxFYpQ6zGE5ilQAAA8P3d5RixYpFR0fzWfv27ROFMywszEJfsEpYpVqM Wpf8LAKr1GEWA1YJANA1KSkpuXLl4r43b948xQJUzPjc6tWrW+gOVgmrVItR 65KfRWCVOsxiwCoBALrmxo0bLgKm33HTvRKf6+3tnZSUZLY7WCWsUiVGrUt+ FoFV6jCLAasEAOiao0ePilZ58+ZNxQKTJk3ic93d3WGVGQKrtB+j1iU/i8Aq dZjFgFUCAHRNfHz8JQFTaaS7eG6DxYsXt9CddVaZP3/+lxxJpUqVWFDevHkd GsQpV64cS/T19TVSFoPt6SghISGOSzFqXfKzKCVLlmRx/v7+js7y9vZmWaGh oY7OonAjKlq0qJGyGK6urjTOw8PDoSleXl6sLoemcAICAmCVAADK9evX+S7D RbuzdQAAADgbsEoAnJnY2Nj69evzFwT6Jvr333+38BhYJQAAgIyAVQLgtNy/ f//ll18WXxDCw8MtP8w6q2zRosXfjuTYsWMsqHHjxg4N4uzcuZMltmvXzkhZ jJCQEJZ4/vx5x6UYtS75WZTFixezuGHDhjk6KzAwkGXduHHD0VkU+kLE4saO HWukLIaPj49L2kEgDk3hX0k7NIUzZcoUWCUAzsyJEyf4cVmM999/36pH4mwd nK2jFqPWJT+L4GwdHWYxcLYOAMBgzJkzx9PTkxugh4fHwoULrX0wrBJWqRaj 1iU/i8AqdZjFgFUCAAzD48ePqe+5CPj5+X3//fc2dAGrhFWqxah1yc8isEod ZjFglQA4J8+fPz9x4sSvv/567969rF4XbTh37lz58uVFpWzcuPHt27dt6wVW CatUi1Hrkp9FYJU6zGLAKk25fkXzNQLOyJUrVx4+fJjVa6EkMTFx8uTJtWvX zpEjB3ek+vXr79ixI6tXzS7+/PNPX19fUSlHjx6dnJxsc0ewSlilWoxal/ws AqvUYRYDVily6Q8ysDOpWthB6wWciJ9//tnf379u3bpZvSLpePToUdOmTV0y oVevXmo0LBsQGxtbuXJlsZbFixer7AtWCatUi1Hrkp9FYJU6zGLAKhnMJ190 I8VdSLBjnwzgFNAhTLfAV155JatX5P+5c+dOUFBQZkrJGDlyZFavpho+/vhj sYoePXokZI6FvmCVsEq1GLUu+VkEVqnDLAasUvRJ1mCVwH7Gjx9Pt8BatWpl 9Yr8Pz179hTV6+WXX545c+bgwYMLFy4sTv/555+zek1tIyUlpVSpUuZtmePt 7W2hO1glrFItRq1LfhaBVeowi+HMVmnqk7BKoBUjRoygW2CNGjWyekX+5fbt 225ublyKWrZsyWdFRkbmypWLz+rYsWMWrqcKTp48aaVSwirNAKu0H6PWJT+L wCp1mMVwTqvMzCdhlUArBg0a5JL2WWViYmJWr0sqK1as4Ebk6empODN60qRJ fG7evHmTkpKyaj1VsHnzZlil/cAq7ceodcnPIrBKHWYxnM0qzfskrBJoRe/e vekWWKdOnbi4uKxel1S6devGjYjuHRRzjxw5IqrXr7/+miUrqY7p06fDKu0H Vmk/Rq1LfhaBVeowi+E8VmmNT8IqgZ08fPhw9erVVCnLlStHt8CgoKD27dtP mjTpu+++y9oPAGvVqsWNqEOHDoq5d+7cEdXr888/z5KVzBbAKmGVajFqXfKz CKxSh1kMZ7BK632StQp5yPJP0Zy9qYDuU5o1a0Z9o1SpUuwgxnz58pUoUaJV q1Y9evQYMGDAkydPNN7WraZQoULciAYOHKiYm5ycLB51+cknn2TJSmYLYJWw SrUYtS75WQRWqcMshrGtcuwHn9rkk6yV9LBteTRDNls5duwY3eR8fX09PDwa NmxYv359+me1atXefPNN+ku5cuUmTpxYvXp1ay4Ieffu3eO2YM2X7HStuBGN Hj3adIECBQrwBUaMGGFz/YYBVgmrVItR65KfRWCVOsxiGNsqX3np0+KuNusE rBKtuI2b6l9//VWlShWXtBNhKlWqRKdQGaB/Nm3a9Pr16x9++CH9PXfu3FQy J0+ebLG35cuXu9hCZGSk+Q4TEhLE5T/66CPTZfz9/1+ZTD/MdCJglbBKtRi1 LvlZBFapwyyGsa2S/nLuDHm3pW06gW/A0Zbb+A34hAkTfHx86CYXGBjIbqvd uHFj+mezZs0uXbpE/2T3p27QoEHz5s2jo6PN96a5VT5+/FhcPjw83HSZ4sWL 8wXCwsJsq99IwCphlWoxal3yswisUodZDMNbJZvy6zHSvqG1VomzdYBNpKSk sC3c3d29R48ebOIrr7xCp7z66qvnzp0jwjbZu3fvtWvXmu9Qc6ukL5Xi8hke Nunn58cX6NOnj6pnwhDAKmGVajFqXfKzCKxSh1kMJ7FKxnf7yRvVYZVAY/78 8888efLQ7a1MmTILFy5kE9k516+99tqZM2dI2o2q2Tb51ltvjRo1ynyHdN/U yxZu3rxpvkPqvaJVjhs3znQZ8ULoQ4cOVfVMGAJYJaxSLUatS34WgVXqMIvh VFbJ2L2VNAqCVQLNOHHihKurK93eQkND+eeQ1apVY0rAr/3o6elJp9SuXbtv 377yV5KNdMaQIUMUc6l2shLMaKezAKuEVarFqHXJzyKwSh1mMZzQKilJSWTT alK7JKwSaMDWrVvZ9tagQYMvvviCTQwODmZKcOzYMTYlb968dEqxYsV69eol fyX5y6ZLRodNPnz40EVg6dKl8tcwuwCrhFWqxah1yc8isEodZjGc0yoZz5+T 1QtIqB+sEtgFu6YQ5ZVXXlmxYgWbGBQUxJTg+++/Z1PY6Tzly5fPku+Xmzdv zo2oUaNGirmnTp0SrfKbb76Rv4bZBVglrFItRq1LfhaBVeowi+HMVsmI+4cs +JhUyg+rBCpJSEhgV4OsXr36Bx98wCYGBgYyJTh06BD9MyYmxt3dnU6pUaPG kiVLzHf422+/TbIF2rnFlZwwYQI3onz58inuTr5s2TI+183NTc5eI5sCq4RV qsWodcnPIrBKHWYxYJWMRw/J9DGkXC5YJVBDsWLF6PZWuHDhV1999fnz53RK yZIlXdLO1tm7dy/9c8GCBWybDAkJOX36tPneND8HnPLdd9+JD5kxYwaf9eDB g4CAAD6rdu3a9j0ZOgdWCatUi1Hrkp9FYJU6zGLAKkXu3iHjB5HqRR20XsCw hIeHs02uY8eOM2fOJP9d/pFa5c6dOxMSEtgHlT4+Pl26dLF4ex1HWCUNZbcm Z7i5uY0fP/748eMbNmyoU6eO2NvixYu1eVKyjqSkpKioqGPHjt29e9fmB8Mq YZVqMWpd8rMIrFKHWQxYpSkxtzVfI2B8ypYt65L2JTj9+fnnnxcpUsQl7XqV W7Zs6d+/Pz8F2+JVgIhjrJIIZxWZgb66Kr4c1xHU3qkq03+Bt7c3ryh//vzd u3e/fv26tb3AKmGVajFqXfKzCKxSh1kMWCUAmhATE1OiRAm61TVs2JAqR44c Oejvb775JjWcwoUL099Lly5948YNa7q6evXqVlt4/PixlStJX5/NKCX1sVu3 btnxHGQl165dq1mzZmal0X+HtZ/BwiphlWoxal3yswisUodZDFglAFqRmJhI 9yZ58uRxd3dnV6csVKiQq6tr3rx5O3fufPt2tvgQfPXq1fny5TP1LqpJcl5R HQGV4QIFCpgRZoqHh8fRo0ct9wWrhFWqxah1yc8isEodZjFglQBoztmzZ9nd dkJCQhYsWJCUlJTVa5QO+sq5Zs2a/v37t2rVauDAgfTVm92sXL8MHTpUFMh6 9epNnTp13rx57G7snKCgIMt9wSphlWoxal3yswisUodZDFglAI6AjimXtCtD bty4MavXxeCkpKSIt5vs2LEjncLnKs5Fun//voXuYJWwSrUYtS75WQRWqcMs BqwSAEcAq5TGrVu3RG9UnJgzf/58ce6BAwcsdAerhFWqxah1yc8isEodZjFg lQA4AlilNH766Scue97e3oq5v/zyi2iV9E8L3cEqYZVqMWpd8rMIrFKHWQxY JQCOAFYpjejo6DX/sWnTJsXczz//nKtg/vz5LV4sFFYJq1SNUeuSn0VglTrM YsAqAXAE7DzrunXrwiqzkGfPnlWpUoWrYKdOnSw/BlYJq1SLUeuSn0VglTrM YsAqAXAEDRo0oMOqZs2alk8PAVpz48aNXbt2zZ49m903k1GuXLl79+5Z8WCr rJLuYdc5khkzZrCg4OBghwZxxo8fzxLr1KljpCwG3xIWL17suBSj1iU/i9Kv Xz8W17p1a0dnFS1alGWtXLnS0VmUsLAwFte+fXsjZTG8vLxoXJ48eRyaUrBg QVaXQ1M4Xbt2hVUC4LSYXuy9YcOGjx49surB1lklAAAAZwNWCYATYmqV9O3z +PHjExISLD8YVgkAACAjYJUAOCELFy4MDg5mJ0yJdOrUSbyUZcZYZ5XlypUb 60j69OnDgkqXLu3QIE63bt1YYuXKlY2UxfD3//d/N2zYMMelGLUu+VmU1q1b s7g6deo4Oot/nTpy5EhHZ1GaN2/O4ho0aGCkLIaHhweN8/HxcWhK3rx5WV0O TeE0bdoUVgkA2LVrF98VMlatWmXhMThbB2frqMWodcnPIjhbR4dZDJytAwAw MHfv3qXvmrkNVqtWzcIDYJWwSrUYtS75WQRWqcMsBqwSAGBsWrVqxW3Qy8vL wpfgsEpYpVqMWpf8LAKr1GEWA1YJNGT//v1zbGH16tXsgefPnxenP3jwIEvr AHpi48aNbf6jT58+pgtMnz7dReDJkyfmuoNVwirVYtS65GcRWKUOsxiwSqAh PXr0cLGF8uXLsweKN0Ch0F1q1hYCdMSGDRv4luPm5vb06VPFAj179uQLFC1a 1EJ3sEpYpVqMWpf8LAKr1GEWA1YJNARWCeQTFRUlbjyKF89Lly6Jx1W2aNHC QnewSlilWoxal/wsAqvUYRYDVgk0BFYJ5JOYmFi8eHG+8bi7uw8bNuzIkSNn zpxZsmRJoUKFxE0rPDzcQnewSlilWoxal/wsAqvUYRYDVgk0RGGVHTp0GGSW KVOmsAfCKoE97N27N5M3LumoWbMmVVALfcEqYZVqMWpd8rMIrFKHWQxYJdAQ hVX+8ssvVj4QVgnsZMCAAeaV0tfX9+LFi5Y7glXCKtVi1LrkZxFYpQ6zGLBK oCGOtsqEhISzZ8+uX79+9OjRffv2nT9//uHDhzN8iduzZ8/a//jyyy8Vc7/+ +ms+d+/eveKs58+frxU4ceKElSWALGfr1q3FihUz9Ul3d/f+/fvfu3fPql5g lbBKtRi1LvlZBFapwywGrBJoiEOt8sCBAwEBAabO4OrqOnjwYMWrQb9+/fgC Hh4e4tykpKTcuXPzuYULFxYfePz4cbHzFStW2P40gCwjNjZ2x44dH3/8Md2t t23blu6P6FuDCxcu2NAFrBJWqRaj1iU/i8AqdZjFgFUCDXGQVcbHx4uWmCGB gYHi54pULcS53333HZ919uxZxWOvXLnC586dO1ecdfPmTfueEqA3YJWwSrUY tS75WQRWqcMsBqwSaIjCKr/++uvrmfP48WP+QPNWOXnyZBOLzICAgAD+mvDk yRNPT08+SxxQy5YtUzyQpvO5nTt35tOrVKni4CcMZD9glbBKtRi1LvlZBFap wywGrBJoiE1XFpoxYwZ/oBmrpP7JtlKGm5vblClTLly48OjRoz179vBXA8bE iRP5Axs2bMinv/HGG3y6eE1sxrBhw/jcUqVK8emjRo1y8BMGsh+wSlilWoxa l/wsAqvUYRYDVgk0xBFW2aVLF3HWxo0bxcT79++LYunj4xMdHc1miffp8/X1 5Xd/rlSpEpvo7u7OfqlTpw6bFRMTI2YdPnzYsc8XyIbAKmGVajFqXfKzCKxS h1kMWCXQEEdYpZ+fH59es2ZN01D+4sPYsmULm3769GnTPh8/fuzm5samtGvX jv3i7e2dkJBA5+7cuZMvnydPHjYROBewSlilWoxal/wsAqvUYRYDVgk0RGGV dLsqkjmLFi3iD8zMKh89eiROX7JkiWloYmKieEs+PnZSUlJoCp++cuVKOvHQ oUPsT+qWfBdA+fXXX+nccePG8Slt2rRx+PMFsiGwSlilWoxal/wsAqvUYRYD Vgk0RPNzwE+cOCFOp06Y4cPFL8HfeecdPv3dd9/l08PCwugUOrLYn1WqVElK SsqVKxf7kylukyZN+PJLly6156kAegVWCatUi1Hrkp9FYJU6zGLAKoGGaG6V mzZtEqefO3cuw4eLNli/fn0+/YsvvuDT6esGndKqVSv2Z58+feifdGH2J3XR 5OTkvHnz8uWvXbtm13MBdAqsElapFqPWJT+LwCp1mMWAVQIN0dwqjx49Kk7/ 9ttvM3x4lSpV+DLt27fn0+/du8ePonR1db1//37hwoXZn5999hldYMSIEdw5 o6KieCdBQUF2PRFAv8AqYZVqMWpd8rMIrFKHWQxYJdAQza2SaqE4PcM73aSk pPAvsl3SX1yIUqtWLT5rwYIF/Hd2S+gtW7awP6lzhoeH87nitYaAcwGrhFWq xah1yc8isEodZjFglUBDHHFvHbpx8ukNGzY0fey2bdvExyouPTRp0iQ+q0yZ MuwXvsFfv36dzy1dujT//cCBA2qfA6BzYJWwSrUYtS75WQRWqcMsBqwSMJ4/ 16ATR1hlmzZtxFl79+4VHxgbGxscHMznenh4/Pnnn+ICivt6M1q1asUX8Pf3 V8ylgyI+Pt6OpwHoGVglrFItRq1LfhaBVeowiwGrBAkJZONy8vKLGnTlCKs8 f/68eO/FHDlyLF269P79+0lJSSdOnKhWrZr4wKFDhyp6Tk5O9vX1VXjjJ598 whdo3bq1Yq54Ix7gdMAqYZVqMWpd8rMIrFKHWQxYpTOTmEg2rSZ1SpHiLqnN fhxhlUQ4p4bj6uoq3saR4e/vL95bnNOpUyfFkt9//z2fO3XqVMXcBQsW2PMk gGzC+PHjqwk0a9bMqofBKmGVajFqXfKzCKxSh1kMWKVzkpREtq0j9cr+65PZ 3CqfPHlCd+IuZgkICBBdUeSzzz4Tl/Tw8IiLi+NzDx48qOjq8uXLqp8BkE04 deoUvyMnw8/Pz6pHwiphlWoxal3yswisUodZDFils5GcTL76nDQon84ns7lV MjZs2GD6XTbj3XffffToUWad37p1y9XVlS9cvXp1ce7Dhw/FuWXLlrWpZJAN SUlJqVu3rmIjgVWaB1ZpP0atS34WgVXqMIsBq3QeUlLIri2kSaUMfFIrq3Q0 1AAPHTpE/61hYWF0tz5hwoTNmzezawQBwFmzZo3pWw9YpXlglfZj1LrkZxFY pQ6zGLBKJ2HfdtIsOFOf1ItVAmCRR48eUYFkrwCFChWCVVoJrNJ+jFqX/CwC q9RhFgNWaXgOfk2aV7Pgk7BKYBiGDBnChn+dOnX69OkDq7QSWKX9GLUu+VkE VqnDLAas0sB8t4+0rGmVT8IqgTE4e/ash4cHHfvu7u6nT5/u27cvrNJKYJX2 Y9S65GcRWKUOsxiwSkNy5BBpU9sGn4RVAmPQoEEDNvbZPTdhldYDq7Qfo9Yl P4vAKnWYxYBVGoyfviNv1bfZJ2GVwABs2LCBDfyiRYs+efKEONIq6R52nSOZ MWMGCwoODnZoEGf8+PEssU6dOkbKYpQsWZIlLl682HEpRq1LfhalX79+LK51 69aOzqKvGCxr5cqVjs6ihIWFsbj27dsbKYvh5eVF4/LkyePQlIIFC7K6HJrC 6dq1qxNa5c8/ko6NVfokrBLoHaqRfNewadMmNtFxVgkAAMDZcBKrPHmcdH3V Lp+EVQK9w2/A9Oqrr/KJsEoAAABaYXirPP0L6d5CA59kbfmnaP/fgI44d+4c u1l8jhw5xOuXOs4qy5UrN9aR8LPXS5cu7dAgTrdu3Vhi5cqVjZTF8Pf/9383 bNgwx6UYtS75WZTWrVuzuDp16jg6i3+dOnLkSEdnUZo3b87iGjRoYKQsBjtf 0sfHx6EpefPmZXU5NIXTtGlTw1tl1CkS1lozn0QzbUBHNG7cmA35iRMnitNx to714Gwd+zFqXfKzCM7W0WEWA2fr6I64f8iATqS4a9Z7l7Eb0AubNm1i471M mTLPnj0TZ8EqrQdWaT9GrUt+FoFV6jCLAavUI39dI6P7kNJeGntUln/pnK0a 0AuvvfYaG+9FixatlZ7ChQtzD/T09GQTjx07Zq47WCWsUi1GrUt+FoFV6jCL AavUL9E3yLiBpEwOfDoHnJpmzZq52MKePXvMdQerhFWqxah1yc8isEodZjFg lXrndjT5cAgp6wOrBE4KrFITYJX2Y9S65GcRWKUOsxiwSmNw9w75aDgplwtW CZyO1q1b584EdmI4w9XVlU3cv3+/ue5glbBKtRi1LvlZBFapwywGrNJI3LtL Ph5NKuSBVQKQCs7WsR5Ypf0YtS75WQRWqcMsBqzSeDy8T2aOJxXzwSqBswOr tB5Ypf0YtS75WQRWqcMsBqzSqDx6SOZMIpULwCqB8wKrtB5Ypf0YtS75WQRW qcMsBqzS2Dx5TOZNJVUKwiqBMwKrtB5Ypf0YtS75WcRGq1yyZMkcgW+++cam LFilhjinVSYnJ//000/jxo1r27ZtnTp1qlev3rJly379+m3btk3ORiWZp7Fk 0XQSUghWCZwLWKX1wCrtx6h1yc8itlhlVFSUS3oqVapkUxasUkOc0Crpy3XV qlVdMoE+IRMmTFDcocMYxP1DIsJJNX9YJQCZA6uEVarFqHXJzyK2WOWYMWNM d+Vnz561PgtWqSHOZpUrVqxgJZunTJkyV65ckbO2kqG+vHIeqV4MVglARsAq YZVqMWpd8rOI1VaZkpJSokQJ0504VU3rs2CVGuJUVtmzZ0+LPsmhG+r169fl rLB84uPJmkWkZnFYJQDpgVXCKtVi1LrkZxGrrfLIkSMZ7sFLly5tfRasUkOc xyq/+eYbxVaXJ0+eNm3aTJ8+/YsvvpgwYULDhg0VC7Rq1UrOCmcVz5+T9RGk dklYJQD/AauEVarFqHXJzyJWW2W/fv0ytErK8ePHrcyCVWqIk1hlSkpKaGio uL0FBgZevHhR8cAlS5bkyJFDXOzHH3+Us85ZSGIi2bSK1CuT1esBQHYAVgmr VItR65KfRayzyoSEhIIFC/JR+eqrr4q776FDh1qZBavUECexyrVr1yqU8v79 +xk+duHCheKSQ4YMkbPOWU5SUlavAQDZAVglrFItRq1Lfhaxzip37twp7q8P HjxYo0YN/mfRokWTk5OtyYJVaoiTWGXFihXFbW/VqlWZPZa+98mbNy9fsmHD hnLWGQCQLYBVwirVYtS65GcR66yyY8eOfEhSjUlKSpo5c6a4r//222+tyYJV aogzWCUVRQ8PD/H9y/Pnz808fM2aNZP+Y86cOXLWGQCQLYBVwirVYtS65GcR K6zyyZMnPj4+fEj26dOHTrx69apolX379rUmC1apIc5glRcuXBA3s169eslZ DQCA/oBVwirVYtS65GcRK6xyzZo14p794MGDbLr4JTh1m8TERItZsEoNcQar 3LVrl7jtTZkyRc5qAAD0B6wSVqkWo9YlP4tYYZXiuTns6282XfEl+J49eyxm wSo1xBmskv/JWLt2rZzVAADoD1glrFItRq1LfhaxZJV37txxd3fn45F9/c1Q fAnerVs3i1mwSg1xBqscPny4uI3xz8kBAEAJrBJWqRaj1iU/i1iyynnz5pnZ rYtfgufNm9fiLZhhlRriDFap+Kxy48aNclYDAKA/YJWwSrUYtS75WcSSVdas WZMPRvHrb4biS/Bt27aZz4JVaogzWOXu3bvFDWz69OlyVgMAII3nz5/TvV41 S5w5c8ZCR7BKWKVajFqX/Cxi1iovXrwo7tMLFCjQMD1Vq1YVF2jXrp35LFil hjiDVSq2wAEDBph/eEpKSrKAlFUGANhFVFSUixUcPXrUQkewSlilWoxal/ws YtYqJ02aZM1g5/j4+Dx58sRMFqxSQ5zBKhMTE8XrVZYuXdq8K1avXp0v7Ofn J2edAQD2sGXLFmv2L7DKzIBV2o9R65KfRcxaZWBgoDWDXYT2ZiYLVqkhzmCV lODgYHEDozugzB778OFDNzc3vqTFT84BANmBjz76yJqdC6wyM2CV9mPUuuRn kcyt8ueff7ZmpCt44403zGTBKjXESaxy06ZN4gZWtWrV2NjYDB+rOGF83rx5 ctYZAGAPnTt3ZmOW7vuOZ05mA///gVXCKtVi1LrkZ5HMrXLIkCHiPnr+/PkH MkG8U7Onp+f9+/czy4JVaoiTWGVKSop4yhgTy5s3b4qPSk5OXrx4saurK1/G zc3t999/l7POAAB7CA0NZcO2d+/ednUEq4RVqsWodcnPIplYZVJSkp+fHx+G hQsXVpz9LTJlyhRxp79s2bLMloRVaoiTWCURxjunQIECbdu2nTlz5po1a+h2 y/dKnAkTJshZYQCAPdC3jeyljBIeHm5XX7BKWKVajFqX/CySiVXu379f3Ef3 69fPTA/nzp0TF27UqFFmS8IqNcR5rJIydOhQF6tp2LChmTdBAIDsg3g3jV27 diUnJ0dFRW3dunXHjh1//fWXbX3BKmGVajFqXfKzHjx40KdPHxbXqVMnfoJt 9+7dxd304cOHzfcjfgnu5uZ269atDBeDVWqIU1klZfPmzfny5bOolK+99trt 27flrC0AwE727NnDB+/SpUtDQkLE4ezn50cnWtsXrBJWqRaj1iU5a/ny5bly 5RKHcLly5c6cORMXF5cnTx4+0fzX34wJEyaI/WR2ogSsUkOczSpJ2scadevW zcwn6VubvXv3yllPAIAmhIeHZzaiOdQDzV+z7l9glbBKtRi1LplZK1euNB28 7u7uefPm/fPPPx0UCqvUECe0Ssb58+dnz57dt2/fNm3atG/ffvz48evWrfvl l18SExPlrCQAQCt69epl0SopgwcPttyXdVbp5eX1giPJnz8/C/L09HRoEId/ iZMjRw4jZTH4JYt9fX0dl2LUuqRl0Z7FE2YVWDPoChYsSMdOrly56L+ArjDV UTc3N1dL8AiLS2qCWJSRshSJBkgxjaObloM2fkrVqlUdv7cEAFimXr16fNTT /ciIESP27dt34MCBUaNGiXdAoL9HRUVZ6Ms6qwQAAAA05MUXX5SywwQAWKBy 5cpF/mPJkiXirB07dojDtnv37hb6ss4qqbvmdCTe3t4syM3NzaFBnBw5csgp TXIWg3/a4OPj47gUo9YlLcvT09P8btc0mk7x8vIS710CgE6BVQKgC+rXr8+H bWhoqIWlcVwljqtUi1Hrkpb11VdfmdnnUntUHKJ2+PDhqlWr2rkrByCbAKsE QBeMHTuWD1sfH5+UlBRzS8MqYZVqMWpd0rKePn2a2UVa3N3dO3bsyJd88OAB fZIz2ztT/6xds3rvLm2mDeu6YFTHiA/aRYxqEzG8RcTw5mk/34gYQVvLiJG0 tUprrVMXSG1vRoz6X2obTVvb1PbBW6kPT23tI8bQ1iFiTMfUNrbTv21cl7TW NbWNfzutdUtr3SMm0PZOxMR301qP1PZhWMSHPdNar9Q2ibbeEZP7REzu+2/7 qF/ER/3T2oDUNmVgaps6KGLqe2ltcMTUIRHTWBua2j4eFvHx+xGfDP+vjYj4 ZGTEdNpG/ddGR8z4IGLmmLQ2Nq2Ni5hF2/i0NiFi1sSI2RMjwj9Ma5Miwien tjkf/demRMyZGvHptNQ2l7aPI+Z+ktamR8yjbUZamxkxf1ZqWzA7YkH4f21O xELaPo1YODe1LZqX2hbPj1i8IK0tTG1LaFsUsWRxxJIlEUtpWxrh3GzYsMFB IwsAoCGLFy8W9zh37941tzSsElapFqPWJTOL7lhd0k7BUCilr6/v9evX2TLf f/990aJFTWXSx9u70+u1vv7w1X8iqmc2itF00sqSpYFkaTkSUZ5EVCDLgsiy imR5JbK8MllehawIJitCyEraqpKVoWTVS2R1dbK6Rmr7rCb57GWyphZZU5us rUPW1iVr65F1r5D19cn6BmR9Q7KhEdnQmGykrQnZ2JR83ox88Rr54vXUtqk5 2dSCbH6DbG5JNrciW1qTLW3I1jZk2//ItrZk21vky3bky/ZkO20dyPaOZEcn sqMz+aoL+aor2fk22dmNfN2dfP0O+fpdsqtHatsdRnb3JLt7kT19yN6+ZG8/ so+2/mTfALJ/INk/iBx4jxwYnNoODiWHhpG/fnTcyAIAaIV4zbp8+fJZWBpW CatUi1HrkpxFxVLxiWVISMj58+fZ3Pnz54un4P07rnPnnNih4t+zSma1C6Gh 2dGi1jt0ZAEArGHixIm5/8Pf3z82NlaxQLNmzfjep27duha6g1XCKtVi1Lrk Z9FR/N577/Enkx+1MmrUKIVPurm69m9SFD6JZoQWhW/AAch6tm7dKu5lFi9e LM49cOCAOHfAgAEWuoNVwirVYtS65GeRjO4Dzj2TU9o/zw/vF816GUBD06RF bZQwsgAA5rl586Z4XZECBQr079//4MGDx44dmzx5speXF5/l4+Nz+fJlC93B KmGVajFqXfKziIlVTpkyRaGUb4TkfxiOjyjRDNR+/1zCyAIAWGTMmDEuVjBz 5kzLfcEqYZVqMWpd8rNIeqtUfB9B6degYPKi0lmvAWhoGjZYJQDZg8TExDp1 6phXyvbt2yclJVnuC1YJq1SLUeuSn0UEq+zfv7/i5J2hzQplvQCgoWnezn0h YWQBAKwhPj7+448/zp07t6lP+vv7b9u2zdqOYJWwSrUYtS75WUSwyhIlSojD uWtd/5TF+JQSzYjt3CYJIwsAYD23b99ev379uHHj3nrrre7du8+ePXv//v2P Hz+2oQtYJaxSLUatS34WEaxSpGpgkWfzS1m7j15eJfV6g/v6ke/HkaPTyE8z yfFZqT9/mkF+mk6OfZLajn6cOuvoVPLjFPLjR+TIZHJkEvnhQ/LDRPL9BPL9 +NTHfkfbWPLtGHJ4NDk8ihweSb4ZkdoODSeH3k+9zODBoeTgkH8vPLh/UOql CPcNSLssYb/USxTu7Zt6ucI9vVOvW7g77N8rGX79btqFDbunXuRw59upFzxM bV1SL4G4vWPa5RDbp14a8ct2qZdJTL1Y4v/I1jdTy9nSOvVSiqkXVHwj9eKK m5r/e63FL15LvfTixqZpl2FsnHpJxg2NUi/PmHqRxvqpF2xcVy/t4o11Ui/k uKZW6kUdP6v57zUeV1dPveTjqmppl38MSb0U5Irg1Gcv9eKQlVIvFLksiEQE pV43cmm51MtILimb9QJmyPbHZgkjCwAgFVglrFItRq1LfhbJyCpzeHmdn2TF 6TnUr04uJX+fI+bvogU0gT7JKckkOYkkJ5Kk5yQpniTS9owkxJGEf0jCU/I8 ljx/QuJpe0SePSTPHpC4+yTuXmr752/yz13yNIY8vUNib5PYaPKEtpvk8V/k 8Q3y+Dp5dI08ukoe0naFPPyTPLhE7l8k9y+ktnvnyb0/Uv/Lf/9O/o4idyNT W8wZcuc0uXOK3DlJbv9Gbv9KbtH2C7n1M4k+QaKPk5vHUttfR1OvN37jCLnx Q+oL/vXvUtu1b8m1b8jVQ+TqQXLlALmyn/xJ2z7y515yeQ+5vJtc2kUufU0u 7iQXvyIXdpAL28mFL8n5bantj63kjy2pTnjui9RjI2mL2ph6maCo9SRyHYlc S86uIWc/S21nVpHTK8npFeT0cnJqWWo7GZG6uZ5cQn5blFoRAMBgwCphlWox al3ys0hGVvlh99oWfHJdvVQZgEwCAADIJsAqYZVqMWpd8rOIiVUW9C0QOy/Q nFLu7Jb6mRgAAACQfYBVwirVYtS65GdRFi5cKFrl+N4tzSnltrdSv3gFAAAA shWwSlilWoxal/wsSv/+/UWrvLDw9UyVclnF1GPwAAAAgOwGrBJWqRaj1iU/ i0K3fD7cSpcqmXr2cWZWeXSqhPUBAAAAbAZWCatUi1Hrkp9FCQ4O5sOtU6vG 5r7+fnRVwvoAAAAANgOrhFWqxah1yc+ilClThg+3Ed2aZqqUm5pLWBkAAABA DbBKWKVajFqX/CxKkSJF+HCbFlYnU6v8YaKElQEAAADUAKuEVarFqHXJz6IU LFiQD7c5YaGZWmXUBgkrAwAAAKgBVgmrVItR65KfRcmbNy8fbkt6ZH6qDh2w AAAAQPYEVgmrVItR65KfRfH29ubDbXWPFzO1yruRElYGAACA05KSknL9+vUf f/wxMjIyKSnJtgfDKmGVajFqXfKzKO7u7ny4bexVLFOrfHhFwsoAAABwQmJj Yz/88MMSJUrw/VGuXLnq1au3cOFCa7uAVcIq1WLUuuRn0TeGLgJf9vXL1Cof /+XolQEAAOCEREZGlitXziUTunTpEhcXZ7kXWCWsUi1GrUt+Vnx8vDh4dw/0 z9Qqn0Q7emUAAAA4GzExMQEBAZkpJaNevXopKSkWOoJVwirVYtS65Gc9fvxY HLmHhhSBVQIAAJBGx44dxd1Qhw4dFi1aNHr0aMWnlzt27LDQEawSVqkWo9Yl P4tGiMP2h/eLwioBAADI4e7du15eXnwfNHfuXD7r3r17/v7/b4N9+vSx0Bes ElapFqPWJT/r5s2bolUeH5X52TqwSgAAAJoye/ZsvgMqUaLE8+fPxbmnTp1a /R979uyx0BesElapFqPWJT/r6tWrolWeHBMAqwQAACCHoKAgvgNavHixXX3B KmGVajFqXfKzLly4IFpl1ITisEoAAAASiI6OFndAp0+ftqs7WCWsUi1GrUt+ VmRkpDioL06GVQIAAJDB999/L+6Abt26denSpXfeeSc4ONjb27tSpUrdu3e3 /MU3B1YJq1SLUeuSn3Xy5ElxUF+dmvm9dWCVAAAAtGPt2rXiDmjZsmV58uRx MWHQoEHPnj2z3J11Vunl5fWCI8mfPz8L8vT0dGgQJ1++fCwxR44cRspieHh4 sERfX1/HpRi1LvlZ/Jlk3PykBKwSAACABJYsWWLqkBnSo0cPy91ZZ5UAAGnE zIBVAgAAkEF4eLhiH+Tm5ta0adP33nuvSZMmrq6ufDr9/ZdffrHQnXVW6e7u ntOReHt781ocGsTJkSOHnNIkZzH4ZuDj4+O4FKPWJT+LP5OMB7NLwioBAABI YObMmeIOKFeuXAcPHuRzd+/eLV7KslWrVha6w3GVOK5SLUatS37WgQMHxEEd +2kpWCUAAAAJLFiwQNwBTZgwQbHAoEGD+NyAgAAL3cEqYZVqMWpd8rP27Nkj Dupn82GVAAAAZLBixQpxB3T+/HnFAt9++624wJMnT8x1B6uEVarFqHXJz/rq q6/EMZu0qDSsEgAAgAR2797N9z6urq4JCQmKBRT36bh48aK57mCVsEq1GLUu +Vnbtm0Tx2ymSgmrBAAAoClcwDLb5R0/fpzP9fDwUNzPUQmsElapFqPWJT9r 06ZN4ltFWCUAAAA5JCUlFSlShO+Dvv76a8UC4l3Cy5cvb6E7WCWsUi1GrUt+ 1oYNG/hYc3d3h1UCAACQxqhRo/g+qFq1auLVzmNiYgoVKsTntmvXzkJfsEpY pVqMWpf8rDVr1vCx5unpCasEAAAgDcWX4FQst23bdvbsWbpvKl68OJ/u6up6 /PhxC33BKmGVajFqXfKzVq5cycdajhw5YJUAAABkQvfjLpbQ8N46sEq9ZDFg lfrKioiI4GPNx8cHVgkAAEAmycnJffv2NaOUoaGhMTExljuCVcIq1WLUuuRn LVq0iI+1XLlywSoBAADIZ9y4ce7u7gqfdHV1HTlypIVTvzmwSlilWoxal/ys +fPn87GWO3duWCUAAIAsITo6Ojw8PCwsrGXLlsOGDVu3bt2lS5dseDysElap FqPWJT9rzpw5fKzlzZsXVgkAAECXwCphlWoxal3ys2bNmsXHWv78+WGVAAAA dAmsElapFqPWJT9r+vTpfKwVKFAAVgkAAECXwCphlWoxal3ys6ZNm8bHWsGC BWGVAAAAdAmsElapFqPWJT/ro48+4mPthRdegFUCAADQJbBKWKVajFqX/KwP P/yQj7XChQvDKgEAAOgSWCWsUi1GrUt+1rhx4/hY8/Pzg1UCAADQJbBKWKVa jFqX/KwxY8bwsebv7w+rBAAAoEtglbBKtRi1LvlZo0aN4mOtaNGisEoAAAC6 BFYJq1SLUeuSnzV8+HA+1ooVKwarBAAAoEtglbBKtRi1LvlZw4YN42MtICAA VgkAAECXwCphlWoxal3yswYPHszH2osvvgirBAAAoEtglbBKtRi1LvlZAwcO 5GOtRIkSsEoAAABymDVrVjVbWLlypbnuYJWwSrUYtS75Wf379+djrWTJkrBK AAAAchC/LLOGqVOnmusOVgmrVItR65Kf1bdvXz7WSpUqBasEAAAgB1ilJsAq 7ceodcnP6tWrFx9rpUuXhlUCAACQg61WOWvWLHPdwSphlWoxal3ys8LCwvhY K1Mmc6WEVQIAANCUa9euHTdLt27dxD3U48ePzXUHq4RVqsWodcnPevfdd/lY K1u2LKwSAABAduDQoUPu7u5s9+Tp6fnLL79YeACsElapFqPWJT9LfCcYGBgI qwQAAJDl3Lt3r0iRInz3FB4ebvkxsEpYpVqMWpf8rK5du/KxVr58eVglAACA LKddu3Z83/TGG2+kpKRYfgysElapFqPWJT+rc+fOfKxVqFABVgkAACBr+fLL L/mOqWDBgtbuCmGVsEq1GLUu+VkdO3bkYy0oKAhWCQAAIAt58uRJQEAA3zFZ 9d03A1YJq1SLUeuSn9W+fXs+1ipWrAirBAAAkIWMHTuW75WKFy8eHx9v7SNh lbBKtRi1LvlZb731Fh9rlSpVglUCAADIKu7cuZMrVy6+V7Jwi0YF1lklAEAO lStXhlUCAADIKqZNm8Z3SRUqVEhKSrLhwbBKALITsEoAAABZSPny5fkuaenS pbY92Dqr9PHxedGR8AsieXt7OzSI4+fnxxJz5cplpCyGl5cXSwwICHBcilHr kp9Fxxcfa1WqVIFVAgAAyBJ++uknvj9yc3O7c+eObY/HcZU4rlItRq1LflbL li35WAsODoZVAgAAyBL69evH90f16tWz+fGwSlilWoxal/ysFi1a8LEWEhIC qwQAACCf+Pj4AgUK8P3RnDlzbO4CVgmrVItR65KfRTd7PtaqVq0KqwQAACCf I0eOuAhcvXrV5i5glbBKtRi1LvlZr732GqwSAABA1jJz5ky+M3rhhRfUdAGr hFWqxah1yc9q1qwZH2uhoaGwSgAAAPJp27Yt3xm9/PLLarqAVcIq1WLUuuRn NW3alI+1atWqwSoBAADIR7ymUOfOndV0AauEVarFqHXJz2rcuDEfazQXVgkA AEAyiYmJnp6efGc0fvx4Nb3AKmGVajFqXfKzGjVqxMda9erVYZUAAAAkc/Hi RReBVatWqekFVgmrVItR65Kf1aBBA1glAAAA3QOrhFWqxah1yc+qX78+H2s1 atSAVQIAANAlsEpYpVqMWpf8rHr16vGxVrNmTVglAAAAXQKrhFWqxah1yc+q W7curBIAAIDugVXCKtVi1LrkZ9WpU4ePtdRLhMEqAQAA6BFYJaxSLUatS35W rVq1YJUAAAB0D6wSVqkWo9YlP4uaJB9r1DBhlQAAAHQJrBJWqRaj1iU/q2bN mrBKAAAAugdWCatUi1Hrkp9Vo0YNPtZq164NqwQAAKBLYJWwSrUYtS75WdWr V4dVAgAA0D2wSlilWoxal/ysatWq8bFWp04dWCUAAABdAquEVarFqHXJzwoN DeVjrW7durBKAAAAugRWCatUi1Hrkp9VtWpVWCUAAADdA6uEVarFqHXJzwoJ CeFjrV69erBKAAAAWUViYuL58+fpLv727ds2PxhWCatUi1Hrkp8VHBwMqwQA AJC1bN68OSQkxNPTk++S8ufP36FDh8uXL1vbBawSVqkWo9YlP6tKlSp8rL3y yiuwSgAAADK5e/du7dq1XTLBy8tr6tSpVnUEq4RVqsWodcnPqly5MqwSAABA lpCUlNSkSZPMlJKzceNGy33BKmGVajFqXfKzKlWqxMda/fr1YZUAAACkMXfu XNEeg4ODp06dumzZsvfffz9fvnx8eq5cue7du2ehL1glrFItRq1LflbFihVh lQAAALKEFi1a8H1Qly5dkpOT+azo6OgiRYrwuTt37rTQF6wSVqkWo9YlPyso KIiPtQYNGsAqAQAASKNgwYJ8H3Tz5k3F3FmzZvG5Y8eOtdAXrBJWqRaj1iU/ C1YJAAAgqyhZsiTbAXl6eiYlJSnmbtq0ie+hJk2aZKEvWCWsUi1GrUt+VoUK FWCVAAAAsoSwsDC+D6J7dsXcgQMH8rnbt2+30BesElapFqPWJT+rfPnyfKw1 bNgQVgkAAEAa27Zt4/ugsmXLnj17lk1PSUlZvXq1m5sbm0V3Vc+ePbPQF6wS VqkWo9YlP6tcuXKwSgAAAFnF8OHD+W7I3d09NDS0efPm/JtxSu7cuY8fP265 I+ussmLFitMcydChQ1lQYGCgQ4M4vXv3ZokhISFGymIULVqUJY4dO9ZxKUat S36WeKR0o0aNYJUAAAAkM3v2bJdMoDup8+fPW9WLdVYJAJADrBIAAIBkPv30 U29vbzP7pipVqkRGRlruCFYJQHYCVgkAAEAm4eHh4m6ofPnyH3zwAfXMHj16 5MiRg0/38/O7cuWKhb6ss8qqVatGOJLJkyezoEqVKjk0iDNixAiW+PLLLxsp i/Hiiy+yRLqpOC7FqHXJzypUqBAfa40bN4ZVAgAAkMPVq1f5+TguaefRxMfH 87lnz57NkycPn9uiRQsL3eFsHZytoxaj1iU/q0yZMrBKAAAA8hk3bhzfAXl5 ed25c0exwLRp0/gCrq6uN27cMNcdrBJWqRaj1iU/q3Tp0rBKAAAA8nnzzTf5 DqhKlSqmCxw5csRFYP/+/ea6g1XCKtVi1LrkZ5UqVQpWCQAAQD4NGjTgO6C6 deuaLhAZGSla5RdffGGuO1glrFItRq1LfhasEgAAQJYg3jrH19fX9I6NGzdu FK0yKirKXHewSlilWoxal/ws8UqzTZo0gVUCAACQw6pVq0RpnD17tjg3Pj6+ YsWKfG7OnDlNtTMdsEpYpVqMWpf8LFglAACALOHatWs+Pj58H+Tq6tq/f//D hw9HRkZ+/vnnlSpVEp2zbdu2FrqDVcIq1WLUuuRnlShRAlaZ/Vm3bt0cgevX r2e25LfffisuaeGUSe2YO3cuDz1y5IicUACA3lmyZImLFfj5+cXExFjoC1YJ q1SLUeuSn8WvjUlp2rQprDJ7EhISIr7AtmnTJrMlhwwZIi5J3/XLWUMvLy8e OmbMGDmhAAAD0LVrV/NKmTNnzn379lnuCFYJq1SLUeuSnwWr1AUKq6QcOHAg wyVhlRoydOjQtv8xa9asrF4dAAzL9u3bxcvcibRv397MtzPpgFXCKtVi1Lrk Z8EqdYGpVQYFBSUmJpouCavUEPGwrnbt2mX16gBgZJ49e7Z37945c+b06tWr devWI0aMWLVq1ZkzZ2zoAlYJq1SLUeuSn1W8eHFYZfbH1Copn376qemSsEoN gVUCoCdglbBKtRi1LvlZsEpdkKFV5s+f/+7du4olYZUaAqsEQE/AKmGVajFq XfKzAgIC+Fhr1qwZrDJ7kqFVUnr37q1Y0kqrTEhIOHv27Pr160ePHt23b9/5 8+fTJa3Z3p4/f/7jjz9OmzZtwIABn3322YULF9h0a6zy2rVr27dvnzBhQs+e PadOnbply5a4uDjzcZcuXVq3bt3kyZN79Ojx/vvvL1iwYM+ePfHx8RbXMzN+ ++23FStW0HWgHb733nszZsz4/PPPHz16pFgsKQ3xWnlt27ZlE1VHAwAcC6wS VqkWo9YlPwtWqQsUVunu7s5+cXNzO3nypLikNVZ54MAB8f/OcXV1HTx48D// /JPZahw6dMjX11fxKOpmKSkp5q2SbsktWrQwTSxcuPDHH3+c4QGiV65c6dat G69UpFixYlSDbXXL48eP0y3ctDdKnjx5qLLGxsayJekvGS7GsO1ALwCANGCV sEq1GLUu+Vl0B83HGqwy26Kwyv79+/Pf69WrJy6psMpvvvlGnEtNrF+/fmaU iRIYGHjixAnTdVi6dKmHh0eGD+nZs6enpyf/U2GVdLSKm5kprVu3VijirVu3 /P39zTyE0qFDB+ufwFOnTnl7e5vvsG3btlSPCawSAJ0Cq4RVqsWodcnPglXq AoVV0g2jYMGC/M+NGzfyJc1b5eTJk82bFSMgIEDxiSUfcdbwwQcf8Ac+fvxY XFWXtM8nxbvPMzp37izGUVVWLJA/f35TLZw5c6Y1zx6tpUyZMtas+bp160ia VXqmIc5ydXVlE8+ePaviPwgAcDiwSlilWoxal/wsWKUuUFhlcnLyokWL+J9U Ap8+fcqWNGOV169fz5kzJ5/l5uY2ZcqUCxcuPHr0aM+ePRUqVBAfOHHiRHEF FJr3xhtvfP3116dOnQoPD8+VK5fCzUSrHDduHJ+eL1++Xbt2selXr16tVauW +KiffvqJr6c4vU2bNvzozePHj4tbbGBgoDXP3v79+8UOBw0aRCOSkpKuXLkS EREhzurbt6/4QJytA4CegFXCKv+vvfsAj6La/z+eBilAgpHeO4JAbnIBNVTR wBVFUVAQrygYQLgoRUCRItJEJHQBsaGgiIASLBRB4UoIcAVBkB9iCU2Q/EEk oab+j4wej7ub7GR2d3Z38n49Pj5h5sx8z9mdk/1kd2fGKKuOy/xaVapUkXOt Y8eOpErfZJ8qRShq1qyZXCLCm9aykFTZq1cvdZX6Dqdw9uxZNViGh4f//PMf z7jInOqGDzzwgHrSikiD6pcqA5RU+csvv6g5dvbs2WrFS5cuqZdL7dy5s7Z8 1apV6t4OHDigbjVz5kx1rZ45Mm7cONm+QYMG2sfcUqdOneRaEXTVVaRKwJ+Q KkmVRll1XObXIlX6BftUmX/tlt9ySVhY2E8//ZRfaKqsWLGiXN6yZUv7KkuX LlW3Xblypba8f//+cmFISIj9vcUffvhhdUOZKsUe5MKgoKCMjAybDZ999lnZ oFSpUtppO4sXL1b3dscdd2zfvl1GQZFFUxTyFJtCiF8Xy/4kflZXXbx4sVGj RrJW06ZN1bWkSsCfkCpJlUZZdVzm1yJV+gWHqVIQUcfmV2VBqfK3335Tly9c uNC+igh14eHhss2UKVO05e3atZMLHf6e/Pzzz9Wdy1T5wgsvyIVVq1bdbOfp p59WN9y7d6/YSmTIADuVK1fu06ePiKn2VwEqKpFLv/rqq7feeuupp56qVauW WoVUCfgxUiWp0iirjsv8WuLFWs41UqXPKihVHjlyRD2HZdOmTQWlyp07d6rL RUuHhdQPwR955BFtoXo69pNPPmm/1fHjx9Wdy1TZt2/fgKJYv369tmHbtm0L ahMSEiLWzpkz5/z580V6DH/66afnn3++ZcuWDq9WpCFVAn6MVEmqNMqq4zK/ FqnSLxSUKoXx48fL5SIFDRo0SG0pU+WKFSvU5QcPHnRY6LbbbpNtRHjLv3Yx InXDadOm2W+Vk5MTGBgo28hU2b59ewfRrWDyq55nz57t0aOHuk97UVFRGzZs 0PkAvvHGG6VLl3a4H3U5qRLwruzs7P3792/btk38rWrzFWjnSJWkSqOsOi7z a5Eq/UIhqfLixYvqbTdtLuMjU2VKSoq6/IsvvnBYSMQq2eb+++/XFpYtW1Yu HD58uP1W6enp6s5lquzatatcGB0dfbszn332mbrbI0eOTJ8+PT4+PigoKMCR 0NDQo0ePOn30xNjVgCr2JvY5atSo5cuXp6WlqTmcVAl4y+uvvy5e+8SklpOu fv36M2fOdHiXBMdIlaRKo6w6LvNrkSr9QiGpUhDpyGHoClBS5ZkzZ9Tlr732 mn2VvLw89TJB8uJCLVq0kAvvuece+w1TU1PVnctUKZKbXOjw/CCdfvnll8WL F995553qK45GnvxeCPV7oVFRUfv371fXPvjgg3ItqRIw38mTJ8XsLuiXWJs2 bcRvAF07IlWSKo2y6rjMr6Wmyk6dOpEqfVPhqVIQv3gd/kJWzwEvV66cXN6+ fXv7KqtXr1a3lZ9Hq5ckCg8PT09Pt9nwiSeeUDeUqfLVV1+VCytVqqRzsJkK m7cpzp8/P3nyZLWWnrAXGRkp2/fv399mbfPmzeVaUiVgMvHbTL7kFeSWW27J yspyvi9SJanSKKuOy/xa6okYpEqf5TRV7tmzx+HHxGqqvOeee9RV69atU/cg Ipx6AcyQkJAff/xRWyXipbrhwIED1Q3Fr1D1opQBSqrcvXu3utz+puQjR46s 9icR4S5dupSXl3fdddfJTcaNG2f/aKi35hk8eHDhD53Nye+PPfaYutbmfPNC UqWnX4mA4mnu3LnqHBQvf5MmTdJOrFOXT5gwwfm+SJWkSqOsOi7za5Eq/YLT VJn/96tKSmqqPHTokHoXwtDQ0EWLFp09ezYnJ2fnzp1xcXHqhkOHDpUbigY2 91h89NFHd+3a9fPPPy9dutTmm5wBf7+3zt133y2Xi5bbtm3Tll+4cMHmeuZj x47VVt11111yYWRkZHJyshzvyZMn582bp35J8p133nH66JUpU0a2Dw8PX716 9cWLF69cufLxxx+rV9YKsEuV6rdMY2Nj9T5bAPQRvwfUjxLuu+8++Z6k+LWj /k6rWrWqw997f0OqJFUaZdVxmV+LVOkX9KTK9PR09bQajc19wEeMGGHTQCQ0 m3caA659Wm1z3R6R5QJ0U1OliLIhISHq2mrVqt1yyy02t+MRqVXkW22Tt956 y2aHIhY2atSoQoUK9v08c+aM00dP/V6lJiwszKZXmjp16qgbqvlWqFWr1p13 3infwgXgIvWKZ2JKpqWlqWszMjLUP1ptzuZzgFRJqjTKquMyvxap0i/oSZXC rFmzbGKSTaoUv6XFb1T7NKUSqW/r1q02e87JyXnyyScL2kRkLTWkqalSePnl l20ypI169erZ3K/H5qqbDpUoUUK+81k40ayQwYrf/PKfImMfPnxYbjh16lT7 Tfbt26enKACnXn/9dTmzGjdubN+gW7duskHfvn2d7I5USao0yqrjMr8WqdIv 6EyV2dnZ6v0HA+xSpeadd96Jjo52mLIeffTRQm5eM3/+fPtLiPfo0SMrK0vN jaNHj7bZcM+ePer11aXw8HARVu1P8BQDnD17dp06dRx2UoiPj7f/lmYhli9f bv9J/V133XXmzJnk5GR1YatWreRWly9ftvliQACpEnAf9dMThxnsqaeecjg3 HSNVkiqNsuq4zK9Fqiyezp07t2nTplmzZok//8Xv2HHjxr3//vvq23QFOXr0 6AsvvNCrV6/u3btPnz5dzETnX3a6RiS0rVu3zpkzp0+fPl27dhWvJosXLy78 giFiz59++qmoMmTIkG7dut19992DBw9+6aWXtmzZonecitOnTy9YsCAxMVHE 4JkzZ+7YsUPPViKov/HGG/3797/zzjvFYzVlyhT5ST0AF02aNEm+AN100032 DdT7c9WrV8/J7kiVpEqjrDou82uRKgEAXrFy5Ur5AhQVFSX+9rRpoH5MU7p0 aSe7I1WSKo2y6rjMr1WxYkVSJQDAfN98802AYsaMGepaNXNqLl68WNju9KXK Ll26XPSkPXv2aIUSEhI8WkjauHGjVrFnz55WqqWJjY3VKh47dsxzVaw6LvNr qefVkioBAKbJy8tTv7ocFBQ0fvz4/fv3f/vtt9OmTbM/y8/m2hS29KVKAOYg VQIAzPTFF1/ofIWKiIhwsi9SJeBLSJUAAJMNHDiwoFelunXrqj872ZG+VFm6 dOkbPEneM6JUqVIeLSTVrFlTqxgZGWmlWpqwsDCtYv369T1XxarjMr+WeqEY UiUAwHxvvPFGeHi4micDAwNHjhw5YcIEuaR169ZO9sLZOpytY5RVx2V+Lc7W AQB43enTp9esWTNmzJg+ffpMnDjx0KFDYuHgwYPlK1T37t2d7IJUSao0yqrj Mr8WqRIA4JsSEhLkK5T97RVskSpJlUZZdVzm1yJVAgC84uzZs8mKCxcuqGvF K6B6K1iHdwr7G1IlqdIoq47L/FqkSgCAV5w+fTpAMWXKFHXtkCFD5KqyZcte uXLFye5IlaRKo6w6LvNrcW8dAIC3NGzYUL4GRUVFPffcc7t37/7iiy/69++v Bs5nnnnG+b5IlaRKo6w6LvNrkSoBAN6yaNGiAGcqV66cnp7ufF+kSlKlUVYd l/m1SJUAAC966KGHComUYWFh4hVf145IlaRKo6w6LvNrkSoBAF509erVadOm lSlTxj5S3nDDDXv37tW7I1IlqdIoq47L/FqkShTis88+m3nNunXrtCW7du2a qdCuKQc/tWbNGvXZdHKTZbhVcnKy9rBv2bLF233xCadOnVq0aNETTzzRsWPH rl27DhkyZNOmTbm5uUXYBamSVGmUVcdlfi1SJQryyy+/REZGasfGp59+qi2c OnWq+k7Cu+++691OqjIzM+Pj4+OuSUtL87ueHD16tHnz5nGKVatWebKb+Xff fbf6bP70008eLVckvvNs6nT16lXxqzvOmX379mntV6xYoT3s5cqV+/XXX73b eYsgVZIqjbLquMyvRapEQXr37q0dGOKlUC705VSZlJQkOyZ+sftdT+67776A v1u4cKFH++nLqdJ3nk2dDhw4EKBDSkqK1j43N7dBgwbawkGDBnm38xZBqiRV GmXVcZlfi1QJh7Zt2xYYGKgdGKtXr5bLfTZVJicnR0RE+EIOMdaTDRs22CeQ YpsqfefZ1G/lypUFBMm/kaky/9rNr7WFQUFBe/bs8WLnLYJUSao0yqrjMr8W qRIOxcbGakdF48aN8/Ly5HIfTJXiZToxMTE4OFjtmFdyiOGeXL16Vb1qn1QM U6XvPJtFNXHiRPtn0J6aKrOysmrUqKEtb9OmjRc7bxGkSlKlUVYdl/m1Kleu LOdax44dSZUQNm7cKI+Kl19+WV3lO6myb9++IonJb37aMDOHuN6TadOmaY3L ly+vblt8UqXvPJuGPfjgg1pvxS/wHQXLzMxUt1InVGpqqrc6bxGkSlKlUVYd l/m1SJWw17lzZ+2QCA0NtTmPwHdSZUxMjMMEYn4OcbEnx48fL1WqlNZ4yZIl 6rbFJ1X6zrNpmHx7v1+/fvq3Es9+UFCQtmGPHj08171igVRJqjTKquMyvxap EjYOHTokv1HZvXt3m7WkSrf3RGQJ+WifOnVK3ZZUaf6zaUxeXp78ImhSUlKR tk1ISNA2DAkJOXbsmId6WCyQKkmVRll1XObXIlXCxqhRo+QhsXbtWpu1vpMq U1NTNyhGjx7trRziSk82b96sNStduvSJEyeKbar0nWfTmLS0NNnbjz/+ODc3 98CBA6tWrVqzZs3x48cL33bZsmVy20mTJpnTYWsiVZIqjbLquMyvRaqEjbi4 OO14CAoKysjIsFnrO6nSxvLly30kh+jvSVZWVuPGjbVm2htcxTZV2vCdZ1On Tz/9VPZ20aJFNm+9VqxYUSwsaFv1SW/Xrp2JvbYcUiWp0iirjsv8WlWqVJFz jVSJs2fPym95NWvWzL6BgVSZnp5eyMkL9i5dumSg576TQ/T3ZMaMGVqbpk2b Zmdn5/tJqtyzZ4/+Z/Pw4cMGOuY7z6ZO6tU1CyLCjP2faZpatWppbUqWLGns +MfvSJWkSqOsOi7za5EqoVq9erU8HgYMGGDfwECqfPXVV52+4Kr2799voOe+ k0N09uTkyZPajY8DAwO3bdumLfSLVFm1alX9z2a3bt0MdMx3nk2dEhMT9Twa Tz75pMPN5fnjwsaNG03uvHWQKkmVRll1XObXIlVCJS9xI8yaNcu+AanSXT15 6KGHtAZ9+/aVC0mVGt95NnVq3bq17G1wcPCIESPWr18v8uGoUaNCQkLkKvHz gQMH7DdXr3U5f/588/tvEaRKUqVRVh2X+bVIlVANHz5cHg9Lliyxb2DJVPnA Aw8U1Jn09HRP9GTr1q3a2ujoaHWakyo1vvNs6tSkSZPKf7J51tasWaP2oXfv 3vabz5s3TzZ47rnnPNRJf3H8+HExQb7//vusrKyibUmqJFUaZdVxmV9LfYFI SEggVRZzDz/8sDwekpOT7RsYSJVitiYWxYkTJwz03HdyiNOe5OTkNG3aVFu7 ePFidZVfpMoRI0bofzYXLFhgoGO+82y6Rdu2bWUfYmNj7Ruop4Fb7J7gmZmZ 8fHxcdekpaUV0nLXrl3iuatevbp8KMqVKzdkyJAivA6SKkmVRll1XObXIlVC pcaMzZs32zew5DngJqfK1NRUubZly5Y3K+QJ+JratWuLhepH5EU1YcKEexXn zp1T11ryHHAfTJXPPvus7EN4eLh6C1SN+AtONujVq5dXOukh6nlMhTyPK1eu FI+Mw2etSpUqeu86RKokVRpl1XGZX4tUCVXv3r3l8bBmzRr7BqRK13uSkpJS UDmHRPIsah8keYVtzalTp9S1pEpzLFiwoPBuWPW9SpGW5cXhC3keZ8+eLe+8 4FC5cuWOHDnivB6pklRplFXHZX6tatWqyblGqsRTTz0lj4c333zTvoElU6WI ee8V4MqVK27viZmpUryuqbuy+XZBly5d1LXWSJXufTbdYty4cXIsUVFR9g2s 971K8SwkJiYGBwc7fR5/+OGHkiVLyjZly5Z97LHHZs6cedttt6nbdu7c2XlV UiWp0iirjsv8WqRKqNRzwMUvdvsGBlLl7t27JxTF6dOnDfTcd84adtqTHTt2 lC6AvCG4JjQ0VCxs37694c4MGDBA3aF4LuSqvLw89aOKoKAgnVdKTEpK0v9s rlixwkC3fefZ1GP8+PHyGaxUqVJmZqZNA/Ud41atWtnvwTLngPft27dhw4aR kZEBjjh8HgcNGiQbiBQqZodcpX50Ihw8eNBJeVIlqdIoq47L/FrqV6NJlfjw ww/l8dCvXz/7BpY8B9y9XOmJ07N1evbs2eVPer5vaXN17jFjxshVX375pbqq fv36Ojvp4+eAm2/VqlVqb21OUNq4caO61uEH3L169ZIN/Pp6lQbu566+Bj3x xBPqqosXL6p/Z7300ktOypMqSZVGWXVc5tdSZ/Ttt99Oqizmfv31V3lvnSZN mtg3IFV6tCdOU6X6LlCNGjWc7vCzzz5TdxgYGPjII4/MnTu3e/fuoaGh6iqx RGcnSZU2Tpw4IWeNcN111w0cOFA88tu3b3/++efVj3fDw8N/+OEH+z3Url1b a+Dv99Ypaqr88ccf1QYfffSRTQP1c/C77rrLSXlSJanSKKuOy/xapErYkIef eKE8f/68zVpSpUd74vZUKdx5551OH3MRZvbt26ezk6RKe6NHj9bzaEyfPt1+ 219++UU28Pf7gKempm5Q2Dws9s/j+vXr1Qb2n3E//vjjcm3Dhg2dlCdVkiqN suq4zK9FqoSNp59+Wh4SH374oc1aA6kyLS1tVVHYR1k9fCeH+FqqPHnyZPny 5QMKJZ5W/Z385JNP9D+beq8J83e+82zqlJ2dHR8fX/iDfP/99+fk5Nhv+847 78g2kyZNMr/znuP0eXz55ZfVBvYvec8995xcGxYWZn9Rpr8hVZIqjbLquMyv JV6Y5FwjVUI4fPiwvMpH165dbdZa8hxw3+mJJ1Jl/rV3w/r06ePw4i116tRZ uXKl/h6aw3eeTf2uXLkiZkfp0qXtH+RKlSqtXr26oA07deqkNQsJCTl+/LiZ ffY0p8/j5MmT1QaXL1+2aTBnzhy1wYULFwqrpy9VAjAHqRKau+66SzskSpQo YcKfNiiqdevWiWenUaNGRdpq3759IqYOGTJEPL+PPfbYCy+88MEHH1y9etVD nSyexN8Fy5YtGzNmTLdu3Xr37j1jxowNGzYU8va7+p3Mnj17mtlVEzhNler1 4YODg+33sGjRInUPTn4dkSoBX0KqhGbTpk3yqJg7d663uwNb2mVFXbniEHyE ei0v9aI61uA0VQ4bNkyuLVOmjP0eXn/9dXUPx44dK6yevlQZHh5ew5MqV66s FQoLC/NoIalixYpaxVKlSlmplkae71atWjXPVbHquMyvpV6l9rbbbiNVQiO/ htGgQYPc3Fxvdwd/OXPmjHhSxFMzceJEb/cFLsnKyqpZs6Y20dq2bevt7rif 01Q5cuRIuTY0NNR+DwsXLlT3cPLkycLq8b1KvldplFXHZX4t+TuNVAnV9u3b 5dfwjF3IGp4wc+bMsmXLiiclLi7OW3eKgbu8+eab2hQTf93v3bvX291xP6ep Uj0ZR8jOzrZp8NJLL6kNfvvtt8LqkSpJlUZZdVzm16pVqxapEg49+uij2oER ExPj7b7gD9rZOvHx8Wlpad7uC1ySm5urvecsDB482Nvd8QinqXL69Olqg3Pn ztk0cBo7/4ZUSao0yqrjMr8WqRIFOX36dFRUlHZs2F+dGF4hXoW3bNni7V7A Dd577z1tcpUvX94+TVmD01QpHwSN/dcmhwwZItdWqlTJST1SJanSKKuOy/xa 8p4OQocOHUiVUG3evHnONRs2bPB2XwBLEX+paZNLvJx5uy+e4jRV7ty5U22w detWmwb33HOPXNumTRsn9UiVpEqjrDou82uRKgEAnuA0VV66dEm9c6jNnb7z 8vKqVasm19rcJdwBUiWp0iirjsv8WnXq1CFVAgDcTs/V7Nu3by8b1KhRIz09 Xa6yOVXH+ScmpEpSpVFWHZf5tUiVAABP0JMqly1bprZp0aKF2GrHjh1jx46V F9kTqlev7vyK/aRKUqVRVh2X+bXq1q1LqgQAuJ2eVJmdnR0bGxvgjAifzuuR KkmVRll1XObXIlUCADxB5/3cjx49WqlSgXdUDA4OXrhwoa56pEpSpVFWHZf5 terVqyfn2q233kqqBAC4hc5UmX/t/umdOnWyj5SRkZHr16/XW49USao0yqrj Mr8WqRIA4Av27ds3duzYXr163XfffS+88MIXX3xx4cKFImxPqiRVGmXVcZlf q379+qRKOJSZmTnzT/JGabt27ZqpOHTokHc7aRlisotfa/v37y/ay6hrTp8+ rT6bRXhTyMMyMjLEQyEekLNnz3q7Lx6Rnp6uPeazZs3izptuQ6okVRpl1XGZ X4tUiYKMGjVKOzBatmwpF06dOjVA8e6773qxhzbmz58fd83o0aO93Re9jh8/ 3rNnz6pVq8qHtGTJkmKJOXeF3rNnj/ps9u7d24SihduyZUuXLl1CQkJkr+rU qfPggw969w6VBg6to0ePNm/ePE6xatUquTYvL69x48baACdNmuSZXhc/pEpS pVFWHZf5teSNaIX27duTKqE5dOhQiRIltAMjOTlZLvfZVHnp0qUKFSpoverR o4e3u6PL22+/XbZs2QBHQkNDX3/9dU93wKdSpQhaIrMFBgY6fECuv/76TZs2 eaVjxg6t++67z2YINqecLF26VFseHh5+5MgRD3S8+CFVkiqNsuq4zK/VsGFD OddIlZASEhK0o6JZs2bi5V4u981UmZmZKX6By175Rapcs2aNw/gkiXy1du1a j/bBp1KlzaFlLzg4eN26dSb3ytihtWHDBvv+26TKnJwceblgT+ec4oJUSao0 yqrjMr8WqRL21MDz3nvvqat8LVX++uuvL7/8cqNGjdRe+X6qvHDhQo0aNWSH Q0ND+/fvP3v2bPH/iIgIufy6664TA/RcN3wnVX777bdBQUGyJ9WqVZswYcK8 efO6d+8u3zMX/vGPf5jWJcOH1tWrV9Xfq5L95XFeeeUVuXbz5s2eGUdxQqok VRpl1XGZX+uGG26Qc61du3akSgjx8fHaIVG5cuWcnBx1lY+kypSUlObNm1et WjU4ONj+5dv3U+XEiRNlb0Vq2r59u1z1zTffiDAp1y5atMhz3fCdVDl06FDZ jerVq2dkZMhVkydPVjt58uRJj/bE9UNr2rRpWuPy5cur29qnysuXL0dFRWlr O3Xq5JkBFSekSlKlUVYdl/m1SJWwsWvXLnlIjBw50matj6TKDz/80P4Vv0gv /d51xx13yN4mJibarJ0yZYpc26pVK891w0dS5dWrV6+//nrZjVdeeUVdK/6u efvtt9/8k6dTpYuH1vHjx0uVKqU1XrJkibqtw0t59+/fXzY4ePCgZ8ZUbJAq SZVGWXVc5tdSP98hVULo1auXPCQOHDhgs5ZU6RbVq1eXvX3//fdt1u7fv18d ztGjRz3UDR9JlStWrJB9qFq1alZWlle6oXHx0BINtJbdu3c/deqUuq3DVJmS kiIbiITpmTEVG6RKUqVRVh2X+bVIlVCdP39efo0tLi7OvoGPpMr09PQNf1et WjX9L/3elZmZqT6GO3bsKLzBZ5995qGe+Eiq7Nevn+xD165dvdIHyZVDa/Pm zVqz0qVLnzhxQk+qzFduRREREcG1K11CqiRVGmXVcZlfS14zTWjbti2psphb u3atPB7sP/7O95lUaU89P8LHU2VOTk7JkiVlb+3Paz527Jj6IC9btsxDPfGR VHnrrbfKPvTv3z8vL2/evHkdO3asUKFCdHT07bffPnbs2HPnznmlb/m6D62s rCz56zQpKSn/2l0I9aTKAQMGyDZffPGFh0ZRLJAqSZVGWXVc5te68cYbSZWQ hgwZIo+HDz74wL6BgVSZnp6+oyguXbpkoOd+lCrz/z7vXnjhBZu14pFXH+QZ M2Z4qBvGUqXYSv+zefjwYac7lBfY0fqgfulUqlmzZkpKissjNkLnoSWeJq1N 06ZNs7Oz83WnSvXrlyI/e2oYxQGpklRplFXHZX6tJk2ayLlGqoR4QZTHg3hN tG9gIFW++uqr9iGhEPv37zfQc/9KleolsitXrpyZmSlXZWVlxcbGqg+IwzeN 3cJYqlTvBORUt27dnO6wYsWKenZVsmTJ77//3uVBF5meQ+vkyZNlypQJuHaV 0W3btmkLdabK7777TraJj4/31DCKA1IlqdIoq47L/FpqimjTpg2pspgLCwvT DoaoqCiHDUiVbmFzCXQxDT/99NNjx45t3Ljx5ptvtnlAhg0b5qFu+Eiq1PKY qkaNGo8++qjoj/qdRqFLly4uD7rI9BxaDz30kNagb9++cqHOVJmXlyevYlSu XDmPjMF7xF9MIipr96zUf9tNg3dfJVWSKo2y6rjMr0WqhJSRkSEPhlq1ajls Y8lU+cADDxTUmfT0dAOd0aNdu3Y6H5Dp06d7qA8+kirVC78HXHvRv3jxorZK HJM2H4jv3r278L0dPHiwoM4MGjRIzwBtOD20tm7dqq2Njo5Wf2nrTJWCvLBS UFBQbm6ugU76rKSkJPkIiLilZxPjd18lVZIqjbLquMyv1axZMznXSJXF3I8/ /igPhtjYWIdtDKRKMVsTi+LEiRMGOu93qfKbb74p6JPfKlWqyDeNhaVLl3qo D8ZS5YgRI/Q/mwsWLHC6Q/VilVFRUWfPnlXXiuNBfTRee+21wvdmcqrMycmR f5svXrxYXaU/VcrTwD16yJkvOTlZ/ZNBT6p06e6rpEpSpVFWHZf5tdRU2bp1 a1JlcaZmjN//xHDEkueAeyVV5l9LHe3bt7epWLt27f3796s3dtm0aZPhEocO HbpXYRNsfOQccPVj7p49e9o3UN/Xfeqppwrfm8mpMjU1Va5t2bLlzYq4uDib Z1YsVD8il9Rv0uo5v8n3paSkiL8pbO5PVHiqdMPdV0mVpEqjrDou82vFxMTI uUaqLOZ++ukneTAUdMNlUqV75ebm7tq1S7yYipfgoUOHLlu2LCsr68yZM2of 7K9Fr596kW1hwIAB6lofSZUtWrSQfXB4EvQjjzwiG/Tq1avwvZmcKm0eYadE 8rQvYZn3KkVmFg9XZGSkw7E7TJXuvPsqqZJUaZRVx2V+LREe5FwjVRZz6sW3 a9as6bCNJVOleF17rwBeuSq1GlRKlChx4cIFw7vasWOH+nzZ3B1y9+7d6lpv pUp5PxrhP//5j30D9SPRcePGFb638+fPF/RsfvXVVwa6Z0KqtMz3KtW3Kew5 TJXuvE8WqZJUaZRVx2V+LTVV/n7HYVJl8Sa/wBYZGemwgYFUKaLLhKI4ffq0 gZ771zngIook/8n+9BP1qqEFfRVBJ5uv9tmcQ7148WJ1rc7zbZOSkvQ/mytW rHC6wwULFsg+NG/e3GbtpUuXypcvLxssX75c//DdovBDS+T20gWQNwTXhIaG ioXt27e32UNeXl5ISIjWxt/PASdV5pMq3Y1U6V+11O/zkCqhvij8/LODZ9yS 54Cbb9CgQbK3119/fUZGhlz1ww8/qGevvPjii+qGPXv27PInh9/Qs6d+HCl+ Vs+Fue2229RH/p133tGzQ7efA/7rr7+q5+PYBNHx48erO3Tl+wDGGD60dJ6t c/jwYdnG369XmZqaqt7sUvydoj4CDlOlO+++SqokVRpl1XGZX0v9PjmpEsOG DZPHw6pVq+wbkCrdYvny5eqQExISxBLxYrRkyZIaNWrI5RERETYnRKsRUbTU U0vMa7VW3bp1J0+ePGHChAYNGtg88joDm9tTZf7fPwQPCQkZN27cjh07tmzZ ot4iXOjcubOevbmXp1PlW2+9Jds4/Xzfv9gc5zqvLGR8LpMqSZVGWXVc5tdS U+XvfyaTKou3jz76SB4PDk+2JVW6RUZGRv369Z0+FJMmTbLZ0ECqTE1NdXge hA2HJ1875IlUuXv37qioqMJ3VbJkSa+cH+3pVPn444/LNha7Dzip0qOFJFKl 66w6Li/WCiBV4tqZDiVKlNCOh5iYGPsGBlJlWlraqqIQfTDQc/9KlcK+ffvC w8MLzlABd911l/2JGwZSpTBmzJhCCgVcu2ukzZuihfjkk0/0P5si0+rc7Z49 e+S1r+2Jw1LPpS89wdOpUv59UapUKa+cHeY5vpkq69atO9STevfurRWqWbOm RwtJ999/v1bxhhtusFItjfy1MGDAAM9Vseq4vFhLuOWWW0iVEH+pyUNCJB+b tZY8B9xb9u7d6/AOOyEhIc8880x2drb9JsZSpSACnniNs68VFBT02GOPObzn u/kOHz6sXmNHErnrf//7n7d65dFUqV7u8vHHH3dfr32Cb6ZKAOYgVUIQL9/y kPDcHaghbdiwYdKkST179rz99tsfeeSRpKSkX375pfBN1q1bJ56dRo0aFanQ pUuXRLYUtR566KF777135MiRr7zyyrfffutC390vNzd3/fr1w4cP79atm3hM pk+fvmnTJtFzb/fLUwYMGKDNtcDAQJ2hy4+QKoHi7OabbyZVQmjdurV2SFSo UMHhO2bwrqeeeko8O/bXqIF/uXz5ctmyZbW5Ztp38Mzkm6nypptu+sCT5s6d qxWKjY31aCFp8uTJWsW2bdtaqZamTp06WsUlS5Z4ropVx2V+LfXzJlIlNGvX rpVHheduQg1jzpw5o52+PXHiRG/3BS5Rrxf6+eefe7s77uebqZKzdfylloaz dfyrlvirjVQJe506ddKOisaNG+fl5Xm7O/jDzJkztXe34uLiLHZmR3GTk5Mj 30DQeaa83yFVerSQRKp0nVXHZX4tkSTlXBMJk1QJzXfffVeyZEntwPjggw+8 3R38QTtbJz4+Pi0tzdt9gUuWLl2qza+IiIijR496uzseQar0aCGJVOk6q47L /Fq33HILqRIOPfPMM9qBYX8TPXjL9OnTt2zZ4u1ewFV5eXmNGzfW5teUKVO8 3R1PIVV6tJBEqnSdVcdlfi1SJQpy4cKFOX/67bffvN0dwDrE73ZtZs2dO9fC 32QgVXq0kESqdJ1Vx2V+rfj4eFIlAMDtSJUeLSSRKl1n1XGZX0u9R3DLli1J lQAAtyBVerSQRKp0nVXHZX4teWVCUiUAwI1IlR4tJJEqXWfVcZlfi1QJAPAE UqVHC0mkStdZdVzm12rTpo2cay1atCBVAgD8EqmSVGmUVcdlfq22bduSKgEA fo9USao0yqrjMr9Wu3bt5Fz7/bKEpEoAgD8iVZIqjbLquMyv1b59e1IlAMDv kSpJlUZZdVzm17r11lvlXBN1SZUAAL9EqiRVGmXVcZlfq0OHDqRKAIDfI1WS Ko2y6rjMr3XbbbfJuRYXF0eqBAD4JVIlqdIoq47L/FqkSgCAFZAqSZVGWXVc 5te6/fbbSZUAAL9HqiRVGmXVcZlfKyEhQc612NhYUiUAwC+RKkmVRll1XObX 6tixI6kSAOD3SJWkSqOsOi7za3Xq1EnOtX/84x+kSgCAXyJVkiqNsuq4zK8l DntSJQDA75EqSZVGWXVc5te644475FyLiYkhVQIAvCUrK+vgwYNffvnl6dOn i7wxqZJUaZRVx2V+rc6dO5MqAQCekJmZGR8fH3dNWlpaQc3y8vIWLVrUqFGj EiVKyJek6OhoEcy+/vprvcVIlaRKo6w6LvNrkSoBAB6SlJQkX2JE3HLY5siR I61btw4oQHBw8KBBg7KyspwXI1WSKo2y6rjMr3XnnXfKudasWTNSJQDALZKT kyMiIpymyvbt2xcUKaWxY8c6r0eqJFUaZdVxmV/rrrvuIlUCANwoJSUlMTEx ODhYTYYOU+Xbb7+ttqlQocJTTz01e/bsRx99VN1c/Lxz504nVUmVpEqjrDou 82t16dJFzrWmTZuSKgEAxvTt27dhw4aRkZEO3m0sIFXK1zuhatWqP//81wvN +vXr1c3Fzp2UJ1WSKo2y6rjMr3X33XeTKgEArouJiXGYJwtKlXl5eaVKlZIN 5syZY9NAvfZd8+bNnZQnVZIqjbLquMyvdc8998i51qRJE1IlAMCYoqbKY8eO qQ3sP+N+9tln5dqwsLCcnJzCypMqSZVGWXVc5tfq2rUrqRIA4LrU1NQNitGj RxeeKlNSUtQGJ06csGkwYcIEuTY4OJhU6RCp0nVWHZf5tcT8IlUCANxu+fLl hafKK1eufK+wD43iJV5uXr16dSf19KXKLl26XPSkPXv2aIUSEhI8WkjauHGj VrFnz55WqqWJjY3VKh47dsxzVaw6LvNrqd+rvPHGG0mVAAC3cJoqC3f06NGw sDC5ubvO1gFgDlIlAMBdXEmVmZmZbdu2ldsGBgZ+++23TrYhVQK+pHHjxqRK AIBbGE6VZ8+evemmm9Rtk5KSnG+mL1WWLl36Bk+qXbu2VqhUqVIeLSTVrFlT qxgZGWmlWhr5fnX9+vU9V8Wq4zK/VpkyZUiVAAC3M5Yqd+7cWatWLXXD4cOH 66rH2TqcrWOUVcdlfq0HHnhAzrVGjRqRKgEAbmEgVc6cObNEiRJyk5CQkPnz 5+utR6okVRpl1XGZX6tHjx6kSgCA2xUpVZ4/f169JolQsWLFrVu3FqEeqZJU aZRVx2V+rZ49e8q5dsMNN5AqAQBuoT9VHjx4sGHDhmrjDh06nDp1qmj1SJWk SqOsOi7za/Xq1UvONTGpSZUAALfQmSp//PHH6OhoteXTTz+dm5tb5HqkSlKl UVYdl/m1HnroIVIlAMDt9KTKzMzMJk2aqM0WLFhgsB6pklRplFXHZX4t9c4F DRo0IFUCANxCT6qcOnWq2qZPnz5ZBXNSj1RJqjTKquMyv9bDDz9MqgQAuJ3T VJmXlyev7uhUWFiYk3qkSlKlUVYdl/m1evfuLeda/fr1SZUAALdwmirlLbNJ la4gVbrOquMyv9YjjzxCqgQAuJ3TVPn++++TKl1HqnSdVcdlfq1HH31UzrV6 9eqRKgEAbuE0VU6bNo1U6TpSpeusOi7za/Xp04dUCQDwe6RKUqVRVh2X+bX6 9u0r51rdugVHSlIlAMCXkSpJlUZZdVzm10pMTJRzrU6dOqRKAIBfIlWSKo2y 6rjMr9WvXz9SJQDA75EqSZVGWXVc5tfq37+/nGu1a9cmVQIA/BKpklRplFXH ZX6tAQMGkCoBAH6PVEmqNMqq4zK/1uOPP06qBAD4PVIlqdIoq47L/FoDBw6U c61WrVqkSgCAXyJVkiqNsuq4zK81aNAgUiUAwO+RKkmVRll1XObX+s9//iPn Ws2aNUmVAAC/RKokVRpl1XGZX2vw4MGkSgCA3yNVkiqNsuq4zK/15JNPyrlW o0YNUiUAwC+RKkmVRll1XObXGjJkiJxr1atXJ1UCALwlJyfnwIED27dvT09P L/LGpEpSpVFWHZf5tYYOHUqqBAB4QmZmZnx8fNw1aWlpBTXLysoaO3Zs8+bN w8LC5EtS2bJle/fuffToUb3FSJWkSqOsOi7zaw0bNkzOtWrVqpEqAQDukpSU JF9iRNxy2ObIkSMtW7YMKEBoaOiCBQt0FSNVkiqNsuq4zK81fPhwUiUAwO2S k5MjIiIKT5UnT5687rrrCoqUmpCQkJSUFOf1SJWkSqOsOi7za40YMULOtapV q5IqAQAuEiEwMTExODhYDYcOU6X6LSyhdevWkydPnjNnTocOHdTljRo1cl6V VEmqNMqq4zK/1siRI+Vcq1KlCqkSAGBM3759GzZsGBkZaftuYwGpMi8vr1Sp UrJBjx49xBK5Nj4+Xt387NmzTsqTKkmVRll1XObXGjVqFKkSAOC6mJgYh3my oFR58uRJtYHNiTlz585V127cuNFJeVIlqdIoq47L/FpPP/20nGuVK1cmVQIA jClqqkxNTZVrw8LCbNb+73//UzcX/3RSnlRJqjTKquMyv9YzzzxDqgQAuE6k xA2K0aNHF54qf/7557f+tGLFCpu1y5cvl9uWLVs2NzfXSXlSJanSKKuOy/xa zz77rJxrlSpVIlUCANxCjYUOU2UhLl++3LRpU7ltz549nW9DqiRVGmXVcZlf a8yYMXKuVaxYkVQJAHALA6ny2LFjH3/88YwZM2rVqiU3bNCgwZkzZ5zXI1WS Ko2y6rjMrzV27FhSJQDA7QykSvXjM0379u1/++03XfX0pUqRV/t70gMPPKAV qlatmkcLSV26dNEq1qtXz0q1NOXKldMq9u7d23NVrDou82vFxcXJuVahQgVS JQDALdySKkuWLDl27NisrCzn9fSlSgDmIFUCANzFQKqcP39+s2bN5FsrUs+e PdVLWTpGqgR8Sfny5UmVAAC3cOVsnY8//rhSpb9FwTfeeMPJNvpSZXx8/HpP evXVV7VC//znPz1aSJoxY4ZWsUOHDlaqpalXr55WccWKFZ6rYtVxmV/r4Ycf JlUCANzOlVQppKenh4eHy83j4uKcbMDZOpytY5RVx2V+rUmTJsm5Vq5cOVIl AMAtXEyVgjyHIuDaFyydfAhOqiRVGmXVcZlfa/LkyXKuXX/99aRKAIBbOE2V 77777j1/6t+/v/0epk2bpu4hIyOjsHqkSlKlUVYdl/m1pkyZQqoEALid01T5 zjvvyLVBQUEXLlywafDYY4/JBlWqVHFSj1RJqjTKquMyv9bUqVPlXIuOjiZV AgDcwmmqPHDggNpgypQp6trvv/9e/V5l586dndQjVZIqjbLquMyvpX6+cN11 15EqAQBu4TRVZmdnV69eXTYIDg4eNmzYl19+uW/fvoULF5YvX17dPCkpyUk9 UiWp0iirjsv8Wi+++CKpEgDgdnrO1lm3bl2ADi1bthQR1Ek9UiWp0iirjsv8 WtOnT5dzrWzZsqRKAIBb6DwHfNCgQYVHyujo6MOHDzuvR6okVRpl1XGZX+ul l14iVQIA3E7/lYVWrVpVtWpV+zwZHBw8cODAM2fO6KpHqiRVGmXVcZlfKykp Sc61qKgoUiUAwHyZmZlr1qyZOnWqeFm/7777nn322bfffvu7774rwi5IlaRK o6w6LvNrzZo1S861yMhIUiUAwC+RKkmVRll1XObXmj17tpxrZcqUIVUCAPwS qZJUaZRVx2V+rTlz5pAqAQB+j1RJqjTKquMyv9bcuXPlXCtdujSpEgDgl0iV pEqjrDou82vNnz9fzrVSpUqRKgEAfolUSao0yqrjMr/Wyy+/TKoEAPg9UiWp 0iirjsv8WgsWLCBVAgD8HqmSVGmUVcdlfq1FixbJuRYREUGqBAD4JVIlqdIo q47L/FqvvPKKnGvh4eGkSgCAXyJVkiqNsuq4zK+1ePFiUiUAwO+RKkmVRll1 XObXeu211+RcCwsLI1UCAPwSqZJUaZRVx2V+rddff13OtdDQUFIlAMAvkSpJ lUZZdVzm13rjjTdIlQAAv0eqJFUaZdVxmV9ryZIlcq6VLFmSVAkAcJfMzMz4 +Pi4a9LS0nRuNXbs2DhFQkKCrs1IlaRKo6w6LvNrvfXWW3KulShRglQJAHCX pKQk+RIj4paeTb7++uvg4OAARcWKFXUVI1WSKo2y6rjMr7V06VI510JCQkiV AAC3SE5OjoiIKFKqzMvLa9WqVcDfkSoLR6p0nVXHZX6tZcuWkSoBAG6UkpKS mJho85ajnlSpfnxGqtSJVOk6q47L/FrvvPOOnGviNwCpEgBgTN++fRs2bBgZ GWmfDPWkyt9++00ESK1x+fLlSZU6kSpdZ9VxmV9r+fLlcq4FBQWRKgEAxsTE xDjMkzpT5ZAhQ7SW8fHx/fv3J1XqRKp0nVXHZX6t9957j1QJAHCdK6nym2++ CQkJCbj2qdnevXsHDBhAqtSJVOk6q47L/Frvv/++nGuBgYGkSgCAMampqRsU o0eP1p8q27VrpzUbNmyY+CepUj9SpeusOi7za61cuVKd9aRKAIBbqN+wKjxV ym/4V6lSJSMjI9+TqbJz587/z5O2b9+uFerQoYNHC0lr167VKnbv3t1KtTTy DfBDhw55ropVx2V+LfXeOqRKAIC76EyVIkaKMKm1WbFihbbQc6kSgGlIlQAA t9CZKkeMGKE16Nixo1xIqgQsIG9BHVIlAMB1elLlwYMHS5QoIdaGhoYePnxY Lvdcqixbtuw/PenGG2/UCkVGRnq0kNSgQQOtYnR0tJVqaeSF9GNiYjxXxarj Mr9W3bp11Vmf8zKpEgDgBnpSZYcOHbS148ePV5dzto5+nK3jOquOy/xa8huq muz5pEoAgBs4TZUrVqzQVtWtW/fy5cvqKlKlfqRK11l1XObX+vjjj9VZf3Ue qRIA4AZOU2WnTp20VVWqVLn57ypUqCA3LFGihLZw+/bthdUjVZIqjbLquMyv 9cknn6iz/spcUiUAwA2cpsqEhISAovj0008Lq0eqJFUaZdVxmV9LTFJ1zl6a U5tUCQBwHanSo4UkUqXrrDou82utX79enbMXSZUAAHdwmirvvvvu0gXQTgzX BAYGags3bNhQWD1SJanSKKuOy/xaGzduVGd95ixSJQDADfTfW8ceZ+voR6p0 nVXHZX6tzz77TJ31GaRKAIA7kCo9WkgiVbrOquMyv9bmzZvVWf/bzFqkSgCA 60iVHi0kkSpdZ9VxmV/r888/V2f9uSRSJQDADUiVHi0kkSpdZ9VxmV9ry5Yt 6qw/O4NUCQBwA1KlRwtJpErXWXVc5tfaunWrOuvPvESqBAD4IVIlqdIoq47L /FpffvmlmirTp5MqAQB+iFRJqjTKquMyv9a2bdvUVHn6xZqkSgCA/yFVkiqN suq4zK+1fft2NVWemkaqBAD4IVIlqdIoq47L/FqpqalqqjxJqgQA+CNSJanS KKuOy/xaO3fuVFPliRdIlQAAP0SqJFUaZdVxmV9r165daqo8PpVUCQDwQ6RK UqVRVh2X+bW++uorNVUenVKDVAkA8D+kSlKlUVYdl/m1du/erabKI5NJlQAA P0SqJFUaZdVxmV/r66+/VlPlT5NIlQAAP0SqJFUaZdVxmV9r3759aqr8YSKp EgDgh0iVpEqjrDou82t98803aqr8/nlSJQDAD5EqSZVGWXVc5tc6cOCAmiq/ m1CdVAkA8D+kSlKlUVYdl/m1vv32WzVVHnqOVAkAcI/MzMz4+Pi4a9LS0hy2 uXr1qnjVi3Nm3759ToqRKkmVRll1XObXkse/5uB4UiUAwD2SkpLk64t4uXHY xuYjs4KkpKQ4KUaqJFUaZdVxmV/r0KFD6rT9llQJAHCH5OTkiIgIp6ly5cqV pEpXkCpdZ9VxmV/r8OHD6rTdP7YaqRIA4AqRABMTE4ODg9XXl4JS5cSJE0mV riBVus6q4zK/1g8//KBO231jSJUAACP69u3bsGHDyMhIh7GwoFT54IMPag3E a9+OgmVmZjopT6okVRpl1XGZX+unn35SZ/1eUiUAwJCYmBiHebLwVBkbG6s1 6Nevn0vlSZWkSqOsOi7za6Wlpamzfs9oUiUAwAgDqTIvL09+9zIpKcml8qRK UqVRVh2X+bWOHj2qzvrdpEoAgCGpqakbFKNHj3aaKtV3Nj7++OPc3NwDBw6s WrVqzZo1x48fL1p5UiWp0iirjsv8WseOHVNn/f+eqUqqBAC4bvny5U5T5aef fiobLFq0yObdzooVK4qFeuuRKkmVRll1XObXOnHihDqFdz5NqgQAuIGeVKle 0LIgIgdmZGQ4r0eqJFUaZdVxmV/r559/VifvjlGkSgCAG+hJlYmJiU5TpfDk k086r6cvVVavXv3fntSlSxetUOXKlT1aSOrYsaNWsXbt2laqpYmOjtYqdu/e 3XNVrDou82t169ZNnbnbR5IqAQBuoCdVtm7dWjYIDg4eMWLE+vXrN27cOGrU qJCQELlK/HzgwAEn9fSlSgCm2TaiCqkSAOA6PamySZMmlf+0cOFCddWaNWvU zXv37u2kHqkSpisdMCQwIMJ5u+Lqy6dIlQAAN9CTKgvXtm1buXlsbKyT1vpS ZZs2bf7rSUuXLtUKtWzZ0qOFpHnz5mkVO3bsaKVamgYNGmgV165d67kqxsb1 0ZrUemE5Tw/60UBFc8Zlfq2PPvpInfVbh5MqAQBu4HqqfPbZZ+Xm4eHheXl5 hbX2jbN1rly5svuaH374waOFpMzMzK+uSUtLs1ItzcGDB7WK2dnZnqtibFzj nsivHpAfWzH/0sUiVzRnXObX+vXXX9VZ/8UwUiUAwA1cT5ULFixQ95Cenl5Y a99IlSgmjh/Jr1Py91Qp/ntlhrd74zPOnTunztnPh5IqAQBu4HqqHDdunNw8 KirKSWtSJUw0/NE/IqXhtyst6fz58+qs3zSkMqkSAOA6p6ly/Pjxpf9UqVKl zMxMmwYJCQly81atWjmpR6qEWb7/v/yawX+lSt6ulMQsVmf9xidJlQAAN3Ca KletWqU2WLBggbp248aN6tpBgwY5qUeqhFn6d/tbpOTtSunChQvqtN3wBKkS AOAGTlPliRMngoKCZIPrrrtu4MCBn3322fbt259//vmSJUvKVeHh4c5PfiFV whT7vsqvHmibKnm7UnPp0iV11q8bTKoEALiBnu9Vjh49OkCH6dOnO69HqoQp HuroIFLydqXmypUr6sz95D+VSJUAANfpSZXZ2dnx8fGFR8r7778/JyfHeT1S JTwvdYvjSMnblZqsrCx18n48iFQJAHADneeAX7lyZerUqaVLl7bPk5UqVVq9 erXeeqRKeF7X+MJSJW9Xir8T1Sm8diCpEgBgtlOnTi1btmzMmDHdunXr3bv3 jBkzNmzYcP78+SLsglQJD/vso8IiJW9XCrm5uWqqXPM4qRIA4IdIlfCkvLz8 jjHOUyVvV6qp8oMBFUmVAAD/Q6qEJyUvdx4pebtSCAwMlNNtdX9SJQDAD5Eq 4THZ2flt6utNlcX87Ur1cmEr+5EqAQB+iFQJj3lnsd5IyduVISEhcrqtSCRV AgD8EKkSnnH5cn6LakVLlcX57Ur1/gXL+1YgVQIA/A+pEp7xSlLRImUxf7sy NDRUTrd3SZUAAH9EqoQHZGbkNytnJFUW27crw8PD5XRb1odUCQDwQ6RKeMC5 s/k7/uvgv7GD/0iP4geHDcR/53/zdu+9oVSpUnK6vf0IqRIA4IdIlTDRq7P+ SJXiB6jKlCkjp9uS3uVJlQAA/0OqhIlIlQWJjIyU0+2Nh0mVAAA/RKqEiUiV BSlbtqycbq//m1QJAPBDpEqYiFRZkOjoaDndXn2IVAkA8EOkSpiIVFmQcuXK yen2Si9SJQDAD5EqYSJSZUEqVKggp9vCB8uRKgEA/odUCRORKgtSqdJf021B T1IlAMAPkSphIlJlQSpXriyn2/wepEoAgB8iVcJEpMqCVK1aVU63uQ+QKgEA fohUCRORKgtSvXp1Od1m3389qRIA4H9IlTARqbIgNWvWlNNtZndSJQDAD5Eq YSJSZUFq164tp9uM+0iVAAA/RKqEiUiVBalbt66cbtPvjSZVAgD8D6kSJiJV FqRevXpyur1IqgQA+KOz3+VvGePwv9fH9uz/p4ULF3q7o7ACUmVBGjRoIFPl C/eQKgEAAApDqizI5MmTn3zyyaFDhw4fPnzzpx/mXzrr+L+8XG/3FAAAwPtI lQAAAHAdqRIAAACuI1UCAADAdaRKAAAAuI5UCQAAANeRKgEAAOA6UiUAAIAe pKbC8fgAAADoQWoqHI8PAACAHqSmwvH4AAAA6EFqKhyPDwAAgB6kpsKl/ZC/ 7oPf/xM/AAAAoCCkSgAAALiOVAkAAADXkSoBAADgOlIlAAAAXEeqBAAAgOtI lQAAAHAdqRIAAACuI1UCAADAdaRKAAAAuM56qfKnn346d+6ct3tRmMzMzPj4 +Lhr0tLSvN0dAAAAN7BYqty1a1elSpVatWrl7Y4UJikpKeBP//d//+ft7gAA ALiBxVLllClTRFRr06aNtztSoOTk5IiICFIlAACwGIulyrFjx4qodvPNN3u7 Iw6kpKQkJiYGBwcHKEiVAADAGiyWKkeMGCGiWosWLbzdkb/07du3YcOGkZGR AY6QKgEAgDVYLFUOHjxYe68yOzvb2335Q0xMjMM8SaoEAABWYrFU2a9fPxHV 4uPjL1265O2+/IFUCQAAigNrpMpz5869+eabIlI2aNBARLVGjRrdf//9EyZM 2LJlS05Ojnf7lpqaukExevRoUiUAALAeC6TK//73vwkJCffee2/t2rWDgoJE VIuKiqpZs2aXLl369OkzaNCgjIwMb/fxL8uXLydVAgAA6/H3VLl9+3aRzaKj o0NCQtq3b9+2bVvxz7i4uK5du4ofGjRoMH78+BYtWuTm5urZ2549e3bodvjw YQMdJlUCAABL8utUefz48aZNm4psVqJEiRtvvFEs+de//iX+efvttx89evS5 554TP5cuXTo2NnbixIl6dli1atVCvgNpo1u3bgb6TKoEAACW5Nepcty4ceHh 4SKb1a9f/8yZM2JJhw4dxD8TEhK+//578c+GDRuKf7Zr1+6OO+74+eefne6Q VAkAAGCM/6bKvLy8GjVqiGAWHBzcp08fbWGbNm3Eko4dOx48eFD8c9asWVp4 69ev39tvv+10n6RKAAAAY/w3Vf74449lypQRwaxu3brz58/XFt58881iSadO nfbt2yf+mZmZKRPgqFGjnO5zxIgRibotWLDAQLdJlQAAwJL8N1Xu3LkzMDBQ BLPY2Fj5PmRcXJxY8q9//eurr77SlpQoUUIsueWWWwYMGOC9zv6FVAkAACzJ f1PlqlWrtGDWrl279957T1vYrFkzLVVu375dW6LdKrFq1aqJiYne6+xfSJUA AMCS/DdVatcUEtq0afPaa69pCxs1aqSlyq1bt2pLtNN5GjZsOHToUO919i+k SgAAYEn+myqzsrJCQkJEMGvevPkzzzyjLaxfv76WKjdt2iT+efr06eDgYLGk RYsWCxcudLrPpKSkCbqtWLHCQLdJlQAAwJL8N1Xm/3nKdoUKFTp27Hj16lWx pFatWtrZOuvWrRP/nDdvnhbeYmJi9u7dq3OHOnEOOAAAgOTXqTIpKUnLZj16 9HjppZfEkurVq2upcu3atVlZWdobleHh4b169dJzex1SJQAAgDF+nSqFevXq aR+Ci/+LwFa5cuWAa9erXLly5cCBAyMiIrTwdvz4cT17I1UCAAAY4++p8vTp 0zVr1hTxrH379vfee29oaKj4uWvXrmFhYRUqVBA/16lT59ixYzr39sknn6zS LTU11UCHSZUAAMCS/D1VCtnZ2f/+97/LlCkTHBysXZ2yfPnygYGBkZGRDz74 4KlTp7zdwb8hVQIAAEuyQKqUvvnmG+1uOzExMfPmzcvJyfF2jwAAAIoLK6VK oVy5ciJV3nrrre+++663+wIAAFCMkCoBAADgOlIlAAAAXEeqBAAAgOssliqj oqJEqmzVqhWpEgAAwEwWS5Xt2rUrV65cy5Ytz5496+2+AAAAFCMWS5UAAADw ClIlAAAAXEeqBAAAgOtIlQAAAHAdqRIAAACuI1UCAADAdaRKAAAAuI5UCQAA ANeRKgEAAOA6UiUAAABcR6oEAACA60iVAAAAcB2pEgAAAK4jVQIAAMB1pEoA AAC4jlQJAAAA15EqAQAA4DpSJQAAAFxHqgQAAIDrSJUAAABwHakSAAAAriNV AgAAoBB5efmXLjr/b8GLf6RK8YOe9uI/sWcAAAAUE9nZ+a3q/JEY3fhf+xvy c3O9PTYAAACY6P0l7k+Vq5d6e1QAAAAwV05Ofpv67oyUrev9vk8AAAAUNx8s c2eqXPGmt8cDAAAAb8jN/f2bkG6JlPG1f/+uJgAAAIqn5PfckyrffdXbIwEA AID35OXl39bE1Uh5U438rCxvjwQAAABe9ckqV1Pl2wu9PQYAAAB4W15efscY 45GyedX8K1e8PQYAAAD4gA3JxlPlG3O93XsAAAD4jM7/NBIp4yrlX77s7a4D AADAZ2z+xEiqXDzT2/0GAACAj+lyU9Ei5T8q5F+66O1OAwAAwMds2VC0VLlw urd7DAAAAJ90byu9kbLp9fkXMr3dXQAAAPikbZv1psp5U73dVwAAAPiw7u2c R8om1+VnZni7owAAAPBhO7Y6T5Wznvd2LwEAAODzet5WWKRsHJV//jdvdxEA AAA+738phaXKl8Z5u38AAADwEw91chwpbyiTf+6stzsHAAAAP/H1Tsepctpo b/cMAAAAfuWRO20jZYNS+Wf/n7e7BQAAAL+y7yvbVDl5pLf7BAAAAD/02D1/ Rcp64fn/77S3OwQAAAA/9O3e/OqBf6TKCUO93RsAAAD4rQHdr71RGZb/y0lv dwUAAAB+69CB/BpB+WMHe7sfAAAA8HPDHsk/edzbnQAAAICfu3LF2z0AAAAA AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADwnv8P rP26tQ== "], {{0, 720}, {882, 0}}, {0, 255}, ColorFunction->RGBColor], BoxForm`ImageTag[ "Byte", ColorSpace -> "RGB", ImageSize -> Automatic, Interleaving -> True, Magnification -> Automatic], Selectable->False], BaseStyle->"ImageGraphics", ImageSize->{299.6, Automatic}, ImageSizeRaw->{882, 720}, PlotRange->{{0, 882}, {0, 720}}]], "Text", TextAlignment->Center], Cell[TextData[{ "The upstream and downstream boundaries to be used are ", Cell[BoxData[ FormBox[ RowBox[{"\[Phi]", "=", "0"}], TraditionalForm]]], " and ", Cell[BoxData[ FormBox[ RowBox[{"\[Phi]", "=", "1"}], TraditionalForm]]], " respectively. You are not required use any special procedures to treat \ the singular behaviour near the projecting corner. You are advised to use an \ iterative method with over-relaxation and, by trial and error, to find an \ effective value of the over-relaxation factor which improves the convergence \ of the iterative process. Find:\n\n(a) The velocity potential at all of the \ nodes and, in particular, the node ", Cell[BoxData[ FormBox["A", TraditionalForm]]], ".\n\n(b) If the volume averaged velocity, ", Cell[BoxData[ FormBox["U", TraditionalForm]]], ", at inlet (", Cell[BoxData[ FormBox[ RowBox[{"B", " ", "C"}], TraditionalForm]]], ") is unity find the velocity distributions along both the interior and \ exterior walls. It is best to evaluate the velocity at points on the walls \ midway between the nodes.\n\n(c) If the pressure coefficient is defined as ", Cell[BoxData[ FormBox[ RowBox[{ RowBox[{ RowBox[{"(", RowBox[{"p", "-", SubscriptBox["p", "B"]}], ")"}], "/", "0.5"}], "\[Rho]", " ", SuperscriptBox["U", "2"]}], TraditionalForm]]], " where ", Cell[BoxData[ FormBox["p", TraditionalForm]]], " is the pressure, ", Cell[BoxData[ FormBox[ SubscriptBox["p", "B"], TraditionalForm]]], " is the pressure at the point ", Cell[BoxData[ FormBox["B", TraditionalForm]]], " and \[Rho] is the fluid density, find the pressure coefficient along both \ the interior and exterior walls. It is best to evaluate the pressures at the \ same points at which the velocities were evaluated." }], "Text", CellChangeTimes->{{3.4689387198489847`*^9, 3.468938873758376*^9}, { 3.4689389050070744`*^9, 3.468938935206605*^9}, {3.468938983672968*^9, 3.4689390872445803`*^9}, {3.468939154758377*^9, 3.468939221065425*^9}}], Cell[TextData[{ "The solution method is outlined in the file ", StyleBox["me19a-hw8-solutions.pdf", FontSlant->"Italic"], " and is implemented below." }], "Text", CellChangeTimes->{{3.468939269299975*^9, 3.46893929637707*^9}}], Cell["", "PageBreak", PageBreakBelow->True], Cell[CellGroupData[{ Cell[TextData[{ "(a) Find the velocity potential at all of the nodes and, in particular, the \ node ", Cell[BoxData[ FormBox["A", TraditionalForm]], "None", FormatType->"TraditionalForm"], "." }], "Subsubsection", CellChangeTimes->{{3.468155709485489*^9, 3.468155716195868*^9}, { 3.4681559919916887`*^9, 3.468155992839921*^9}, {3.468939590077943*^9, 3.468939614569024*^9}}], Cell[TextData[{ "A sensitivity analysis will reveal that a relaxation factor of ", Cell[BoxData[ FormBox[ RowBox[{"alpha", "=", "1.825"}], TraditionalForm]], FormatType->"TraditionalForm"], " will lead to fastest convergence, without regard for the initialized value \ of the computational domain. This value is used below and the computational \ domain is initialized to 0.6." }], "Text", CellChangeTimes->{{3.468068096616577*^9, 3.4680681241192093`*^9}, { 3.46806817079799*^9, 3.468068356810549*^9}, {3.468068417987574*^9, 3.46806846401164*^9}, {3.468068504607608*^9, 3.4680685085835457`*^9}, { 3.468068554498199*^9, 3.468068557321474*^9}, {3.4680685890375853`*^9, 3.468068589769701*^9}, {3.468069626565127*^9, 3.468069626708395*^9}, { 3.468092499574185*^9, 3.468092556746488*^9}, {3.468155592352962*^9, 3.468155592446436*^9}, {3.468191958124074*^9, 3.468192090112568*^9}, { 3.4689400708185997`*^9, 3.468940076777766*^9}}], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{ RowBox[{"(*", " ", RowBox[{"initialize", " ", "domain"}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"phi", "=", RowBox[{"Table", "[", RowBox[{"0.6", ",", RowBox[{"{", "15", "}"}], ",", RowBox[{"{", "15", "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{"(*", " ", RowBox[{ RowBox[{"set", " ", "inlet", " ", "condition", " ", "at", " ", "nodes"}], ",", " ", RowBox[{"i", "=", "15"}], ",", RowBox[{"j", "=", RowBox[{"1", "-", "5"}]}]}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"phi", "[", RowBox[{"[", RowBox[{"15", ",", RowBox[{"1", ";;", "5"}]}], "]"}], "]"}], "=", "0"}], ";"}], "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{"(*", " ", RowBox[{ RowBox[{ "set", " ", "outlet", " ", "condition", " ", "at", " ", "nodes"}], ",", " ", RowBox[{"i", "=", RowBox[{"1", "-", "9"}]}], ",", RowBox[{"j", "=", "15"}]}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"phi", "[", RowBox[{"[", RowBox[{ RowBox[{"1", ";;", "9"}], ",", "15"}], "]"}], "]"}], "=", "1"}], ";"}], "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{"(*", " ", RowBox[{"relaxation", " ", "value"}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"alpha", "=", "1.825"}], ";"}], "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{"(*", " ", RowBox[{ "counter", " ", "to", " ", "track", " ", "number", " ", "of", " ", "iterations"}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"count", "=", "0"}], ";"}], "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{"(*", " ", RowBox[{ "allowable", " ", "error", " ", "to", " ", "check", " ", "convergence"}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"tolerance", "=", RowBox[{"10", "^", RowBox[{"-", "6"}]}]}], ";"}], "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{"(*", " ", RowBox[{"iteration", " ", "loop"}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"phiNew", "=", "phi"}], ";", RowBox[{"While", "[", RowBox[{"True", ",", RowBox[{"{", "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{ RowBox[{"totErrorSq", "=", "0"}], ";", "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{"For", "[", RowBox[{ RowBox[{"j", "=", "14"}], ",", RowBox[{"j", ">", "0"}], ",", RowBox[{"j", "--"}], ",", "\[IndentingNewLine]", RowBox[{"For", "[", RowBox[{ RowBox[{"i", "=", "14"}], ",", RowBox[{"i", ">", "0"}], ",", RowBox[{"i", "--"}], ",", RowBox[{"{", "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{"(*", " ", RowBox[{ RowBox[{"solve", " ", "only", " ", "for", " ", "i"}], ",", RowBox[{ "j", " ", "in", " ", "domain", " ", "of", " ", "interest"}]}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"If", "[", RowBox[{ RowBox[{"!", RowBox[{"(", RowBox[{ RowBox[{"i", ">", "9"}], "&&", RowBox[{"j", ">", "5"}]}], ")"}]}], ",", RowBox[{"{", "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{ RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"i", "\[Equal]", "1"}], "&&", RowBox[{"j", "\[Equal]", "1"}]}], RowBox[{"(*", " ", RowBox[{"top", " ", "left", " ", "corner"}], " ", "*)"}], ",", "\[IndentingNewLine]", RowBox[{ RowBox[{"phiNew", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}], "=", RowBox[{"0.25", "*", RowBox[{"(", RowBox[{ RowBox[{"2", "*", RowBox[{"phi", "[", RowBox[{"[", RowBox[{ RowBox[{"i", "+", "1"}], ",", "j"}], "]"}], "]"}]}], "+", RowBox[{"2", "*", RowBox[{"phi", "[", RowBox[{"[", RowBox[{"i", ",", RowBox[{"j", "+", "1"}]}], "]"}], "]"}]}]}], ")"}]}]}], ",", "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{"(*", " ", "else1", " ", "*)"}], RowBox[{"If", "[", RowBox[{ RowBox[{"j", "\[Equal]", "1"}], RowBox[{"(*", " ", RowBox[{"top", " ", "wall"}], " ", "*)"}], ",", "\[IndentingNewLine]", RowBox[{ RowBox[{"phiNew", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}], "=", RowBox[{"0.25", "*", RowBox[{"(", RowBox[{ RowBox[{"phi", "[", RowBox[{"[", RowBox[{ RowBox[{"i", "+", "1"}], ",", "j"}], "]"}], "]"}], "+", RowBox[{"phi", "[", RowBox[{"[", RowBox[{ RowBox[{"i", "-", "1"}], ",", "j"}], "]"}], "]"}], "+", RowBox[{"2", "*", RowBox[{"phi", "[", RowBox[{"[", RowBox[{"i", ",", RowBox[{"j", "+", "1"}]}], "]"}], "]"}]}]}], ")"}]}]}], ",", "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{"(*", " ", "else2", " ", "*)"}], RowBox[{"If", "[", RowBox[{ RowBox[{"i", "\[Equal]", "1"}], RowBox[{"(*", " ", RowBox[{"left", " ", "wall"}], " ", "*)"}], ",", "\[IndentingNewLine]", RowBox[{ RowBox[{"phiNew", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}], "=", RowBox[{"0.25", "*", RowBox[{"(", RowBox[{ RowBox[{"phi", "[", RowBox[{"[", RowBox[{"i", ",", RowBox[{"j", "+", "1"}]}], "]"}], "]"}], "+", RowBox[{"phi", "[", RowBox[{"[", RowBox[{"i", ",", RowBox[{"j", "-", "1"}]}], "]"}], "]"}], "+", RowBox[{"2", "*", RowBox[{"phi", "[", RowBox[{"[", RowBox[{ RowBox[{"i", "+", "1"}], ",", "j"}], "]"}], "]"}]}]}], ")"}]}]}], ",", "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{"(*", " ", "else3", " ", "*)"}], RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"i", "\[Equal]", "9"}], "&&", RowBox[{"j", ">", "5"}]}], RowBox[{"(*", " ", RowBox[{"right", " ", "wall"}], " ", "*)"}], ",", "\[IndentingNewLine]", RowBox[{ RowBox[{"phiNew", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}], "=", RowBox[{"0.25", "*", RowBox[{"(", RowBox[{ RowBox[{"phi", "[", RowBox[{"[", RowBox[{"i", ",", RowBox[{"j", "+", "1"}]}], "]"}], "]"}], "+", RowBox[{"phi", "[", RowBox[{"[", RowBox[{"i", ",", RowBox[{"j", "-", "1"}]}], "]"}], "]"}], "+", RowBox[{"2", "*", RowBox[{"phi", "[", RowBox[{"[", RowBox[{ RowBox[{"i", "-", "1"}], ",", "j"}], "]"}], "]"}]}]}], ")"}]}]}], ",", "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{"(*", " ", "else4", " ", "*)"}], RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"i", ">", "9"}], "&&", RowBox[{"j", "\[Equal]", "5"}]}], RowBox[{"(*", " ", RowBox[{"bottom", " ", "wall"}], " ", "*)"}], ",", "\[IndentingNewLine]", RowBox[{ RowBox[{"phiNew", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}], "=", RowBox[{"0.25", "*", RowBox[{"(", RowBox[{ RowBox[{"phi", "[", RowBox[{"[", RowBox[{ RowBox[{"i", "+", "1"}], ",", "j"}], "]"}], "]"}], "+", RowBox[{"phi", "[", RowBox[{"[", RowBox[{ RowBox[{"i", "-", "1"}], ",", "j"}], "]"}], "]"}], "+", RowBox[{"2", "*", RowBox[{"phi", "[", RowBox[{"[", RowBox[{"i", ",", RowBox[{"j", "-", "1"}]}], "]"}], "]"}]}]}], ")"}]}]}], ",", "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{"(*", " ", RowBox[{ "else", " ", "the", " ", "rest", " ", "are", " ", "interior", " ", "nodes"}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"phiNew", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}], "=", RowBox[{"0.25", "*", RowBox[{"(", RowBox[{ RowBox[{"phi", "[", RowBox[{"[", RowBox[{ RowBox[{"i", "+", "1"}], ",", "j"}], "]"}], "]"}], "+", RowBox[{"phi", "[", RowBox[{"[", RowBox[{ RowBox[{"i", "-", "1"}], ",", "j"}], "]"}], "]"}], "+", RowBox[{"phi", "[", RowBox[{"[", RowBox[{"i", ",", RowBox[{"j", "+", "1"}]}], "]"}], "]"}], "+", RowBox[{"phi", "[", RowBox[{"[", RowBox[{"i", ",", RowBox[{"j", "-", "1"}]}], "]"}], "]"}]}], ")"}]}]}]}], "\[IndentingNewLine]", "\[IndentingNewLine]", "]"}]}], RowBox[{"(*", " ", "end4", " ", "*)"}], "\[IndentingNewLine]", "]"}]}], RowBox[{"(*", " ", "end3", " ", "*)"}], "\[IndentingNewLine]", "]"}]}], RowBox[{"(*", " ", "end2", " ", "*)"}], "\[IndentingNewLine]", "]"}]}], RowBox[{"(*", " ", "end1", " ", "*)"}], "\[IndentingNewLine]", "]"}], RowBox[{"(*", " ", "end", " ", "*)"}], ";", "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{"(*", " ", RowBox[{ "use", " ", "relaxation", " ", "constant", " ", "to", " ", "calculate", " ", "new", " ", "phi"}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"phiNew", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}], "=", RowBox[{ RowBox[{ RowBox[{"(", RowBox[{"1", "-", "alpha"}], ")"}], "*", RowBox[{"phi", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}]}], "+", RowBox[{"alpha", "*", RowBox[{"phiNew", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}]}]}]}], ";", "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{"(*", " ", RowBox[{"sum", " ", "the", " ", "errors"}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{"errorSq", "=", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"phiNew", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}], "-", RowBox[{"phi", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}]}], ")"}], "^", "2"}]}], ";", "\[IndentingNewLine]", RowBox[{"totErrorSq", "+=", "errorSq"}], ";", "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{"(*", " ", RowBox[{ "update", " ", "solution", " ", "for", " ", "phi"}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"phi", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}], "=", RowBox[{"phiNew", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}]}], ";"}], "\[IndentingNewLine]", "\[IndentingNewLine]", "}"}]}], "]"}], RowBox[{"(*", " ", RowBox[{"end", " ", "if"}], " ", "*)"}], ";"}], "\[IndentingNewLine]", "\[IndentingNewLine]", "}"}]}], "]"}]}], RowBox[{"(*", " ", RowBox[{"end", " ", "for", " ", "i"}], " ", "*)"}], "\[IndentingNewLine]", "]"}], RowBox[{"(*", " ", RowBox[{"end", " ", "for", " ", "j"}], " ", "*)"}], ";", "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{"count", "++"}], ";", "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{"(*", " ", RowBox[{"convergence", " ", "check"}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"Sqrt", "[", "totErrorSq", "]"}], "<", "tolerance"}], ",", RowBox[{"Break", "[", "]"}]}], "]"}], ";"}], "\[IndentingNewLine]", "\[IndentingNewLine]", "}"}]}], "]"}], ";"}], RowBox[{"(*", " ", RowBox[{"end", " ", "while"}], " ", "*)"}], "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{"Print", "[", RowBox[{"\"\\"", ",", RowBox[{"phi", "[", RowBox[{"[", RowBox[{"15", ",", "15"}], "]"}], "]"}]}], "]"}], "\[IndentingNewLine]", RowBox[{"Print", "[", RowBox[{ "\"\\"", ",", "count", ",", "\"\< iterations with relaxation constant \>\"", ",", "alpha"}], "]"}], "\[IndentingNewLine]", RowBox[{"Print", "[", RowBox[{"\"\\"", ",", RowBox[{"Sqrt", "[", "totErrorSq", "]"}]}], "]"}], "\[IndentingNewLine]", RowBox[{"Print", "[", RowBox[{"\"\\"", ",", RowBox[{"phi", "[", RowBox[{"[", RowBox[{"9", ",", "5"}], "]"}], "]"}]}], "]"}]}]}]], "Input", CellChangeTimes->{{3.467740737010079*^9, 3.467740746972969*^9}, { 3.467740813333892*^9, 3.467740855326233*^9}, {3.467740893311739*^9, 3.4677409738767567`*^9}, {3.467741007218095*^9, 3.467741083672551*^9}, { 3.467741166571047*^9, 3.4677411825282927`*^9}, {3.467741224993204*^9, 3.467741261538518*^9}, {3.467741303467059*^9, 3.4677413878446627`*^9}, { 3.4677414199570932`*^9, 3.467741506819409*^9}, {3.467741540424776*^9, 3.4677416939793987`*^9}, {3.4677417265825443`*^9, 3.467741893447063*^9}, { 3.467741932216818*^9, 3.4677419957081127`*^9}, {3.467742042961844*^9, 3.467742092363439*^9}, {3.467742178343642*^9, 3.467742416885713*^9}, { 3.46774244916466*^9, 3.467742509041232*^9}, {3.467742542355049*^9, 3.4677425966962223`*^9}, {3.467742651264091*^9, 3.4677427501198997`*^9}, { 3.467742847144614*^9, 3.467742847212769*^9}, {3.467743305926611*^9, 3.4677433468563347`*^9}, {3.4677433987389927`*^9, 3.467743435108708*^9}, { 3.467743502953328*^9, 3.467743514071163*^9}, 3.467745120507409*^9, { 3.467745172284075*^9, 3.467745299147088*^9}, {3.4677454869918337`*^9, 3.467745525512168*^9}, {3.467745653630024*^9, 3.4677456727185783`*^9}, 3.467745703675798*^9, {3.467746277959186*^9, 3.4677463278874807`*^9}, { 3.4677463665901403`*^9, 3.467746413281817*^9}, {3.467746451577002*^9, 3.4677465287145643`*^9}, {3.467746587181375*^9, 3.467746659845622*^9}, { 3.4677466977660093`*^9, 3.467746700547468*^9}, {3.467746802864053*^9, 3.467746804630774*^9}, {3.467747027848585*^9, 3.4677470281011887`*^9}, { 3.467747104285344*^9, 3.467747104413395*^9}, {3.4677471344912033`*^9, 3.467747284914172*^9}, {3.467747317534768*^9, 3.467747437439395*^9}, { 3.467748132374402*^9, 3.467748216968937*^9}, {3.467748257404718*^9, 3.4677482645363493`*^9}, {3.467750839615428*^9, 3.467750846656767*^9}, { 3.467750900027055*^9, 3.467750926982875*^9}, 3.467752459011162*^9, { 3.468068014811707*^9, 3.468068017675338*^9}, {3.468068127692947*^9, 3.468068136727941*^9}, {3.468068405113941*^9, 3.4680684052180243`*^9}, { 3.468068531560252*^9, 3.4680685515597*^9}, {3.468068583616013*^9, 3.468068671059929*^9}, {3.468068722463421*^9, 3.468068737293034*^9}, { 3.46806887659483*^9, 3.4680689764031143`*^9}, {3.468069006755348*^9, 3.468069014101037*^9}, {3.468069046869131*^9, 3.468069174366893*^9}, { 3.4680692762159567`*^9, 3.468069288644631*^9}, {3.4680693431974583`*^9, 3.46806940248908*^9}, {3.468069501739242*^9, 3.468069530400238*^9}, { 3.468069610279654*^9, 3.4680696520724287`*^9}, {3.468069712938613*^9, 3.4680697176384163`*^9}, {3.468070644140135*^9, 3.468070644643471*^9}, { 3.4680706830975122`*^9, 3.4680706838881283`*^9}, {3.468070742084674*^9, 3.468070744235887*^9}, {3.468070967817573*^9, 3.4680709757177753`*^9}, { 3.468071039295375*^9, 3.468071055575136*^9}, {3.4680710899828672`*^9, 3.4680712051526127`*^9}, {3.4680712427431307`*^9, 3.46807126710492*^9}, { 3.4680713847957582`*^9, 3.468071475299161*^9}, 3.4680902834353848`*^9, { 3.468090338034251*^9, 3.468090418041317*^9}, {3.468090467988596*^9, 3.468090612648946*^9}, {3.468090653904257*^9, 3.468090654713173*^9}, { 3.468090685606391*^9, 3.4680909567624617`*^9}, {3.4680909921308527`*^9, 3.468091001858305*^9}, {3.468091053460137*^9, 3.468091135041696*^9}, { 3.468091185708263*^9, 3.468091195817916*^9}, {3.468091947388196*^9, 3.468092037581859*^9}, {3.4680921679358683`*^9, 3.4680921818255453`*^9}, { 3.468094721134531*^9, 3.468094724369079*^9}, {3.468094764503393*^9, 3.4680947654018507`*^9}, {3.4680948615154047`*^9, 3.4680948756897373`*^9}, {3.468117807366127*^9, 3.4681178518104973`*^9}, 3.4681543661116133`*^9, 3.468154399685535*^9, {3.468155579389675*^9, 3.468155587180956*^9}, {3.468156147811708*^9, 3.468156194362311*^9}, { 3.468900336961958*^9, 3.468900404891274*^9}, 3.468900464997222*^9, { 3.4689016537304077`*^9, 3.468901721272036*^9}, {3.468901942995326*^9, 3.468901992486932*^9}, {3.4689020385334682`*^9, 3.468902160736307*^9}, { 3.468902193541513*^9, 3.468902236229082*^9}, {3.468939953351592*^9, 3.468940042236782*^9}, {3.468940129471739*^9, 3.46894013593217*^9}, { 3.4689401666056213`*^9, 3.468940195575466*^9}, {3.468956353908074*^9, 3.468956682140563*^9}}], Cell[CellGroupData[{ Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"Domain initialized to \"\>", "\[InvisibleSpace]", "0.6`"}], SequenceForm["Domain initialized to ", 0.6], Editable->False]], "Print", CellChangeTimes->{{3.468956470807129*^9, 3.4689564782782917`*^9}, 3.468956511569813*^9, 3.468956601409771*^9, 3.468956683796064*^9, 3.468960173249836*^9, 3.4689610738492517`*^9}], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"Solution converged in \"\>", "\[InvisibleSpace]", "74", "\[InvisibleSpace]", "\<\" iterations with relaxation constant \"\>", "\[InvisibleSpace]", "1.825`"}], SequenceForm[ "Solution converged in ", 74, " iterations with relaxation constant ", 1.825], Editable->False]], "Print", CellChangeTimes->{{3.468956470807129*^9, 3.4689564782782917`*^9}, 3.468956511569813*^9, 3.468956601409771*^9, 3.468956683796064*^9, 3.468960173249836*^9, 3.46896107391568*^9}], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"Total error is \"\>", "\[InvisibleSpace]", "9.657968539938918`*^-7"}], SequenceForm["Total error is ", 9.657968539938918*^-7], Editable->False]], "Print", CellChangeTimes->{{3.468956470807129*^9, 3.4689564782782917`*^9}, 3.468956511569813*^9, 3.468956601409771*^9, 3.468956683796064*^9, 3.468960173249836*^9, 3.468961073946887*^9}], Cell[BoxData[ InterpretationBox[ RowBox[{"\<\"The solution at node A is \"\>", "\[InvisibleSpace]", "0.4993756890740406`"}], SequenceForm["The solution at node A is ", 0.4993756890740406], Editable->False]], "Print", CellChangeTimes->{{3.468956470807129*^9, 3.4689564782782917`*^9}, 3.468956511569813*^9, 3.468956601409771*^9, 3.468956683796064*^9, 3.468960173249836*^9, 3.4689610739790993`*^9}] }, Open ]] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ RowBox[{"solution", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"phi", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}], ",", RowBox[{"{", RowBox[{"j", ",", "15"}], "}"}], ",", RowBox[{"{", RowBox[{"i", ",", "15"}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{"Style", "[", RowBox[{ RowBox[{"TableForm", "[", RowBox[{ RowBox[{"solution", "/.", RowBox[{"{", RowBox[{ RowBox[{"phi", "[", RowBox[{"[", RowBox[{"15", ",", "15"}], "]"}], "]"}], "\[Rule]", "\"\<\>\""}], "}"}]}], ",", RowBox[{"TableHeadings", "\[Rule]", RowBox[{"{", RowBox[{ RowBox[{"Table", "[", RowBox[{"j", ",", RowBox[{"{", RowBox[{"j", ",", "15"}], "}"}]}], "]"}], ",", RowBox[{"Table", "[", RowBox[{"i", ",", RowBox[{"{", RowBox[{"i", ",", "15"}], "}"}]}], "]"}]}], "}"}]}]}], "]"}], ",", "6.5"}], "]"}]}], "Input", CellChangeTimes->{{3.4677457619043207`*^9, 3.467745827462166*^9}, { 3.4677460673076553`*^9, 3.467746090241872*^9}, {3.468090618792821*^9, 3.4680906205999107`*^9}, {3.468173519342407*^9, 3.4681735261051083`*^9}, { 3.468179226317268*^9, 3.468179234362526*^9}, {3.468179695071686*^9, 3.4681797058450203`*^9}, {3.468940446924941*^9, 3.468940552707649*^9}, { 3.468947179084146*^9, 3.46894718285044*^9}, {3.468956832706332*^9, 3.468956849977497*^9}}], Cell[BoxData[ StyleBox[ TagBox[ TagBox[GridBox[{ { StyleBox["\[Null]", ShowStringCharacters->False], TagBox["1", HoldForm], TagBox["2", HoldForm], TagBox["3", HoldForm], TagBox["4", HoldForm], TagBox["5", HoldForm], TagBox["6", HoldForm], TagBox["7", HoldForm], TagBox["8", HoldForm], TagBox["9", HoldForm], TagBox["10", HoldForm], TagBox["11", HoldForm], TagBox["12", HoldForm], TagBox["13", HoldForm], TagBox["14", HoldForm], TagBox["15", HoldForm]}, { TagBox["1", HoldForm], "0.6313584251675601`", "0.6284694142928889`", "0.619706116759693`", "0.6047777921514293`", "0.5831997104584864`", "0.5543135719377892`", "0.5173708544143858`", "0.47175295506330645`", "0.41740861043932054`", "0.35544138311612394`", "0.28822346340532057`", "0.21790359772596013`", "0.14592213680832397`", "0.07312509789573016`", "0"}, { TagBox["2", HoldForm], "0.6342473938363916`", "0.6314065930538141`", "0.6227885878866519`", "0.6081026655792138`", "0.5868536981955099`", "0.558341771619492`", "0.5217085182206299`", "0.47611612260490715`", "0.4212200661898864`", "0.3580667713550956`", "0.2897744441894764`", "0.21873432322911987`", "0.1463299109075678`", "0.07328925102151179`", "0"}, { TagBox["3", HoldForm], "0.6428180935329183`", "0.6401209503984997`", "0.6319389850073784`", "0.6179906093618179`", "0.5977706310297164`", "0.5704913927931587`", "0.535005382131283`", "0.489783064328248`", "0.43328873159191417`", "0.3658311167006256`", "0.29407323229200083`", "0.22092931147296113`", "0.14737385126700436`", "0.07370199329774199`", "0"}, { TagBox["4", HoldForm], "0.65678315869078`", "0.6543201148581334`", "0.6468557833924689`", "0.6341502548496307`", "0.6157468238004299`", "0.5908477601643054`", "0.5580385909420765`", "0.514721945451966`", "0.45632056968839557`", "0.3778958148523353`", "0.2997580005515613`", "0.22353547584428074`", "0.1485342398916294`", "0.07414481822131938`", "0"}, { TagBox["5", HoldForm], "0.6756743972196801`", "0.6735206049636208`", "0.6670137227072797`", "0.6560078595014892`", "0.6402186248980318`", "0.6191143067574666`", "0.5915793507426259`", "0.5547454575181445`", "0.4993756890740406`", "0.3896736876938195`", "0.30352754331212234`", "0.22492039504649236`", "0.1490829409763277`", "0.07434297232146628`", "0"}, { TagBox["6", HoldForm], "0.6988731473316614`", "0.6970741235937863`", "0.6916707032483574`", "0.6826487065470913`", "0.6700055875959973`", "0.6538113366539083`", "0.6344190308120101`", "0.6133047912828157`", "0.5967629605273578`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", \ "\<\"\"\>", "\<\"\"\>"}, { TagBox["7", HoldForm], "0.7256699487749746`", "0.7242320212548972`", "0.7199461937250914`", "0.7129105395823848`", "0.7033437235661025`", "0.6917064710181658`", "0.6789806957232524`", "0.6672917578067812`", "0.6610665133042568`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", \ "\<\"\"\>", "\<\"\"\>"}, { TagBox["8", HoldForm], "0.755342650476607`", "0.7542377449231163`", "0.7509715314142553`", "0.7457036265666092`", "0.7387523385108751`", "0.7306902507130163`", "0.722505408697689`", "0.7158148483297795`", "0.7129195730867549`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", \ "\<\"\"\>", "\<\"\"\>"}, { TagBox["9", HoldForm], "0.7872250278573848`", "0.7864047673635707`", "0.7839985663199098`", "0.7801798450804265`", "0.7752717265454733`", "0.7697967888989249`", "0.7645357444042558`", "0.760542818727267`", "0.7589821027572269`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", \ "\<\"\"\>", "\<\"\"\>"}, { TagBox["10", HoldForm], "0.8207480355381699`", "0.8201578607118637`", "0.8184381066118107`", "0.8157456664139648`", "0.8123578491725281`", "0.8086895892844609`", "0.8052978397209543`", "0.8028388132405679`", "0.8019231898404292`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", \ "\<\"\"\>", "\<\"\"\>"}, { TagBox["11", HoldForm], "0.8554511909937895`", "0.8550405767400778`", "0.8538503483247426`", "0.8520067581922711`", "0.8497243104098349`", "0.8473058457689286`", "0.8451274874404682`", "0.8435913988257024`", "0.8430330231131934`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", \ "\<\"\"\>", "\<\"\"\>"}, { TagBox["12", HoldForm], "0.8909754861517036`", "0.8907029178712008`", "0.8899160142124424`", "0.8887066112066269`", "0.8872268521377087`", "0.8856822590129982`", "0.8843146319402115`", "0.883366384268395`", "0.8830258680891501`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", \ "\<\"\"\>", "\<\"\"\>"}, { TagBox["13", HoldForm], "0.9270449706022061`", "0.9268797621659077`", "0.9264040168834518`", "0.9256769362009891`", "0.9247942078407169`", "0.9238818495743798`", "0.9230824651880001`", "0.9225336395286319`", "0.922337957155741`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", \ "\<\"\"\>", "\<\"\"\>"}, { TagBox["14", HoldForm], "0.9634447567311479`", "0.9633670456917294`", "0.963143433701728`", "0.9628029248382536`", "0.9623913032228827`", "0.9619681972276117`", "0.9615996163719241`", "0.9613478891880478`", "0.9612584676973724`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", \ "\<\"\"\>", "\<\"\"\>"}, { TagBox["15", HoldForm], "1", "1", "1", "1", "1", "1", "1", "1", "1", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\ \"\>"} }, GridBoxAlignment->{ "Columns" -> {{Left}}, "ColumnsIndexed" -> {}, "Rows" -> {{Baseline}}, "RowsIndexed" -> {}}, GridBoxDividers->{ "Columns" -> {False, True, {False}, False}, "ColumnsIndexed" -> {}, "Rows" -> {False, True, {False}, False}, "RowsIndexed" -> {}}, GridBoxSpacings->{"Columns" -> { Offset[0.27999999999999997`], { Offset[0.7]}, Offset[0.27999999999999997`]}, "ColumnsIndexed" -> {}, "Rows" -> { Offset[0.2], { Offset[0.4]}, Offset[0.2]}, "RowsIndexed" -> {}}], {OutputFormsDump`HeadedRows, OutputFormsDump`HeadedColumns}], Function[BoxForm`e$, TableForm[ BoxForm`e$, TableHeadings -> {{1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15}, { 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15}}]]], StripOnInput->False, FontSize->6.5]], "Output", CellChangeTimes->{{3.467745817582106*^9, 3.4677458280768213`*^9}, 3.467746092647884*^9, 3.467746292044401*^9, 3.467746333828136*^9, 3.467746557282002*^9, 3.467746819483555*^9, 3.4677470399188223`*^9, 3.467747117165181*^9, 3.467747448467108*^9, 3.467748225338531*^9, 3.467748290884076*^9, 3.467752466711396*^9, 3.4680699488615*^9, 3.4680703890615463`*^9, 3.4680707499788227`*^9, 3.468094884755044*^9, { 3.468117817983541*^9, 3.468117854124865*^9}, 3.468154406185422*^9, 3.468156162760786*^9, 3.468156207477827*^9, 3.468173528296494*^9, 3.468173561004403*^9, 3.4681792352800198`*^9, 3.468179711260209*^9, 3.468180238510006*^9, 3.46890228473927*^9, 3.468904019915474*^9, { 3.468940452235115*^9, 3.4689404593643503`*^9}, {3.468940500720688*^9, 3.468940553003296*^9}, {3.468947179933552*^9, 3.468947183140576*^9}, 3.468950152576372*^9, 3.4689502340337543`*^9, 3.468950345539966*^9, 3.4689568179107723`*^9, 3.4689568527172413`*^9, 3.468960177835882*^9, 3.46896107411265*^9}] }, Open ]], Cell[BoxData[{ RowBox[{ RowBox[{"phi0", "=", RowBox[{"Table", "[", RowBox[{"0.6", ",", RowBox[{"{", "15", "}"}], ",", RowBox[{"{", "15", "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"phi0", "[", RowBox[{"[", RowBox[{"14", ",", RowBox[{"1", ";;", "5"}]}], "]"}], "]"}], "=", "0"}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"phi0", "[", RowBox[{"[", RowBox[{ RowBox[{"1", ";;", "9"}], ",", "14"}], "]"}], "]"}], "=", "1"}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"pphi0", "=", RowBox[{"Show", "[", "\[IndentingNewLine]", RowBox[{ RowBox[{"ListContourPlot", "[", RowBox[{ RowBox[{"Flatten", "[", RowBox[{ RowBox[{"Table", "[", RowBox[{ RowBox[{"{", RowBox[{"i", ",", RowBox[{"-", "j"}], ",", RowBox[{"phi0", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}]}], "}"}], ",", RowBox[{"{", RowBox[{"j", ",", "14"}], "}"}], ",", RowBox[{"{", RowBox[{"i", ",", "14"}], "}"}]}], "]"}], ",", "1"}], "]"}], ",", RowBox[{"Contours", "\[Rule]", "20"}], ",", RowBox[{"ContourStyle", "\[Rule]", "None"}], ",", RowBox[{"ColorFunction", "\[Rule]", "\"\\""}]}], "]"}], ",", "\[IndentingNewLine]", RowBox[{"Graphics", "[", RowBox[{"{", RowBox[{"White", ",", RowBox[{"Rectangle", "[", RowBox[{ RowBox[{"{", RowBox[{"9", ",", RowBox[{"-", "15"}]}], "}"}], ",", RowBox[{"{", RowBox[{"15", ",", RowBox[{"-", "5"}]}], "}"}]}], "]"}]}], "}"}], "]"}], ",", "\[IndentingNewLine]", RowBox[{"FrameTicks", "\[Rule]", "None"}], ",", RowBox[{"Frame", "\[Rule]", "False"}], ",", RowBox[{"AspectRatio", "\[Rule]", "1"}]}], "\[IndentingNewLine]", "]"}]}], ";"}]}], "Input", CellChangeTimes->{{3.468960072716984*^9, 3.468960167181954*^9}, { 3.468960204065098*^9, 3.468960224829966*^9}, {3.468960344858984*^9, 3.468960344934108*^9}, {3.468960468249962*^9, 3.468960474346901*^9}}], Cell[BoxData[ RowBox[{ RowBox[{"pphi", "=", RowBox[{"Show", "[", "\[IndentingNewLine]", RowBox[{ RowBox[{"ListContourPlot", "[", RowBox[{ RowBox[{"Flatten", "[", RowBox[{ RowBox[{"Table", "[", RowBox[{ RowBox[{"{", RowBox[{"i", ",", RowBox[{"-", "j"}], ",", RowBox[{"phi", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}]}], "}"}], ",", RowBox[{"{", RowBox[{"j", ",", "14"}], "}"}], ",", RowBox[{"{", RowBox[{"i", ",", "14"}], "}"}]}], "]"}], ",", "1"}], "]"}], ",", RowBox[{"Contours", "\[Rule]", "50"}], ",", RowBox[{"ColorFunction", "\[Rule]", "\"\\""}]}], "]"}], ",", "\[IndentingNewLine]", RowBox[{"Graphics", "[", RowBox[{"{", RowBox[{"White", ",", RowBox[{"Rectangle", "[", RowBox[{ RowBox[{"{", RowBox[{"9", ",", RowBox[{"-", "15"}]}], "}"}], ",", RowBox[{"{", RowBox[{"15", ",", RowBox[{"-", "5"}]}], "}"}]}], "]"}]}], "}"}], "]"}], ",", "\[IndentingNewLine]", RowBox[{"FrameTicks", "\[Rule]", "None"}], ",", RowBox[{"Frame", "\[Rule]", "False"}], ",", RowBox[{"AspectRatio", "\[Rule]", "1"}]}], "\[IndentingNewLine]", "]"}]}], ";"}]], "Input", CellChangeTimes->CompressedData[" 1:eJwd0G8o43EAx/Glbf6Fc5KbQtxyHDF/82DomLRuP2XiDuUyOQ+k6e7U8ifF lJjrXEqh6B7cnU0ZJyTubnMhyc3C1s1mV5qzrWtXG3JZvp/vg3ev5+9EmVza HMBisR6RYJFFZck6vnjyrXzLCgcqp1zwVQ/jhg2MhskhGuyL1PCTGikM6piu gjMTvufwZrX8BXQrMl9ClTLkNXTYohSwoolHLRVH6GHuQv4WlBTk78Ghp0aq 7KvPAL2zTjPU8taScon9tkY+vDcgEkBh9nIlDEh1VUN7WWIdHLua64Qfe0u6 oJP9Ya6A2C6o0cK/wrolmPNAT5X65UcHxL21OBOcbwi2QK4nkhrb3uqBS9Wj N7B7U+X5Q3xsVlxCk876H75946Yq9tPZF8TCkbwYOBtVnwDfGw6pFr2OD8dT 3dSHkqtbron8GfnBDSTGp62EQWfpCQ+yfZ9SoCDeT/3VyMmAMmFbNjxjgkvg sNFLXW06aIWjUuYdHCy+vWwxk0+1/GuoU3M0ncTPIiPVYZVvw3N/708oUM+o +4h9Qy4NdHy/vwiLxEHLMNkmWofCSO0GFH3Z1kHx7jM9lEyG7UDl71Oq3RvN URL3/3WEwjuhXVzc "]], Cell["", "PageBreak", PageBreakBelow->True] }, Closed]], Cell[CellGroupData[{ Cell["\<\ (b) Find the velocity distributions along both the interior and exterior \ walls.\ \>", "Subsubsection", CellChangeTimes->{{3.468155709485489*^9, 3.468155716195868*^9}, { 3.4681559919916887`*^9, 3.468156025464375*^9}, {3.4681592309071302`*^9, 3.46815923276753*^9}, {3.468939734042079*^9, 3.4689397692313643`*^9}, 3.468940655180819*^9}], Cell[TextData[{ "Since velocities are calculated between nodes, ", Cell[BoxData[ FormBox[ RowBox[{"u", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}], TraditionalForm]], FormatType->"TraditionalForm"], " corresponds to the velocity between nodes ", Cell[BoxData[ FormBox["i", TraditionalForm]], FormatType->"TraditionalForm"], " and ", Cell[BoxData[ FormBox[ RowBox[{"i", "+", "1"}], TraditionalForm]], FormatType->"TraditionalForm"], ", and ", Cell[BoxData[ FormBox[ RowBox[{"v", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}], TraditionalForm]], FormatType->"TraditionalForm"], " corresponds to the velocity between nodes ", Cell[BoxData[ FormBox[ RowBox[{"j", "+", "1"}], TraditionalForm]], FormatType->"TraditionalForm"], " and ", Cell[BoxData[ FormBox["j", TraditionalForm]], FormatType->"TraditionalForm"], "." }], "Text", CellChangeTimes->{{3.4689024849335117`*^9, 3.468902500115437*^9}, { 3.4689409588879557`*^9, 3.468941009415738*^9}}], Cell[BoxData[{ RowBox[{ RowBox[{ RowBox[{"dx", "=", RowBox[{"dy", "=", "1"}]}], ";"}], "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{"(*", " ", RowBox[{"initialize", " ", "u"}], " ", "*)"}]}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"u", "=", RowBox[{"Table", "[", RowBox[{"0", ",", RowBox[{"{", "14", "}"}], ",", RowBox[{"{", "14", "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{"(*", " ", RowBox[{"initialize", " ", "v"}], " ", "*)"}]}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"v", "=", RowBox[{"Table", "[", RowBox[{"0", ",", RowBox[{"{", "14", "}"}], ",", RowBox[{"{", "14", "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"For", "[", RowBox[{ RowBox[{"j", "=", "14"}], ",", RowBox[{"j", ">", "0"}], ",", RowBox[{"j", "--"}], ",", "\[IndentingNewLine]", RowBox[{"For", "[", RowBox[{ RowBox[{"i", "=", "14"}], ",", RowBox[{"i", ">", "0"}], ",", RowBox[{"i", "--"}], ",", RowBox[{"{", "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{"(*", " ", RowBox[{ RowBox[{"solve", " ", "only", " ", "for", " ", "i"}], ",", RowBox[{ "j", " ", "in", " ", "domain", " ", "of", " ", "interest"}]}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"If", "[", RowBox[{ RowBox[{"!", RowBox[{"(", RowBox[{ RowBox[{"i", ">", "9"}], "&&", RowBox[{"j", ">", "5"}]}], ")"}]}], ",", RowBox[{"{", "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"u", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}], "=", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"phi", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}], "-", RowBox[{"phi", "[", RowBox[{"[", RowBox[{ RowBox[{"i", "+", "1"}], ",", "j"}], "]"}], "]"}]}], ")"}], "/", "dx"}]}], ";", "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{ RowBox[{"v", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}], "=", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"phi", "[", RowBox[{"[", RowBox[{"i", ",", RowBox[{"j", "+", "1"}]}], "]"}], "]"}], "-", RowBox[{"phi", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}]}], ")"}], "/", "dy"}]}]}], "\[IndentingNewLine]", "\[IndentingNewLine]", "}"}]}], "]"}], RowBox[{"(*", " ", RowBox[{"end", " ", "if"}], " ", "*)"}], ";"}], "\[IndentingNewLine]", "\[IndentingNewLine]", "}"}]}], "]"}]}], RowBox[{"(*", " ", RowBox[{"end", " ", "for", " ", "i"}], " ", "*)"}], "\[IndentingNewLine]", "]"}], RowBox[{"(*", " ", RowBox[{"end", " ", "for", " ", "j"}], " ", "*)"}], ";"}], "\[IndentingNewLine]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"UInlet", "=", RowBox[{"0.25", "*", RowBox[{"(", RowBox[{ RowBox[{"0.5", "*", RowBox[{"u", "[", RowBox[{"[", RowBox[{"14", ",", "1"}], "]"}], "]"}]}], "+", RowBox[{"u", "[", RowBox[{"[", RowBox[{"14", ",", "2"}], "]"}], "]"}], "+", RowBox[{"u", "[", RowBox[{"[", RowBox[{"14", ",", "3"}], "]"}], "]"}], "+", RowBox[{"u", "[", RowBox[{"[", RowBox[{"14", ",", "4"}], "]"}], "]"}], "+", RowBox[{"0.5", "*", RowBox[{"u", "[", RowBox[{"[", RowBox[{"14", ",", "5"}], "]"}], "]"}]}]}], ")"}]}]}], ";"}], "\[IndentingNewLine]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"u", "=", RowBox[{"u", "/", "UInlet"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{ RowBox[{"u", "[", RowBox[{"[", RowBox[{"9", ",", RowBox[{"6", ";;", "14"}]}], "]"}], "]"}], "=", "0"}], ";"}], "\[IndentingNewLine]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"v", "=", RowBox[{"v", "/", "UInlet"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"v", "[", RowBox[{"[", RowBox[{ RowBox[{"10", ";;", "14"}], ",", "5"}], "]"}], "]"}], "=", "0"}], ";"}]}], "Input", CellChangeTimes->{{3.468159300636578*^9, 3.4681593202911987`*^9}, 3.468159568052473*^9, {3.468159670066414*^9, 3.46815976012929*^9}, { 3.468159802236999*^9, 3.4681598052341833`*^9}, {3.468159852223482*^9, 3.468159865598275*^9}, {3.4681599165764503`*^9, 3.468159955273746*^9}, { 3.468160177758581*^9, 3.468160198260333*^9}, {3.468171329442657*^9, 3.468171484054407*^9}, {3.46817176962435*^9, 3.468171834963058*^9}, { 3.468171910032423*^9, 3.4681719668625927`*^9}, {3.468172012349718*^9, 3.468172173476862*^9}, 3.46817226514051*^9, {3.468172364099395*^9, 3.468172374312928*^9}, {3.4681724411459913`*^9, 3.468172492995996*^9}, { 3.4681725578632393`*^9, 3.468172589723027*^9}, {3.468172797901989*^9, 3.4681728153825073`*^9}, {3.4681729100537357`*^9, 3.468172936128953*^9}, { 3.46817301050597*^9, 3.4681730538891163`*^9}, {3.468173093867118*^9, 3.468173137212656*^9}, {3.468173263544986*^9, 3.468173275862336*^9}, { 3.4681777484984913`*^9, 3.4681778098224277`*^9}, {3.468177870784481*^9, 3.468177911233341*^9}, {3.468177949088997*^9, 3.4681780211252337`*^9}, { 3.468178054668663*^9, 3.468178081134761*^9}, {3.468178113479979*^9, 3.468178149393553*^9}, {3.468178193725575*^9, 3.4681782686876*^9}, { 3.468178303860792*^9, 3.4681783039298277`*^9}, {3.468178605715156*^9, 3.468178677477745*^9}, {3.4681787121174088`*^9, 3.468178715820346*^9}, { 3.468178888755694*^9, 3.4681789172932987`*^9}, {3.468902504293583*^9, 3.468902526957135*^9}, {3.468902579164081*^9, 3.4689025822644978`*^9}, { 3.4689027075901203`*^9, 3.468902811599666*^9}, {3.468902856348042*^9, 3.468902867338169*^9}, {3.468903098056201*^9, 3.4689031265577307`*^9}, 3.4689039728939238`*^9, {3.468904133084752*^9, 3.468904136367752*^9}, { 3.4689041800266733`*^9, 3.468904204863619*^9}, {3.468904246017888*^9, 3.468904297440996*^9}, {3.46894110117889*^9, 3.4689411012809258`*^9}, { 3.4689412842602777`*^9, 3.468941326220696*^9}, {3.468943062215513*^9, 3.468943132889162*^9}, {3.468943163364135*^9, 3.468943190330771*^9}, { 3.468943280164872*^9, 3.468943286757201*^9}, {3.468943832101544*^9, 3.468943883061469*^9}, {3.468946192354916*^9, 3.4689463415809107`*^9}, { 3.46894684321028*^9, 3.468946850262227*^9}}], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ RowBox[{"usolution", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"u", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}], ",", RowBox[{"{", RowBox[{"j", ",", "14"}], "}"}], ",", RowBox[{"{", RowBox[{"i", ",", "14"}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{"Style", "[", RowBox[{ RowBox[{"TableForm", "[", RowBox[{ RowBox[{"usolution", "/.", RowBox[{"{", RowBox[{"0", "\[Rule]", "\"\<\>\""}], "}"}]}], ",", RowBox[{"TableHeadings", "\[Rule]", RowBox[{"{", RowBox[{ RowBox[{"Table", "[", RowBox[{"j", ",", RowBox[{"{", RowBox[{"j", ",", "15"}], "}"}]}], "]"}], ",", RowBox[{"Table", "[", RowBox[{ RowBox[{ RowBox[{"ToString", "[", "i", "]"}], "<>", "\"\<-\>\"", "<>", RowBox[{"ToString", "[", RowBox[{"i", "+", "1"}], "]"}]}], ",", RowBox[{"{", RowBox[{"i", ",", "14"}], "}"}]}], "]"}]}], "}"}]}]}], "]"}], ",", "6.5"}], "]"}]}], "Input", CellChangeTimes->{{3.4681731685984077`*^9, 3.468173177756792*^9}, { 3.468173400859379*^9, 3.468173500425715*^9}, {3.468173595383535*^9, 3.4681736415808992`*^9}, {3.468178722991461*^9, 3.468178736479279*^9}, { 3.468179018924089*^9, 3.468179032960443*^9}, {3.4681791276793957`*^9, 3.468179136097871*^9}, {3.4681791662585173`*^9, 3.468179169105751*^9}, { 3.468179732147519*^9, 3.4681797489531384`*^9}, {3.468191211010583*^9, 3.468191239761677*^9}, {3.468902901678893*^9, 3.46890292828428*^9}, { 3.468941071348447*^9, 3.468941077400784*^9}, {3.468941334817211*^9, 3.46894135657749*^9}, {3.468943212958846*^9, 3.468943215985866*^9}, { 3.468943885965246*^9, 3.468943886084146*^9}, {3.468947193647245*^9, 3.4689471943036213`*^9}}], Cell[BoxData[ StyleBox[ TagBox[ TagBox[GridBox[{ { StyleBox["\[Null]", ShowStringCharacters->False], TagBox["\<\"1-2\"\>", HoldForm], TagBox["\<\"2-3\"\>", HoldForm], TagBox["\<\"3-4\"\>", HoldForm], TagBox["\<\"4-5\"\>", HoldForm], TagBox["\<\"5-6\"\>", HoldForm], TagBox["\<\"6-7\"\>", HoldForm], TagBox["\<\"7-8\"\>", HoldForm], TagBox["\<\"8-9\"\>", HoldForm], TagBox["\<\"9-10\"\>", HoldForm], TagBox["\<\"10-11\"\>", HoldForm], TagBox["\<\"11-12\"\>", HoldForm], TagBox["\<\"12-13\"\>", HoldForm], TagBox["\<\"13-14\"\>", HoldForm], TagBox["\<\"14-15\"\>", HoldForm]}, { TagBox["1", HoldForm], "0.03919028613214572`", "0.11887672033292808`", "0.20250713418930635`", "0.2927130538494409`", "0.39184900403248313`", "0.5011388786849028`", "0.6188202834368687`", "0.7371970919702189`", "0.8406037481212972`", "0.9118309417834218`", "0.9539097553801491`", "0.9764497857395874`", "0.9875133422203536`", "0.9919635592583207`"}, { TagBox["2", HoldForm], "0.038536301988239506`", "0.11690578645808475`", "0.19921887535590088`", "0.2882485210010723`", "0.38677270843435063`", "0.4969409063980087`", "0.6184743177311574`", "0.7446812254301165`", "0.8566931043639274`", "0.9264055963636112`", "0.963680231080985`", "0.9821872465033319`", "0.9908181327081574`", "0.9941903449119401`"}, { TagBox["3", HoldForm], "0.03658754354437919`", "0.11099077805923807`", "0.18921383696431524`", "0.27428998048026876`", "0.37005092688664226`", "0.4813782196945049`", "0.613454102855005`", "0.7663623159720897`", "0.9150824777295367`", "0.9734169043346053`", "0.9922188977746315`", "0.9978015511558734`", "0.9993805212072089`", "0.9997893158421328`"}, { TagBox["4", HoldForm], "0.03341191734642528`", "0.10125586182082608`", "0.17235424879134173`", "0.24964797985174814`", "0.3377631551605986`", "0.4450660746382544`", "0.5876030948604017`", "0.7922319181113423`", "1.0638549715457137`", "1.0599625384021174`", "1.0339810691549758`", "1.0174139263437396`", "1.0091144848307618`", "1.0057963667721224`"}, { TagBox["5", HoldForm], "0.02921682833532898`", "0.08826778039844274`", "0.14929778629347393`", "0.21418563264753948`", "0.2862863112783256`", "0.37351981410608875`", "0.4996626449156655`", "0.7511072690725172`", "1.488140062418152`", "1.168597902174422`", "1.0663291923096885`", "1.0287574721855186`", "1.0138697582524636`", "1.0084843856892884`"}, { TagBox["6", HoldForm], "0.02440428856255931`", "0.07329899353657339`", "0.12238605098574987`", "0.1715076442391455`", "0.21967979895142054`", "0.2630623585979297`", "0.2864208978465576`", "0.22439482181932097`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", \ "\<\"\"\>", "\<\"\"\>", "\<\"\"\>"}, { TagBox["7", HoldForm], "0.019505911674885922`", "0.058138516777037706`", "0.09544072727343693`", "0.129776685971931`", "0.15786276927655618`", "0.17262890196556`", "0.1585638965722238`", "0.08444728105229585`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", \ "\<\"\"\>", "\<\"\"\>", "\<\"\"\>"}, { TagBox["8", HoldForm], "0.014988370299998596`", "0.04430715131714821`", "0.0714606857683315`", "0.09429627637597274`", "0.10936460308635068`", "0.11102980031655062`", "0.09075942825331504`", "0.03927526413979483`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", \ "\<\"\"\>", "\<\"\"\>", "\<\"\"\>"}, { TagBox["9", HoldForm], "0.011127075961293871`", "0.03264082811847112`", "0.05180208193272632`", "0.06658007813044181`", "0.0742691468575063`", "0.07136762305316673`", "0.05416521659974353`", "0.021171573278983995`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", \ "\<\"\"\>", "\<\"\"\>", "\<\"\"\>"}, { TagBox["10", HoldForm], "0.008005895898042037`", "0.023328972503669755`", "0.03652374682019148`", "0.0459567418798431`", "0.049761029243888685`", "0.0460100849906055`", "0.03335742077600559`", "0.012420701962504404`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", \ "\<\"\"\>", "\<\"\"\>", "\<\"\"\>"}, { TagBox["11", HoldForm], "0.005570103675961502`", "0.01614580013130159`", "0.025008844873310128`", "0.030962078564532418`", "0.03280718743863477`", "0.029550074365997263`", "0.020837495928031694`", "0.00757453152368664`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", \ "\<\"\"\>", "\<\"\"\>", "\<\"\"\>"}, { TagBox["12", HoldForm], "0.0036974692608826103`", "0.010674580637805861`", "0.01640590911669081`", "0.020073368994895535`", "0.020952862118262843`", "0.018552265335685138`", "0.012863259847321106`", "0.004619202583912686`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", \ "\<\"\"\>", "\<\"\"\>", "\<\"\"\>"}, { TagBox["13", HoldForm], "0.0022411012525925867`", "0.006453625325169513`", "0.009863064288433808`", "0.011974471027204699`", "0.01237640945773437`", "0.010843885395674218`", "0.007444982231072883`", "0.0026544892066164383`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", \ "\<\"\"\>", "\<\"\"\>", "\<\"\"\>"}, { TagBox["14", HoldForm], "0.0010541732110255326`", "0.003033362715095977`", "0.00461910334332365`", "0.005583768834514112`", "0.005739557841152903`", "0.004999908212139046`", "0.0034147536272170435`", "0.001213028942415978`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", \ "\<\"\"\>", "\<\"\"\>", "\<\"\"\>"} }, GridBoxAlignment->{ "Columns" -> {{Left}}, "ColumnsIndexed" -> {}, "Rows" -> {{Baseline}}, "RowsIndexed" -> {}}, GridBoxDividers->{ "Columns" -> {False, True, {False}, False}, "ColumnsIndexed" -> {}, "Rows" -> {False, True, {False}, False}, "RowsIndexed" -> {}}, GridBoxSpacings->{"Columns" -> { Offset[0.27999999999999997`], { Offset[0.7]}, Offset[0.27999999999999997`]}, "ColumnsIndexed" -> {}, "Rows" -> { Offset[0.2], { Offset[0.4]}, Offset[0.2]}, "RowsIndexed" -> {}}], {OutputFormsDump`HeadedRows, OutputFormsDump`HeadedColumns}], Function[BoxForm`e$, TableForm[ BoxForm`e$, TableHeadings -> {{1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15}, { "1-2", "2-3", "3-4", "4-5", "5-6", "6-7", "7-8", "8-9", "9-10", "10-11", "11-12", "12-13", "13-14", "14-15"}}]]], StripOnInput->False, FontSize->6.5]], "Output", CellChangeTimes->{ 3.468902934307685*^9, 3.468903980910058*^9, 3.4689040776213217`*^9, 3.468904139438777*^9, 3.468904306048867*^9, {3.4689413407053747`*^9, 3.468941356819495*^9}, 3.468943008378626*^9, 3.468943134879692*^9, { 3.468943198666871*^9, 3.468943216366623*^9}, {3.4689438344240026`*^9, 3.468943886356236*^9}, 3.468946343371191*^9, 3.4689471946585712`*^9, 3.468950153407858*^9, 3.468950235124673*^9, 3.468950346405984*^9, 3.468957275381971*^9, 3.46896107427171*^9}] }, Open ]], Cell[TextData[{ "Note that ", Cell[BoxData[ FormBox[ RowBox[{ RowBox[{"u", "[", RowBox[{"[", RowBox[{"i", ",", "15"}], "]"}], "]"}], "=", "0"}], TraditionalForm]]], " for all ", Cell[BoxData[ FormBox["i", TraditionalForm]]], " because ", Cell[BoxData[ FormBox[ RowBox[{ RowBox[{"phi", "[", RowBox[{"[", RowBox[{"i", ",", "15"}], "]"}], "]"}], "=", RowBox[{ RowBox[{"phi", "[", RowBox[{"[", RowBox[{ RowBox[{"i", "+", "1"}], ",", "15"}], "]"}], "]"}], "=", "1"}]}], TraditionalForm]]], " at the outlet. Positive ", Cell[BoxData[ FormBox["u", TraditionalForm]], FormatType->"TraditionalForm"], " is defined to be to the left." }], "Text", CellChangeTimes->{{3.4689438885708017`*^9, 3.46894397625278*^9}, { 3.468946362779407*^9, 3.468946372639576*^9}, {3.468957357285619*^9, 3.468957388557599*^9}}], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ RowBox[{"vsolution", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"v", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}], ",", RowBox[{"{", RowBox[{"j", ",", "14"}], "}"}], ",", RowBox[{"{", RowBox[{"i", ",", "14"}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{"Style", "[", RowBox[{ RowBox[{"TableForm", "[", RowBox[{ RowBox[{"vsolution", "/.", RowBox[{"{", RowBox[{"0", "\[Rule]", "\"\<\>\""}], "}"}]}], ",", RowBox[{"TableHeadings", "\[Rule]", RowBox[{"{", RowBox[{ RowBox[{"Table", "[", RowBox[{ RowBox[{ RowBox[{"ToString", "[", "j", "]"}], "<>", "\"\<-\>\"", "<>", RowBox[{"ToString", "[", RowBox[{"j", "+", "1"}], "]"}]}], ",", RowBox[{"{", RowBox[{"j", ",", "14"}], "}"}]}], "]"}], ",", RowBox[{"Table", "[", RowBox[{"i", ",", RowBox[{"{", RowBox[{"i", ",", "14"}], "}"}]}], "]"}]}], "}"}]}]}], "]"}], ",", "6.5"}], "]"}]}], "Input", CellChangeTimes->{{3.4689029103959417`*^9, 3.468902931252328*^9}, { 3.468941082570629*^9, 3.468941086655017*^9}, {3.468947201893393*^9, 3.468947202504628*^9}}], Cell[BoxData[ StyleBox[ TagBox[ TagBox[GridBox[{ { StyleBox["\[Null]", ShowStringCharacters->False], TagBox["1", HoldForm], TagBox["2", HoldForm], TagBox["3", HoldForm], TagBox["4", HoldForm], TagBox["5", HoldForm], TagBox["6", HoldForm], TagBox["7", HoldForm], TagBox["8", HoldForm], TagBox["9", HoldForm], TagBox["10", HoldForm], TagBox["11", HoldForm], TagBox["12", HoldForm], TagBox["13", HoldForm], TagBox["14", HoldForm]}, { TagBox["\<\"1-2\"\>", HoldForm], "0.03918971359745945`", "0.03984369774136567`", "0.04181463161620899`", "0.04510289044961448`", "0.04956742329798311`", "0.05464371889611561`", "0.058841691183009755`", "0.05918765688872109`", "0.05170352342882349`", "0.03561416718619328`", "0.021039512606003837`", "0.011269036905167855`", "0.005531576141423384`", "0.0022267856536194505`"}, { TagBox["\<\"2-3\"\>", HoldForm], "0.11626407377154771`", "0.11821283221540801`", "0.1241278406142547`", "0.13413287900584034`", "0.14809141952664387`", "0.16481320107435224`", "0.18037588777785607`", "0.18539610265400847`", "0.16371501211203526`", "0.10532563874642605`", "0.058314330775432036`", "0.029775664081785603`", "0.014161359429244121`", "0.00559897093019271`"}, { TagBox["\<\"3-4\"\>", HoldForm], "0.18944023512993752`", "0.19261586132789144`", "0.20235077756630343`", "0.21921036573927694`", "0.24385236636779756`", "0.2761401380938412`", "0.3124522831500916`", "0.3383032911446949`", "0.3124336890054423`", "0.16366119518926525`", "0.07711556112175304`", "0.035353389741408815`", "0.01574101455354256`", "0.006007050929989529`"}, { TagBox["\<\"4-5\"\>", HoldForm], "0.2562652324465463`", "0.2604603214576426`", "0.2734484028800259`", "0.2965048653778937`", "0.3319672125821024`", "0.3834440564643754`", "0.4549903169965411`", "0.5429307669412773`", "0.5840554159801024`", "0.15977032510766395`", "0.05113496133535954`", "0.01878683818064673`", "0.007443292338867761`", "0.0026880189171660965`"}, { TagBox["\<\"5-6\"\>", HoldForm], "0.3146978998132595`", "0.3195104395860292`", "0.33447922644789857`", "0.36139096175562263`", "0.4040689501640166`", "0.4706754624909217`", "0.5811329179990807`", "0.7943746650681887`", "1.321087112321385`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", \ "\<\"\"\>"}, { TagBox["\<\"6-7\"\>", HoldForm], "0.3635065292404837`", "0.3684049061281571`", "0.38356538288769276`", "0.41051070660000566`", "0.45224166486722017`", "0.5140586945420845`", "0.6044921511744542`", "0.7323491524487881`", "0.8722966932158132`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", \ "\<\"\"\>"}, { TagBox["\<\"7-8\"\>", HoldForm], "0.40251896598801523`", "0.40703650736290253`", "0.42086787282279203`", "0.4448479143278975`", "0.48032832392385577`", "0.5288264901140612`", "0.5904255917630706`", "0.6582300600819794`", "0.7034020769944804`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", \ "\<\"\"\>"}, { TagBox["\<\"8-9\"\>", HoldForm], "0.4324938694694044`", "0.4363551638081091`", "0.44802148700678623`", "0.46768009084239137`", "0.4953962890879223`", "0.5304917453167667`", "0.5701539225801506`", "0.6067481342337221`", "0.624851825094533`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", \ "\<\"\"\>"}, { TagBox["\<\"9-10\"\>", HoldForm], "0.45474950424671234`", "0.4578706843099642`", "0.46718253992476555`", "0.4824608750373004`", "0.5030842112878992`", "0.5275923289015167`", "0.552949866964078`", "0.5737576627878159`", "0.5825085341042955`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", \ "\<\"\"\>"}, { TagBox["\<\"10-11\"\>", HoldForm], "0.4707585575110913`", "0.4731943497331718`", "0.48037752210553997`", "0.49189242405242134`", "0.506887087367732`", "0.523840929172986`", "0.5403009397975942`", "0.552820864645568`", "0.5576670350843859`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", \ "\<\"\"\>"}, { TagBox["\<\"11-12\"\>", HoldForm], "0.48189756019520125`", "0.48377019461028015`", "0.48924141410377586`", "0.49784434986039516`", "0.5087330594300321`", "0.520587384750404`", "0.5315851937807161`", "0.5395594298614267`", "0.5425147588012007`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", \ "\<\"\"\>"}, { TagBox["\<\"12-13\"\>", HoldForm], "0.4892932140364673`", "0.4907495820447573`", "0.4949705373573937`", "0.5015133821856507`", "0.5096122801533415`", "0.51818873281387`", "0.525897112753881`", "0.5313153903701291`", "0.5332801037474254`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", \ "\<\"\"\>"}, { TagBox["\<\"13-14\"\>", HoldForm], "0.4937738538988689`", "0.49496078194043597`", "0.4983810445505095`", "0.5036250054956196`", "0.5100157076883103`", "0.5166525593048917`", "0.5224965364884269`", "0.5265267650922827`", "0.5279682253564831`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", \ "\<\"\"\>"}, { TagBox["\<\"14-15\"\>", HoldForm], "0.49588267593473684`", "0.49693684914576236`", "0.4999702118608584`", "0.504589315204182`", "0.5101730840386961`", "0.515912641879849`", "0.5209125500919881`", "0.5243273037192051`", "0.525540332661621`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", \ "\<\"\"\>"} }, GridBoxAlignment->{ "Columns" -> {{Left}}, "ColumnsIndexed" -> {}, "Rows" -> {{Baseline}}, "RowsIndexed" -> {}}, GridBoxDividers->{ "Columns" -> {False, True, {False}, False}, "ColumnsIndexed" -> {}, "Rows" -> {False, True, {False}, False}, "RowsIndexed" -> {}}, GridBoxSpacings->{"Columns" -> { Offset[0.27999999999999997`], { Offset[0.7]}, Offset[0.27999999999999997`]}, "ColumnsIndexed" -> {}, "Rows" -> { Offset[0.2], { Offset[0.4]}, Offset[0.2]}, "RowsIndexed" -> {}}], {OutputFormsDump`HeadedRows, OutputFormsDump`HeadedColumns}], Function[BoxForm`e$, TableForm[ BoxForm`e$, TableHeadings -> {{ "1-2", "2-3", "3-4", "4-5", "5-6", "6-7", "7-8", "8-9", "9-10", "10-11", "11-12", "12-13", "13-14", "14-15"}, {1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14}}]]], StripOnInput->False, FontSize->6.5]], "Output", CellChangeTimes->{3.4689029555906076`*^9, 3.4689043115218782`*^9, 3.468946460448202*^9, 3.468947202766769*^9, 3.468950153493806*^9, 3.468950235228642*^9, 3.4689503466062717`*^9, 3.4689575615671453`*^9, 3.468959332789941*^9, 3.4689610743238564`*^9}] }, Open ]], Cell[TextData[{ "Note that ", Cell[BoxData[ FormBox[ RowBox[{ RowBox[{"v", "[", RowBox[{"[", RowBox[{"15", ",", "j"}], "]"}], "]"}], "=", "0"}], TraditionalForm]]], " for all j because ", Cell[BoxData[ FormBox[ RowBox[{ RowBox[{"phi", "[", RowBox[{"[", RowBox[{"15", ",", "j"}], "]"}], "]"}], "=", RowBox[{ RowBox[{"phi", "[", RowBox[{"[", RowBox[{"15", ",", RowBox[{"j", "+", "1"}]}], "]"}], "]"}], "=", "0"}]}], TraditionalForm]]], " at the inlet. Positive ", Cell[BoxData[ FormBox["v", TraditionalForm]], FormatType->"TraditionalForm"], " direction is down." }], "Text", CellChangeTimes->{{3.4689438885708017`*^9, 3.46894397625278*^9}, { 3.468946362779407*^9, 3.468946372639576*^9}, {3.4689464709913197`*^9, 3.468946501756872*^9}, {3.4689573983899603`*^9, 3.468957409355796*^9}}], Cell[BoxData[ RowBox[{ RowBox[{"pu", "=", RowBox[{"Show", "[", "\[IndentingNewLine]", RowBox[{ RowBox[{"ListContourPlot", "[", RowBox[{ RowBox[{"Flatten", "[", RowBox[{ RowBox[{"Table", "[", RowBox[{ RowBox[{"{", RowBox[{"i", ",", RowBox[{"-", "j"}], ",", RowBox[{"u", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}]}], "}"}], ",", RowBox[{"{", RowBox[{"j", ",", "14"}], "}"}], ",", RowBox[{"{", RowBox[{"i", ",", "14"}], "}"}]}], "]"}], ",", "1"}], "]"}], ",", RowBox[{"Contours", "\[Rule]", "100"}], ",", RowBox[{"ContourStyle", "\[Rule]", "None"}], ",", RowBox[{"ColorFunction", "\[Rule]", "\"\\""}]}], "]"}], ",", "\[IndentingNewLine]", RowBox[{"Graphics", "[", RowBox[{"{", RowBox[{"White", ",", RowBox[{"Rectangle", "[", RowBox[{ RowBox[{"{", RowBox[{"9", ",", RowBox[{"-", "14"}]}], "}"}], ",", RowBox[{"{", RowBox[{"14", ",", RowBox[{"-", "5"}]}], "}"}]}], "]"}]}], "}"}], "]"}], ",", "\[IndentingNewLine]", RowBox[{"FrameTicks", "\[Rule]", "None"}], ",", RowBox[{"Frame", "\[Rule]", "False"}], ",", RowBox[{"AspectRatio", "\[Rule]", "1"}]}], "\[IndentingNewLine]", "]"}]}], ";"}]], "Input", CellChangeTimes->{{3.467742940401763*^9, 3.467742958196258*^9}, { 3.467743068884951*^9, 3.467743074421563*^9}, {3.467745901353194*^9, 3.467745901589943*^9}, {3.467745938714362*^9, 3.467745948983036*^9}, { 3.467745991675125*^9, 3.46774604224133*^9}, {3.467746097483511*^9, 3.46774620032868*^9}, {3.4677462406209593`*^9, 3.467746240793372*^9}, { 3.467746832477693*^9, 3.4677468657091312`*^9}, {3.467746913694372*^9, 3.467746918571721*^9}, {3.46774695167949*^9, 3.467747015333246*^9}, { 3.4677476058156357`*^9, 3.467747619058412*^9}, {3.467747714141243*^9, 3.467747981693632*^9}, {3.467748015348756*^9, 3.4677480490397797`*^9}, { 3.467748309405222*^9, 3.467748314078082*^9}, {3.4677569010631*^9, 3.467756930693413*^9}, {3.4677569628199377`*^9, 3.467756966065454*^9}, { 3.468070571499795*^9, 3.4680705849290524`*^9}, {3.468070616292808*^9, 3.4680706165605497`*^9}, {3.4680707873574343`*^9, 3.468070868541712*^9}, { 3.468117892398863*^9, 3.468117939776387*^9}, {3.468117982929912*^9, 3.468117983389228*^9}, {3.4681180494002037`*^9, 3.468118201673491*^9}, { 3.46811826684615*^9, 3.4681182706504602`*^9}, {3.468118310055036*^9, 3.468118311380077*^9}, {3.468179439728044*^9, 3.468179510142249*^9}, { 3.4681795657240133`*^9, 3.4681796628832903`*^9}, {3.468179781248659*^9, 3.468179783941185*^9}, {3.468179824168195*^9, 3.468179859413621*^9}, { 3.468179984290758*^9, 3.468179991650701*^9}, {3.4681803185434227`*^9, 3.468180610416329*^9}, {3.4689023279140053`*^9, 3.468902337135865*^9}, { 3.468940632177094*^9, 3.468940638570881*^9}, {3.468940859495837*^9, 3.468940923999866*^9}, {3.468957013020775*^9, 3.4689570233606577`*^9}, { 3.468957072586047*^9, 3.4689571042589407`*^9}, {3.4689571541521177`*^9, 3.468957165502104*^9}, {3.468957198240633*^9, 3.468957202743443*^9}, { 3.468957248425207*^9, 3.468957254996279*^9}, {3.468957442401559*^9, 3.4689574567668333`*^9}, {3.468957487946002*^9, 3.468957503535293*^9}, 3.468957857747147*^9, 3.468958143890915*^9, {3.468958517349697*^9, 3.468958530821607*^9}, {3.468959731854052*^9, 3.4689597336845837`*^9}, 3.468960818439971*^9}], Cell[BoxData[ RowBox[{ RowBox[{"pv", "=", RowBox[{"Show", "[", "\[IndentingNewLine]", RowBox[{ RowBox[{"ListContourPlot", "[", RowBox[{ RowBox[{"Flatten", "[", RowBox[{ RowBox[{"Table", "[", RowBox[{ RowBox[{"{", RowBox[{"i", ",", RowBox[{"-", "j"}], ",", RowBox[{"v", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}]}], "}"}], ",", RowBox[{"{", RowBox[{"j", ",", "14"}], "}"}], ",", RowBox[{"{", RowBox[{"i", ",", "14"}], "}"}]}], "]"}], ",", "1"}], "]"}], ",", RowBox[{"Contours", "\[Rule]", "100"}], ",", RowBox[{"ContourStyle", "\[Rule]", "None"}], ",", RowBox[{"ColorFunction", "\[Rule]", "\"\\""}]}], "]"}], ",", "\[IndentingNewLine]", RowBox[{"Graphics", "[", RowBox[{"{", RowBox[{"White", ",", RowBox[{"Rectangle", "[", RowBox[{ RowBox[{"{", RowBox[{"9", ",", RowBox[{"-", "14"}]}], "}"}], ",", RowBox[{"{", RowBox[{"14", ",", RowBox[{"-", "5"}]}], "}"}]}], "]"}]}], "}"}], "]"}], ",", "\[IndentingNewLine]", RowBox[{"FrameTicks", "\[Rule]", "None"}], ",", RowBox[{"Frame", "\[Rule]", "False"}], ",", RowBox[{"AspectRatio", "\[Rule]", "1"}]}], "\[IndentingNewLine]", "]"}]}], ";"}]], "Input", CellChangeTimes->{{3.467742940401763*^9, 3.467742958196258*^9}, { 3.467743068884951*^9, 3.467743074421563*^9}, {3.467745901353194*^9, 3.467745901589943*^9}, {3.467745938714362*^9, 3.467745948983036*^9}, { 3.467745991675125*^9, 3.46774604224133*^9}, {3.467746097483511*^9, 3.46774620032868*^9}, {3.4677462406209593`*^9, 3.467746240793372*^9}, { 3.467746832477693*^9, 3.4677468657091312`*^9}, {3.467746913694372*^9, 3.467746918571721*^9}, {3.46774695167949*^9, 3.467747015333246*^9}, { 3.4677476058156357`*^9, 3.467747619058412*^9}, {3.467747714141243*^9, 3.467747981693632*^9}, {3.467748015348756*^9, 3.4677480490397797`*^9}, { 3.467748309405222*^9, 3.467748314078082*^9}, {3.4677569010631*^9, 3.467756930693413*^9}, {3.4677569628199377`*^9, 3.467756966065454*^9}, { 3.468070571499795*^9, 3.4680705849290524`*^9}, {3.468070616292808*^9, 3.4680706165605497`*^9}, {3.4680707873574343`*^9, 3.468070868541712*^9}, { 3.468117892398863*^9, 3.468117939776387*^9}, {3.468117982929912*^9, 3.468117983389228*^9}, {3.4681180494002037`*^9, 3.468118201673491*^9}, { 3.46811826684615*^9, 3.4681182706504602`*^9}, {3.468118310055036*^9, 3.468118311380077*^9}, {3.468179439728044*^9, 3.468179510142249*^9}, { 3.4681795657240133`*^9, 3.4681796628832903`*^9}, {3.468179781248659*^9, 3.468179783941185*^9}, {3.468179824168195*^9, 3.468179859413621*^9}, { 3.468179984290758*^9, 3.468179991650701*^9}, {3.4681803185434227`*^9, 3.468180610416329*^9}, {3.4689023279140053`*^9, 3.468902337135865*^9}, { 3.468940632177094*^9, 3.468940638570881*^9}, {3.468940859495837*^9, 3.468940923999866*^9}, {3.468957013020775*^9, 3.4689570233606577`*^9}, { 3.468957072586047*^9, 3.4689571042589407`*^9}, {3.4689571541521177`*^9, 3.468957165502104*^9}, {3.468957198240633*^9, 3.468957202743443*^9}, { 3.468957248425207*^9, 3.468957254996279*^9}, {3.468957442401559*^9, 3.4689574567668333`*^9}, {3.468957487946002*^9, 3.468957503535293*^9}, { 3.468957569652179*^9, 3.468957572496529*^9}, 3.468957848847604*^9, 3.468958145100472*^9, {3.468959735869074*^9, 3.468959737324731*^9}, 3.468960819699542*^9}], Cell[BoxData[ RowBox[{ RowBox[{"pvel", "=", RowBox[{"Show", "[", "\[IndentingNewLine]", RowBox[{ RowBox[{"ListContourPlot", "[", RowBox[{ RowBox[{"Flatten", "[", RowBox[{ RowBox[{"Table", "[", RowBox[{ RowBox[{"{", RowBox[{"i", ",", RowBox[{"-", "j"}], ",", RowBox[{"Sqrt", "[", RowBox[{ RowBox[{ RowBox[{"u", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}], "^", "2"}], "+", RowBox[{ RowBox[{"v", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}], "^", "2"}]}], "]"}]}], "}"}], ",", RowBox[{"{", RowBox[{"j", ",", "14"}], "}"}], ",", RowBox[{"{", RowBox[{"i", ",", "14"}], "}"}]}], "]"}], ",", "1"}], "]"}], ",", RowBox[{"Contours", "\[Rule]", "100"}], ",", RowBox[{"ContourStyle", "\[Rule]", "None"}], ",", RowBox[{"ColorFunction", "\[Rule]", "\"\\""}]}], "]"}], ",", "\[IndentingNewLine]", RowBox[{"Graphics", "[", RowBox[{"{", RowBox[{"White", ",", RowBox[{"Rectangle", "[", RowBox[{ RowBox[{"{", RowBox[{"9", ",", RowBox[{"-", "14"}]}], "}"}], ",", RowBox[{"{", RowBox[{"14", ",", RowBox[{"-", "5"}]}], "}"}]}], "]"}]}], "}"}], "]"}], ",", "\[IndentingNewLine]", RowBox[{"FrameTicks", "\[Rule]", "None"}], ",", RowBox[{"Frame", "\[Rule]", "False"}], ",", RowBox[{"AspectRatio", "\[Rule]", "1"}]}], "\[IndentingNewLine]", "]"}]}], ";"}]], "Input", CellChangeTimes->{{3.467742940401763*^9, 3.467742958196258*^9}, { 3.467743068884951*^9, 3.467743074421563*^9}, {3.467745901353194*^9, 3.467745901589943*^9}, {3.467745938714362*^9, 3.467745948983036*^9}, { 3.467745991675125*^9, 3.46774604224133*^9}, {3.467746097483511*^9, 3.46774620032868*^9}, {3.4677462406209593`*^9, 3.467746240793372*^9}, { 3.467746832477693*^9, 3.4677468657091312`*^9}, {3.467746913694372*^9, 3.467746918571721*^9}, {3.46774695167949*^9, 3.467747015333246*^9}, { 3.4677476058156357`*^9, 3.467747619058412*^9}, {3.467747714141243*^9, 3.467747981693632*^9}, {3.467748015348756*^9, 3.4677480490397797`*^9}, { 3.467748309405222*^9, 3.467748314078082*^9}, {3.4677569010631*^9, 3.467756930693413*^9}, {3.4677569628199377`*^9, 3.467756966065454*^9}, { 3.468070571499795*^9, 3.4680705849290524`*^9}, {3.468070616292808*^9, 3.4680706165605497`*^9}, {3.4680707873574343`*^9, 3.468070868541712*^9}, { 3.468117892398863*^9, 3.468117939776387*^9}, {3.468117982929912*^9, 3.468117983389228*^9}, {3.4681180494002037`*^9, 3.468118201673491*^9}, { 3.46811826684615*^9, 3.4681182706504602`*^9}, {3.468118310055036*^9, 3.468118311380077*^9}, {3.468179439728044*^9, 3.468179510142249*^9}, { 3.4681795657240133`*^9, 3.4681796628832903`*^9}, {3.468179781248659*^9, 3.468179783941185*^9}, {3.468179824168195*^9, 3.468179859413621*^9}, { 3.468179984290758*^9, 3.468179991650701*^9}, {3.4681803185434227`*^9, 3.468180610416329*^9}, {3.4689023279140053`*^9, 3.468902337135865*^9}, { 3.468940632177094*^9, 3.468940638570881*^9}, {3.468940859495837*^9, 3.468940923999866*^9}, {3.468957013020775*^9, 3.4689570233606577`*^9}, { 3.468957072586047*^9, 3.4689571042589407`*^9}, {3.4689571541521177`*^9, 3.468957165502104*^9}, {3.468957198240633*^9, 3.468957202743443*^9}, { 3.468957248425207*^9, 3.468957254996279*^9}, {3.468957442401559*^9, 3.4689574567668333`*^9}, {3.468957487946002*^9, 3.468957503535293*^9}, { 3.468957591149228*^9, 3.468957611723866*^9}, 3.468957845139784*^9, 3.468958146176108*^9, {3.4689597386150837`*^9, 3.468959740096857*^9}, 3.468960821277176*^9}], Cell["", "PageBreak", PageBreakBelow->True] }, Closed]], Cell[CellGroupData[{ Cell[TextData[{ "(c) Find the pressure coefficient, ", Cell[BoxData[ FormBox[ RowBox[{ RowBox[{ RowBox[{"(", RowBox[{"p", "-", SubscriptBox["p", "B"]}], ")"}], "/", "0.5`"}], "\[Rho]", " ", SuperscriptBox["U", "2"]}], TraditionalForm]], FormatType->"TraditionalForm"], ", along both the interior and exterior walls." }], "Subsubsection", CellChangeTimes->{{3.468155709485489*^9, 3.468155716195868*^9}, { 3.4681559919916887`*^9, 3.468156025464375*^9}, {3.4681592309071302`*^9, 3.46815923276753*^9}, {3.468160031092832*^9, 3.468160047689021*^9}, { 3.468939782832402*^9, 3.468939845162033*^9}}], Cell[TextData[{ "Along a streamline from ", Cell[BoxData[ FormBox["B", TraditionalForm]], FormatType->"TraditionalForm"], " we use Bernoulli's to obtain ", Cell[BoxData[ FormBox[ RowBox[{ RowBox[{ SubscriptBox["p", "B"], "+", RowBox[{ RowBox[{"1", "/", "2"}], "\[Rho]", " ", SuperscriptBox[ SubscriptBox["u", "B"], "2"]}]}], "=", RowBox[{"p", "+", RowBox[{ RowBox[{"1", "/", "2"}], "\[Rho]", " ", RowBox[{"(", RowBox[{ SuperscriptBox["u", "2"], "+", SuperscriptBox["v", "2"]}], ")"}]}]}]}], TraditionalForm]], FormatType->"TraditionalForm"], " or rearranging ", Cell[BoxData[ FormBox[ RowBox[{ SubscriptBox["c", "p"], "=", RowBox[{ RowBox[{ RowBox[{ RowBox[{"(", RowBox[{"p", "-", SubscriptBox["p", "B"]}], ")"}], "/", "0.5"}], "\[Rho]", " ", SuperscriptBox["U", "2"]}], "=", RowBox[{ RowBox[{"(", RowBox[{ SuperscriptBox[ SubscriptBox["u", "B"], "2"], "-", RowBox[{"(", RowBox[{ SuperscriptBox["u", "2"], "+", SuperscriptBox["v", "2"]}], ")"}]}], ")"}], "/", SuperscriptBox["U", "2"]}]}]}], TraditionalForm]], FormatType->"TraditionalForm"], ". Note that we have already normalized our calculated velocities, so ", Cell[BoxData[ FormBox[ RowBox[{ RowBox[{"cp", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}], "=", RowBox[{ RowBox[{ RowBox[{"u", "[", RowBox[{"[", RowBox[{"14", ",", "1"}], "]"}], "]"}], "^", "2"}], "-", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"u", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}], "^", "2"}], "+", RowBox[{ RowBox[{"v", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}], "^", "2"}]}], ")"}]}]}], TraditionalForm]], FormatType->"TraditionalForm"], "." }], "Text", CellChangeTimes->{{3.468190240794311*^9, 3.468190491107275*^9}, { 3.468190607052055*^9, 3.468190608762311*^9}, {3.468190734825382*^9, 3.468190735476924*^9}, {3.468190853446705*^9, 3.468191009551528*^9}, { 3.468903189606235*^9, 3.468903271874522*^9}, {3.4689033278329287`*^9, 3.468903389738792*^9}, {3.468946564947587*^9, 3.4689466348108263`*^9}, { 3.468946673233569*^9, 3.468946815624238*^9}}], Cell[BoxData[ RowBox[{ RowBox[{"(*", " ", RowBox[{"initialize", " ", "cp"}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"cp", "=", RowBox[{"Table", "[", RowBox[{"0", ",", RowBox[{"{", "14", "}"}], ",", RowBox[{"{", "14", "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{ RowBox[{"For", "[", RowBox[{ RowBox[{"j", "=", "14"}], ",", RowBox[{"j", ">", "0"}], ",", RowBox[{"j", "--"}], ",", "\[IndentingNewLine]", RowBox[{"For", "[", RowBox[{ RowBox[{"i", "=", "14"}], ",", RowBox[{"i", ">", "0"}], ",", RowBox[{"i", "--"}], ",", RowBox[{"{", "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{"(*", " ", RowBox[{ RowBox[{"solve", " ", "only", " ", "for", " ", "i"}], ",", RowBox[{ "j", " ", "in", " ", "domain", " ", "of", " ", "interest"}]}], " ", "*)"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"If", "[", RowBox[{ RowBox[{"!", RowBox[{"(", RowBox[{ RowBox[{"i", ">", "9"}], "&&", RowBox[{"j", ">", "5"}]}], ")"}]}], ",", RowBox[{"{", "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{ RowBox[{"cp", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}], "=", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"u", "[", RowBox[{"[", RowBox[{"14", ",", "1"}], "]"}], "]"}], "^", "2"}], "+", RowBox[{ RowBox[{"v", "[", RowBox[{"[", RowBox[{"14", ",", "1"}], "]"}], "]"}], "^", "2"}]}], ")"}], "-", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"u", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}], "^", "2"}], "+", RowBox[{ RowBox[{"v", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}], "^", "2"}]}], ")"}]}]}], "\[IndentingNewLine]", "\[IndentingNewLine]", "}"}]}], "]"}], RowBox[{"(*", " ", RowBox[{"end", " ", "if"}], " ", "*)"}], ";"}], "\[IndentingNewLine]", "\[IndentingNewLine]", "}"}]}], "]"}]}], RowBox[{"(*", " ", RowBox[{"end", " ", "for", " ", "i"}], " ", "*)"}], "\[IndentingNewLine]", "]"}], RowBox[{"(*", " ", RowBox[{"end", " ", "for", " ", "j"}], " ", "*)"}], ";"}]}]}]], "Input", CellChangeTimes->{{3.468159300636578*^9, 3.4681593202911987`*^9}, 3.468159568052473*^9, {3.468159670066414*^9, 3.46815976012929*^9}, { 3.468159802236999*^9, 3.4681598052341833`*^9}, {3.468159852223482*^9, 3.468159865598275*^9}, {3.4681599165764503`*^9, 3.468159955273746*^9}, { 3.468160177758581*^9, 3.468160198260333*^9}, {3.468171329442657*^9, 3.468171484054407*^9}, {3.46817176962435*^9, 3.468171834963058*^9}, { 3.468171910032423*^9, 3.4681719668625927`*^9}, {3.468172012349718*^9, 3.468172173476862*^9}, 3.46817226514051*^9, {3.468172364099395*^9, 3.468172374312928*^9}, {3.4681724411459913`*^9, 3.468172492995996*^9}, { 3.4681725578632393`*^9, 3.468172589723027*^9}, {3.468172797901989*^9, 3.4681728153825073`*^9}, {3.4681729100537357`*^9, 3.468172936128953*^9}, { 3.46817301050597*^9, 3.4681730538891163`*^9}, {3.468173093867118*^9, 3.468173137212656*^9}, {3.468173263544986*^9, 3.468173275862336*^9}, { 3.4681777484984913`*^9, 3.4681778098224277`*^9}, {3.468177870784481*^9, 3.468177911233341*^9}, {3.468177949088997*^9, 3.4681780211252337`*^9}, { 3.468178054668663*^9, 3.468178081134761*^9}, {3.468178113479979*^9, 3.468178149393553*^9}, {3.468178193725575*^9, 3.4681782686876*^9}, { 3.468178303860792*^9, 3.4681783039298277`*^9}, {3.468178605715156*^9, 3.468178677477745*^9}, {3.4681787121174088`*^9, 3.468178715820346*^9}, { 3.468178888755694*^9, 3.4681789172932987`*^9}, {3.468902504293583*^9, 3.468902526957135*^9}, {3.468902579164081*^9, 3.4689025822644978`*^9}, { 3.4689027075901203`*^9, 3.468902811599666*^9}, {3.468902856348042*^9, 3.468902867338169*^9}, {3.468903098056201*^9, 3.4689031265577307`*^9}, { 3.468903422554928*^9, 3.468903433737493*^9}, {3.468903482645171*^9, 3.468903560320375*^9}, {3.468903833876628*^9, 3.4689038341932907`*^9}, { 3.468903870455283*^9, 3.46890394871763*^9}, {3.468946881294611*^9, 3.468946908316407*^9}, {3.468946938359241*^9, 3.468946944287929*^9}}], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ RowBox[{"cpsolution", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"cp", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}], ",", RowBox[{"{", RowBox[{"j", ",", "14"}], "}"}], ",", RowBox[{"{", RowBox[{"i", ",", "14"}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{"Style", "[", RowBox[{ RowBox[{"TableForm", "[", RowBox[{ RowBox[{"cpsolution", "/.", RowBox[{"{", RowBox[{"0", "\[Rule]", "\"\<\>\""}], "}"}]}], ",", RowBox[{"TableHeadings", "\[Rule]", RowBox[{"{", RowBox[{ RowBox[{"Table", "[", RowBox[{ RowBox[{ RowBox[{"ToString", "[", "j", "]"}], "<>", "\"\<-\>\"", "<>", RowBox[{"ToString", "[", RowBox[{"j", "+", "1"}], "]"}]}], ",", RowBox[{"{", RowBox[{"j", ",", "14"}], "}"}]}], "]"}], ",", RowBox[{"Table", "[", RowBox[{ RowBox[{ RowBox[{"ToString", "[", "i", "]"}], "<>", "\"\<-\>\"", "<>", RowBox[{"ToString", "[", RowBox[{"i", "+", "1"}], "]"}]}], ",", RowBox[{"{", RowBox[{"i", ",", "14"}], "}"}]}], "]"}]}], "}"}]}]}], "]"}], ",", "6.5"}], "]"}]}], "Input", CellChangeTimes->{{3.4681731685984077`*^9, 3.468173177756792*^9}, { 3.468173400859379*^9, 3.468173500425715*^9}, {3.468173595383535*^9, 3.4681736415808992`*^9}, {3.468178722991461*^9, 3.468178736479279*^9}, { 3.468179018924089*^9, 3.468179032960443*^9}, {3.4681791276793957`*^9, 3.468179136097871*^9}, {3.4681791662585173`*^9, 3.468179169105751*^9}, { 3.468179732147519*^9, 3.4681797489531384`*^9}, {3.46819109052456*^9, 3.468191104622116*^9}, {3.468191156904208*^9, 3.4681911758316813`*^9}, { 3.468191278096258*^9, 3.468191326264244*^9}, {3.468191512843486*^9, 3.468191529981017*^9}, {3.468191622020317*^9, 3.468191626488883*^9}, { 3.468191711361083*^9, 3.46819175831522*^9}, 3.4689036959176207`*^9, { 3.4689469596529512`*^9, 3.4689469639377193`*^9}, {3.468947214934021*^9, 3.46894721557164*^9}}], Cell[BoxData[ StyleBox[ TagBox[ TagBox[GridBox[{ { StyleBox["\[Null]", ShowStringCharacters->False], TagBox["\<\"1-2\"\>", HoldForm], TagBox["\<\"2-3\"\>", HoldForm], TagBox["\<\"3-4\"\>", HoldForm], TagBox["\<\"4-5\"\>", HoldForm], TagBox["\<\"5-6\"\>", HoldForm], TagBox["\<\"6-7\"\>", HoldForm], TagBox["\<\"7-8\"\>", HoldForm], TagBox["\<\"8-9\"\>", HoldForm], TagBox["\<\"9-10\"\>", HoldForm], TagBox["\<\"10-11\"\>", HoldForm], TagBox["\<\"11-12\"\>", HoldForm], TagBox["\<\"12-13\"\>", HoldForm], TagBox["\<\"13-14\"\>", HoldForm], TagBox["\<\"14-15\"\>", HoldForm]}, { TagBox["\<\"1-2\"\>", HoldForm], "0.9809249492918126`", "0.9682774665839645`", "0.941239058656018`", "0.8962814588500074`", "0.8279940900571325`", "0.7298705497264236`", "0.5975957736566198`", "0.4370339303334586`", "0.27470874578025484`", "0.15129262617277495`", "0.0736101789706689`", "0.030415486207126863`", "0.008783462072961434`", "0.`"}, { TagBox["\<\"2-3\"\>", HoldForm], "0.9689942800498983`", "0.9563554248630115`", "0.9289007803571552`", "0.882917822381082`", "0.8124724649437234`", "0.7098830057707337`", "0.5689507188861127`", "0.3950748190833874`", "0.22327098121523614`", "0.11467584231962225`", "0.051916512520695846`", "0.018418284105474747`", "0.0020755452666189056`", RowBox[{"-", "0.004449128920816614`"}]}, { TagBox["\<\"3-4\"\>", HoldForm], "0.9467704104420852`", "0.9345768386215024`", "0.907248948190337`", "0.8607084836313692`", "0.7875949963979454`", "0.6760182952080462`", "0.510044295915439`", "0.2822363453293457`", "0.0490059103976056`", "0.009671205015638229`", RowBox[{"-", "0.006448489397444357`"}], RowBox[{"-", "0.012861136184492028`"}], RowBox[{"-", "0.015012544236784331`"}], RowBox[{"-", "0.015618099262172502`"}]}, { TagBox["\<\"4-5\"\>", HoldForm], "0.9172084358891363`", "0.9059043328638863`", "0.8795166453567184`", "0.8337574124339613`", "0.7597104822572096`", "0.6388835062390237`", "0.4317030758206478`", "0.06159143170496295`", RowBox[{"-", "0.4889114679474388`"}], RowBox[{"-", "0.165050478130086`"}], RowBox[{"-", "0.08773497417085252`"}], RowBox[{"-", "0.05148738133622721`"}], RowBox[{"-", "0.034370784625312845`"}], RowBox[{"-", "0.027636895386917826`"}]}, { TagBox["\<\"5-6\"\>", HoldForm], "0.8841082702659306`", "0.8741185394098577`", "0.8498304795534666`", "0.8075177489995025`", "0.7387650929587821`", "0.6229442189498929`", "0.39661843436453836`", RowBox[{"-", "0.2111965766849887`"}], RowBox[{"-", "2.975835342244774`"}], RowBox[{"-", "0.3816243954956767`"}], RowBox[{"-", "0.15306128490104964`"}], RowBox[{"-", "0.07434527510675515`"}], RowBox[{"-", "0.043935225228126096`"}], RowBox[{"-", "0.03304409470831848`"}]}, { TagBox["\<\"6-7\"\>", HoldForm], "0.8512640953700757`", "0.8429017441580122`", "0.8218959130451141`", "0.7860627492050858`", "0.7312149239615714`", "0.6505385155253651`", "0.5365489699160356`", "0.397308344319`", "0.22309514047554058`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", \ "\<\"\"\>", "\<\"\"\>"}, { TagBox["\<\"7-8\"\>", HoldForm], "0.8215946629004536`", "0.8149378560115589`", "0.7977579626739186`", "0.7692650063670454`", "0.7283607087836192`", "0.6745384670305907`", "0.610251772765844`", "0.5435985061981314`", "0.489222179550634`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", \ "\<\"\"\>"}, { TagBox["\<\"8-9\"\>", HoldForm], "0.7967210630979149`", "0.7916277088309406`", "0.7781667790405309`", "0.7563802063620617`", "0.7266185618204637`", "0.6902475530632206`", "0.6506838922203819`", "0.6143108167014295`", "0.5935568581468142`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", \ "\<\"\"\>"}, { TagBox["\<\"9-10\"\>", HoldForm], "0.777075738038704`", "0.7732856742600486`", "0.763053680167663`", "0.7467952587251697`", "0.7253870316486737`", "0.7005496583347979`", "0.6753092354058943`", "0.6543505703479386`", "0.6446804691664478`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", \ "\<\"\"\>"}, { TagBox["\<\"10-11\"\>", HoldForm], "0.7623189476317292`", "0.7595395278933067`", "0.751900113644739`", "0.7399264825064054`", "0.7245859820992291`", "0.707470414473123`", "0.690958838403792`", "0.6782314792460682`", "0.6730041394509734`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", \ "\<\"\"\>"}, { TagBox["\<\"11-12\"\>", HoldForm], "0.7517403768937344`", "0.7497023734156347`", "0.7440140578746235`", "0.7351890144738272`", "0.7241110241661087`", "0.7121122294144819`", "0.7009796419873507`", "0.6928149095905919`", "0.689674397953658`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", \ "\<\"\"\>"}, { TagBox["\<\"12-13\"\>", HoldForm], "0.7445751408897117`", "0.743047562521886`", "0.7387316747649708`", "0.7320780488166873`", "0.7238529629567483`", "0.7151329121064529`", "0.707263424814015`", "0.7016792803941092`", "0.6996089924179183`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", \ "\<\"\"\>"}, { TagBox["\<\"13-14\"\>", HoldForm], "0.7401790201418171`", "0.7389688365318575`", "0.7355157158663683`", "0.7302151273539388`", "0.7237274638709096`", "0.7169492045840138`", "0.7109386030679601`", "0.7067591807992911`", "0.7052462144847089`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", \ "\<\"\"\>"}, { TagBox["\<\"14-15\"\>", HoldForm], "0.738095921897429`", "0.7370412281425035`", "0.7340051126068952`", "0.7293551059781604`", "0.7236871432690166`", "0.7178058083372079`", "0.7126351160851103`", "0.7090760686061164`", "0.7078040202166958`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", \ "\<\"\"\>"} }, GridBoxAlignment->{ "Columns" -> {{Left}}, "ColumnsIndexed" -> {}, "Rows" -> {{Baseline}}, "RowsIndexed" -> {}}, GridBoxDividers->{ "Columns" -> {False, True, {False}, False}, "ColumnsIndexed" -> {}, "Rows" -> {False, True, {False}, False}, "RowsIndexed" -> {}}, GridBoxSpacings->{"Columns" -> { Offset[0.27999999999999997`], { Offset[0.7]}, Offset[0.27999999999999997`]}, "ColumnsIndexed" -> {}, "Rows" -> { Offset[0.2], { Offset[0.4]}, Offset[0.2]}, "RowsIndexed" -> {}}], {OutputFormsDump`HeadedRows, OutputFormsDump`HeadedColumns}], Function[BoxForm`e$, TableForm[ BoxForm`e$, TableHeadings -> {{ "1-2", "2-3", "3-4", "4-5", "5-6", "6-7", "7-8", "8-9", "9-10", "10-11", "11-12", "12-13", "13-14", "14-15"}, { "1-2", "2-3", "3-4", "4-5", "5-6", "6-7", "7-8", "8-9", "9-10", "10-11", "11-12", "12-13", "13-14", "14-15"}}]]], StripOnInput->False, FontSize->6.5]], "Output", CellChangeTimes->{ 3.468903575118821*^9, 3.4689036969487247`*^9, 3.468903838097787*^9, { 3.468903874512836*^9, 3.468903904078925*^9}, 3.468903951624942*^9, 3.4689043533113937`*^9, 3.468946972238508*^9, 3.468947215898838*^9, 3.468950153639628*^9, 3.468950235428186*^9, 3.4689503467411737`*^9, 3.468959894069735*^9, 3.46896107447299*^9}] }, Open ]], Cell[BoxData[ RowBox[{ RowBox[{"pcp", "=", RowBox[{"Show", "[", "\[IndentingNewLine]", RowBox[{ RowBox[{"ListContourPlot", "[", RowBox[{ RowBox[{"Flatten", "[", RowBox[{ RowBox[{"Table", "[", RowBox[{ RowBox[{"{", RowBox[{"i", ",", RowBox[{"-", "j"}], ",", RowBox[{"cp", "[", RowBox[{"[", RowBox[{"i", ",", "j"}], "]"}], "]"}]}], "}"}], ",", RowBox[{"{", RowBox[{"j", ",", "14"}], "}"}], ",", RowBox[{"{", RowBox[{"i", ",", "14"}], "}"}]}], "]"}], ",", "1"}], "]"}], ",", RowBox[{"Contours", "\[Rule]", "100"}], ",", RowBox[{"ContourStyle", "\[Rule]", "None"}], ",", RowBox[{"ColorFunction", "\[Rule]", "\"\\""}]}], "]"}], ",", "\[IndentingNewLine]", RowBox[{"Graphics", "[", RowBox[{"{", RowBox[{"White", ",", RowBox[{"Rectangle", "[", RowBox[{ RowBox[{"{", RowBox[{"9", ",", RowBox[{"-", "14"}]}], "}"}], ",", RowBox[{"{", RowBox[{"14", ",", RowBox[{"-", "5"}]}], "}"}]}], "]"}]}], "}"}], "]"}], ",", "\[IndentingNewLine]", RowBox[{"FrameTicks", "\[Rule]", "None"}], ",", RowBox[{"Frame", "\[Rule]", "False"}], ",", RowBox[{"AspectRatio", "\[Rule]", "1"}]}], "\[IndentingNewLine]", "]"}]}], ";"}]], "Input", CellChangeTimes->{{3.467742940401763*^9, 3.467742958196258*^9}, { 3.467743068884951*^9, 3.467743074421563*^9}, {3.467745901353194*^9, 3.467745901589943*^9}, {3.467745938714362*^9, 3.467745948983036*^9}, { 3.467745991675125*^9, 3.46774604224133*^9}, {3.467746097483511*^9, 3.46774620032868*^9}, {3.4677462406209593`*^9, 3.467746240793372*^9}, { 3.467746832477693*^9, 3.4677468657091312`*^9}, {3.467746913694372*^9, 3.467746918571721*^9}, {3.46774695167949*^9, 3.467747015333246*^9}, { 3.4677476058156357`*^9, 3.467747619058412*^9}, {3.467747714141243*^9, 3.467747981693632*^9}, {3.467748015348756*^9, 3.4677480490397797`*^9}, { 3.467748309405222*^9, 3.467748314078082*^9}, {3.4677569010631*^9, 3.467756930693413*^9}, {3.4677569628199377`*^9, 3.467756966065454*^9}, { 3.468070571499795*^9, 3.4680705849290524`*^9}, {3.468070616292808*^9, 3.4680706165605497`*^9}, {3.4680707873574343`*^9, 3.468070868541712*^9}, { 3.468117892398863*^9, 3.468117939776387*^9}, {3.468117982929912*^9, 3.468117983389228*^9}, {3.4681180494002037`*^9, 3.468118201673491*^9}, { 3.46811826684615*^9, 3.4681182706504602`*^9}, {3.468118310055036*^9, 3.468118311380077*^9}, {3.468179439728044*^9, 3.468179510142249*^9}, { 3.4681795657240133`*^9, 3.4681796628832903`*^9}, {3.468179781248659*^9, 3.468179783941185*^9}, {3.468179824168195*^9, 3.468179859413621*^9}, { 3.468179984290758*^9, 3.468179991650701*^9}, {3.4681803185434227`*^9, 3.468180610416329*^9}, {3.4689023279140053`*^9, 3.468902337135865*^9}, { 3.468940632177094*^9, 3.468940638570881*^9}, {3.468940859495837*^9, 3.468940923999866*^9}, {3.468957013020775*^9, 3.4689570233606577`*^9}, { 3.468957072586047*^9, 3.4689571042589407`*^9}, {3.4689571541521177`*^9, 3.468957165502104*^9}, {3.468957198240633*^9, 3.468957202743443*^9}, { 3.468957248425207*^9, 3.468957254996279*^9}, {3.468957442401559*^9, 3.4689574567668333`*^9}, {3.468957487946002*^9, 3.468957503535293*^9}, { 3.468957591149228*^9, 3.468957611723866*^9}, 3.468957845139784*^9, 3.468958146176108*^9, {3.4689597386150837`*^9, 3.468959740096857*^9}, { 3.4689598646966133`*^9, 3.468959888821869*^9}, {3.468959982874261*^9, 3.468959992391712*^9}, 3.468960262001687*^9}], Cell["", "PageBreak", PageBreakBelow->True] }, Closed]], Cell[CellGroupData[{ Cell["Colorful contour plots", "Subsubsection", CellChangeTimes->{{3.468155709485489*^9, 3.468155716195868*^9}, { 3.4681559919916887`*^9, 3.468156025464375*^9}, {3.4681592309071302`*^9, 3.46815923276753*^9}, {3.468160031092832*^9, 3.468160047689021*^9}, { 3.468939782832402*^9, 3.468939845162033*^9}, {3.468960278886071*^9, 3.4689602858991013`*^9}, {3.468960844676597*^9, 3.4689608453767633`*^9}}], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"GraphicsGrid", "[", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"pphi0", ",", "pphi", ",", "pcp"}], "}"}], ",", RowBox[{"{", RowBox[{"pu", ",", "pv", ",", "pvel"}], "}"}]}], "}"}], ",", RowBox[{"Spacings", "\[Rule]", "0"}]}], "]"}]], "Input", CellChangeTimes->{{3.4689576794245443`*^9, 3.468957714475016*^9}, { 3.4689577799095*^9, 3.4689578152048283`*^9}, {3.468958150804843*^9, 3.4689581794836483`*^9}, {3.468959594844034*^9, 3.4689596324664717`*^9}, { 3.468959712951887*^9, 3.468959713954582*^9}, 3.46895975334039*^9, { 3.4689602968741302`*^9, 3.468960302884597*^9}, {3.468960803686263*^9, 3.4689608070833397`*^9}}], Cell[BoxData[ GraphicsBox[{{}, {{InsetBox[ GraphicsBox[{GraphicsComplexBox[CompressedData[" 1:eJxl112IFlUcx/HZV8/uuuvZ3bO7o47r7OzTwzQ7UGEYCOUE9kJFlFdeBIaQ EdELEVgGkYFmdWF5URQIgUHdZEUF3e1giBgFRdBGV1r2Akasmqap2XPOzv8M 821uHj7pPv//7zeHszaz7YnND3UHQXC8Kwjs59KzuLH6nK/+Q9G0gjVs4BCO 4BhO4BbchlM4g3NY8gVl9Vk0rWANGziEIziGE7gFt+EUzuAclnyqsuQTK1jD Bg7hCI7hBG7BbTiFMziHJZ+uLPnECtawgUM4gmM4gVtwG07hDM5hyWcqSz6x gjVs4BCO4BhO4BbchlM4g3NY8oWVJZ9YwRo2cAhHcAwncAtuwymcwTks+aLK kk+sYA0bOIQjOIYTuAW34RTO4ByWfHFlySdWsIYNHMIRHMMJ3ILbcApncA5L vqSy5BMrWMMGDuEIjuEEbsFtOIUzOIclX6uy5BMrWMMGDuEIjuEEbsFtOIUz OIclX7uy5BMrWMMGDuEIjuEEbsFtOIUzOIclX1pZ8okVrGEDh3AEx3ACt+A2 nMIZnMOSL6ss+cQK1rCBQziCYziBW3AbTuEMzmHJl1eWfGIFa9jAIRzBMZzA LbgNp3AG597h3c9/fHJhrvLi/PVvXN527MPad57YaQ69VPvB/OKR/VtrP7Oj 89xU+7XD59IHVtR+f/jpH4vf6n/fl1vOvHrNfO0fDj558+CbtRf/7DyP1162 4bF3vru99trdp+7/fLq27H/re3bQab//i/eu/v3TXWf8/l901tp3+Kzfv/fA +m8e6Tnn979tk33O+/332DG7//b7H92/tfOTF/z+yu7V/4/f382545Lf/+W9 9rns9//yOrvYFb//0IL9wavzzf6Dstl/UDb7D8pm/0HZ7D8om/0HZbP/oGz2 H5TN/oOy2X9QNvsPymb/gT8/nTI6f7Pev3Dvo8vv7+o50eX33+XeT7fffyax T4/f/7B7Xz1+/23HbIG9fv8e9/76/P72Y+Fgn9/fvc5N/X7/X6bsov1+f/ex exnOv0L/Cv0r9K/Qv0L/Cv0r9K/Qv0L/Cv0r9K/Qv0L/A+h/AP0Pov8h9D+E /pej/2H0P4z+R9D/CPpfgf41+tfoX6N/jf41+tfoX6N/jf41+tfoX6N/7ffv lHFg/X31/kvvo97f1bNY77/0fkb9/nq087w+6vc/7t7XqN//o5OdAm8Y8/u/ 4N7fmN/ftnnq2zG//9L7HPf725/a8tS433/pPhxH/wb9G/Rv0L9B/wb9G/Rv 0L9B/wb9G/Rv0L9B/wb9G/Rv0P8E+p9A/xPofxL9T6L/SfQ/hf6n0P9UuZQj 9/uLZX+x7C+W/cWyv1j2F8v+YtlfLPuLZX+x7C+W/d+1i/28tugM22lGsvIP +0WPri0G7e+3u7LyxnWd5+x0sd0+e7LyObvWzunqfslK9z3d08W07eXfrHS/ F19ZU7j1N8yVm+1eo2uK723PO+bKt9+yT1TYr133yVy1z+JGmS+W+WKZL5b5 YpkvlvlimS+W+e58HV3m87tf6wv9Pv/Ddu6vfT7/eTv2XK/P745DX6/PP+G+ qMfnd/3Odvv8rs91XcivimZ+VTTzq6KZXxXN/Kpo5ldFM78qmvlV0cy/AvlH kH8Y+Zcj/3LkH0L+QeQfQH6N/Br5NfJr5NfIr5FfI7/285fO/zjO/zjO/xjO /xjO/xjO/yjO/yjOv0Z+g/wG+Q3yG+Q3yG+Q3yC/Qf4p5J9C/knkn0T+SeSf QP4J5DfIHyJ/iPwh8ofIHyJ/iPwh8ofIvxr5VyP/KuRfhfyrkH8l8q9E/hD5 I+SPkD9C/gj5I+SPkD9Cft6/AeYHmB9gfoD5AeYHmB9gfuDn73NfdNXf/x/Y z0NX/P3/9Vf2ueTvf/fPzlMX/f0/4C6sC/7+v9ZeT+l5f/+7r7vjL3//u/ts +5mNzfwx8sfIHyN/jPwx8sfIHyN/7PO783F6xs939+tnM36+Oy/Pzvj5t7g/ mPHzf7KDumb8fPf/vUfq+ZntY2893/V5T4z3nyB/gvwJ8ifInyB/gvwJ8ifI P4v8s8g/i/yzyD+L/AnyJ8j///lLe+V+vljmi2W+WOaLZb5Y5otlvvg/bng5 fg== "], { {RGBColor[0.411119648, 0.112080064, 0.578698328], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{233, 28, 221}, {305, 70, 293}, {281, 56, 269}, {209, 14, 197}, {317, 70, 305}, {257, 42, 245}}], PolygonBox[{{269, 56, 42, 257}, {221, 28, 14, 209}, {245, 42, 28, 233}, {293, 70, 56, 281}}]}]}, {RGBColor[ 0.30333750400000004`, 0.13137916800000002`, 0.6778684239999999], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{306, 305, 293, 294}, {222, 221, 209, 210}, {294, 293, 281, 282}, {270, 269, 257, 258}, {234, 233, 221, 222}, {258, 257, 245, 246}, {210, 209, 197, 198}, {246, 245, 233, 234}, {282, 281, 269, 270}, {318, 317, 305, 306}}]]}, {RGBColor[0.25796784, 0.21244928000000002`, 0.75659004], EdgeForm[ None], GraphicsGroupBox[ PolygonBox[{{295, 294, 282, 283}, {319, 318, 306, 307}, {223, 222, 210, 211}, {271, 270, 258, 259}, {259, 258, 246, 247}, {211, 210, 198, 199}, {283, 282, 270, 271}, {307, 306, 294, 295}, {247, 246, 234, 235}, {235, 234, 222, 223}}]]}, {RGBColor[0.246526464, 0.311246992, 0.798813024], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{296, 295, 283, 284}, {236, 235, 223, 224}, {224, 223, 211, 212}, {320, 319, 307, 308}, {260, 259, 247, 248}, {284, 283, 271, 272}, {248, 247, 235, 236}, {212, 211, 199, 200}, {272, 271, 259, 260}, {308, 307, 295, 296}}]]}, {RGBColor[0.25254412800000003`, 0.40940404799999996`, 0.81087888], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{249, 248, 236, 237}, {321, 320, 308, 309}, {225, 224, 212, 213}, {297, 296, 284, 285}, {213, 212, 200, 201}, {261, 260, 248, 249}, {273, 272, 260, 261}, {309, 308, 296, 297}, {237, 236, 224, 225}, {285, 284, 272, 273}}]]}, {RGBColor[ 0.27153439200000007`, 0.5001158960000001, 0.7939796320000001], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{274, 273, 261, 262}, {286, 285, 273, 274}, {322, 321, 309, 310}, {250, 249, 237, 238}, {226, 225, 213, 214}, {238, 237, 225, 226}, {298, 297, 285, 286}, {262, 261, 249, 250}, {214, 213, 201, 202}, {310, 309, 297, 298}}]]}, {RGBColor[0.301461736, 0.5744969679999999, 0.746706656], EdgeForm[ None], GraphicsGroupBox[ PolygonBox[{{251, 250, 238, 239}, {311, 310, 298, 299}, {275, 274, 262, 263}, {215, 214, 202, 203}, {323, 322, 310, 311}, {263, 262, 250, 251}, {239, 238, 226, 227}, {299, 298, 286, 287}, {227, 226, 214, 215}, {287, 286, 274, 275}}]]}, {RGBColor[0.34083804000000006`, 0.63049276, 0.67952264], EdgeForm[ None], GraphicsGroupBox[ PolygonBox[{{300, 299, 287, 288}, {288, 287, 275, 276}, {240, 239, 227, 228}, {264, 263, 251, 252}, {324, 323, 311, 312}, {312, 311, 299, 300}, {216, 215, 203, 204}, {252, 251, 239, 240}, {228, 227, 215, 216}, {276, 275, 263, 264}}]]}, {RGBColor[0.387669904, 0.6738262799999999, 0.6043865680000001], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{301, 300, 288, 289}, {229, 228, 216, 217}, {265, 264, 252, 253}, {217, 216, 204, 205}, {241, 240, 228, 229}, {289, 288, 276, 277}, {253, 252, 240, 241}, {313, 312, 300, 301}, {277, 276, 264, 265}, {325, 324, 312, 313}}]]}, {RGBColor[0.4418768, 0.7058912239999999, 0.525972984], EdgeForm[ None], GraphicsGroupBox[ PolygonBox[{{218, 217, 205, 206}, {266, 265, 253, 254}, {254, 253, 241, 242}, {290, 289, 277, 278}, {278, 277, 265, 266}, {230, 229, 217, 218}, {242, 241, 229, 230}, {314, 313, 301, 302}, {326, 325, 313, 314}, {302, 301, 289, 290}}]]}, {RGBColor[0.5047252, 0.727000616, 0.45104445600000004`], EdgeForm[ None], GraphicsGroupBox[ PolygonBox[{{255, 254, 242, 243}, {327, 326, 314, 315}, {279, 278, 266, 267}, {315, 314, 302, 303}, {243, 242, 230, 231}, {267, 266, 254, 255}, {291, 290, 278, 279}, {219, 218, 206, 207}, {231, 230, 218, 219}, {303, 302, 290, 291}}]]}, {RGBColor[0.574480632, 0.7388611039999999, 0.38748508800000003`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{328, 327, 315, 316}, {304, 303, 291, 292}, {244, 243, 231, 232}, {232, 231, 219, 220}, {256, 255, 243, 244}, {268, 267, 255, 256}, {292, 291, 279, 280}, {220, 219, 207, 208}, {280, 279, 267, 268}, {316, 315, 303, 304}}]]}, {RGBColor[0.6466058000000001, 0.7432672, 0.3348196], EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData[" 1:eJxNl21T1lUQxs/fZxRHRAvCEUQNbVQkRRoVBBFHQATFEhV5VFAwQRFUQEri QQFN0UKplAetECtEqZneWfSm79AH6AP0Adprzu8e7xfX3Ofs2b12z+6e8z93 YnVjccMc51x24Nxc+/3GcNswbFhnWG941/CBYZVhI3PJYwzvoCdZsmGNYYsh y1Bo2GvYZdhpOGCIMiwzrMZ2LfYar2R+CFtxbIYvwbCJebwhEV3ZRBreM8QZ 6gznDFcM/xDzv+hofalhA/pJhouGakMjtrK7aqg3nDeUGc4Ymgw1hnJkWrts qA2TS/ap4ayh2dDCuIWYWuDX+IKhwVBpuGHohK8KmdY6iOs6MV0jrnrG8vc5 9k3soypsL6F9KP7ThkuGCnxXksM11C2e3CrPEdR2MXVRbRcZVhiisVlGLdU7 85zvneVgLmsLsV+ETTT8S+COBYvxp3i2UtcI/MbwGwHPamKNgisan1H4ncN6 Qpg8nrFqrtrHEfNy7KPZ23zn+/p9/G4h7gTijGEtlt8kYk4mbiGF+JPwJ902 w03DLWSR5GAF/ImMFxCDenYpccZis4R8rnRvz8oC7Oaxh/nME1lfiI7Gqrlq H+pP9W0zc8nVvwcNxw0nDIcN+wzZyPNZK2Gc5/w5PWkoNRxzvs+0rrN7ylCE fRF8x7EtgfuIIcf53jwDxwk4C1jfh20hPLpPctFVDEcNxc73czbrRayXoKO+ b8JHBbrFzGvQq8BfObGXwVNL3DUglINP8JGLzRHiPIxtOeMi5h8TaxW6FcSg Wpxjz9XoVZFTyetAPXGVMj9Frs6G1eAkNo1wNFCjUvJXil0hcR9gHzcMXzp/ B/U636utyO4iv8NcuhfxEbqf5Ed31GesSX4NrlZyrxrortKdpDuwG7n4LqMv 3dAdep659HtYH4C7Hx2tt7Hei85VuHuIuxn+Lxh3YnMBjv3O96BqcQ+9u9So mLU2fCkvB8m7+vMY+TtNvlXfSnJeQD103+ibGYf/WuLpIk7logW/XYybmbcT Zxvj6+S6CY4a6qneKEO3HZ0W+K4Q73F8ryIWxZRq2O78mVFtv2PvXfhXPr43 PDQ8c/7O1/1qTwX3s+EXwyh2j7H9lrn4+ohH995Xhq/JoWquXlBPPcGP7P8w vDa8YX4PzlvYyf4BXL3IJRvCTvYz/P7J+A1rrww/Gn5Arnso3fn74TfDhOFX MIHulOGlYdwwxn6nGE8h7yGmXmzld9bwF7yzyGdY+9uSN60YA59n7XEQfzPo zmKr8e+BjyHPfscC73c48DbK3Qh51pm4Tjzqq/vENUa+nhsmqc0gdvep0x3q 9gLOx+RUuX1K/fuQDSF7hvwRvvVm1Pkcxu8ovh/gZxSfo8x/wtcL9j5Mbfrg 7YevHx/PAx//dOB5x9nXCFzqR90/HWFxDGDbDm8oP6HcdCDrh+cJXLfhGsDP U3IxiG03eRBnqLfH0ZlkT8phFzbd5H0S+SB1l79e7G+G5XSI3ClX6jn17wz5 GWGvWtN7TW9rvVP0btnm/LtEst3I/3P+7a5D+6H97DFkOj9OYZ7h/L22B3km XJIVINd8O/x6T+kdpve4zlAy/pJYl95H+E1z/n2fArfGa5nvJNbNrG1jH+uY a7zD+TdAGr85YWOtZWOXhV991/KIZxfz3azvRSeVcTZ7zYIjj/1Ifz97yCG+ Te7tf5hcuLOJIRWeQ3BlkrMCONLg2U2uVJej+NA3Zn3gxymBty2AS3XJpw4Z xJbPeA853AH/RvK9kbn+x+kM6Gypf3SP6w7sDHz/tAa+36aRv0JHspfI1feD ge/BPvutCnxvnwi8rvrxEXavmQ8j03gcLvFMEJPieYiN9PRt0ndJ75it5Ced cQZ73MA+tbeksBruYC0V/XRsUpFLV98Pfcv03Y8MfD1i2ftT9nkp8Oe+LvDn VHeh7kudbd0d+v7+D7QObqg= "]], PolygonBox[{{361, 172, 171, 353}, {208, 13, 27, 220}, {316, 83, 84, 328}, {345, 171, 170, 425}, {280, 55, 69, 292}, {377, 173, 172, 369}, {232, 27, 41, 244}, {329, 176, 175, 417}, {393, 174, 173, 385}, {449, 177, 176, 441}, {465, 178, 177, 457}, {473, 192, 178, 465}, {256, 41, 55, 268}, {304, 69, 83, 316}, {433, 170, 169, 337}, {409, 175, 174, 401}}]}]}, {RGBColor[0.7186436720000001, 0.7393331839999999, 0.293339624], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{402, 401, 393, 394}, {434, 433, 337, 338}, {442, 441, 329, 330}, {410, 409, 401, 402}, {474, 473, 465, 466}, {346, 345, 425, 426}, {466, 465, 457, 458}, {370, 369, 361, 362}, {458, 457, 449, 450}, {330, 329, 417, 418}, {378, 377, 369, 370}, { 386, 385, 377, 378}, {354, 353, 345, 346}, {362, 361, 353, 354}, {450, 449, 441, 442}, {418, 417, 409, 410}, {394, 393, 385, 386}, {426, 425, 433, 434}}]]}, {RGBColor[0.7859559439999999, 0.723215568, 0.264509448], EdgeForm[ None], GraphicsGroupBox[ PolygonBox[{{387, 386, 378, 379}, {411, 410, 402, 403}, {459, 458, 450, 451}, {427, 426, 434, 435}, {451, 450, 442, 443}, {467, 466, 458, 459}, {347, 346, 426, 427}, {395, 394, 386, 387}, {371, 370, 362, 363}, {419, 418, 410, 411}, {443, 442, 330, 331}, { 435, 434, 338, 339}, {355, 354, 346, 347}, {475, 474, 466, 467}, {363, 362, 354, 355}, {379, 378, 370, 371}, {403, 402, 394, 395}, {331, 330, 418, 419}}]]}, {RGBColor[ 0.8397887279999998, 0.6881041280000001, 0.24491116000000002`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{380, 379, 371, 372}, {476, 475, 467, 468}, {444, 443, 331, 332}, {372, 371, 363, 364}, {364, 363, 355, 356}, {348, 347, 427, 428}, {428, 427, 435, 436}, {452, 451, 443, 444}, {332, 331, 419, 420}, {412, 411, 403, 404}, {436, 435, 339, 340}, { 404, 403, 395, 396}, {388, 387, 379, 380}, {460, 459, 451, 452}, {420, 419, 411, 412}, {468, 467, 459, 460}, {396, 395, 387, 388}, {356, 355, 347, 348}}]]}, {RGBColor[ 0.8788128159999999, 0.6348894399999999, 0.22839502399999997`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{373, 372, 364, 365}, {453, 452, 444, 445}, {381, 380, 372, 373}, {429, 428, 436, 437}, {413, 412, 404, 405}, {365, 364, 356, 357}, {389, 388, 380, 381}, {405, 404, 396, 397}, {421, 420, 412, 413}, {445, 444, 332, 333}, {333, 332, 420, 421}, { 437, 436, 340, 341}, {357, 356, 348, 349}, {477, 476, 468, 469}, {461, 460, 452, 453}, {397, 396, 388, 389}, {349, 348, 428, 429}, {469, 468, 460, 461}}]]}, {RGBColor[0.90130824, 0.5622080799999999, 0.21261752], EdgeForm[ None], GraphicsGroupBox[ PolygonBox[{{334, 333, 421, 422}, {366, 365, 357, 358}, {478, 477, 469, 470}, {358, 357, 349, 350}, {398, 397, 389, 390}, {350, 349, 429, 430}, {414, 413, 405, 406}, {470, 469, 461, 462}, {374, 373, 365, 366}, {382, 381, 373, 374}, {446, 445, 333, 334}, { 430, 429, 437, 438}, {462, 461, 453, 454}, {422, 421, 413, 414}, {406, 405, 397, 398}, {390, 389, 381, 382}, {454, 453, 445, 446}, {438, 437, 341, 342}}]]}, {RGBColor[0.902691168, 0.4653038560000001, 0.19417246400000002`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{447, 446, 334, 335}, {407, 406, 398, 399}, {423, 422, 414, 415}, {391, 390, 382, 383}, {383, 382, 374, 375}, {455, 454, 446, 447}, {439, 438, 342, 343}, {431, 430, 438, 439}, {399, 398, 390, 391}, {463, 462, 454, 455}, {375, 374, 366, 367}, { 359, 358, 350, 351}, {335, 334, 422, 423}, {351, 350, 430, 431}, {415, 414, 406, 407}, {471, 470, 462, 463}, {367, 366, 358, 359}, {479, 478, 470, 471}}]]}, {RGBColor[0.886421656, 0.347222016, 0.17107608800000002`], EdgeForm[ None], GraphicsGroupBox[ PolygonBox[{{464, 463, 455, 456}, {392, 391, 383, 384}, {384, 383, 375, 376}, {376, 375, 367, 368}, {448, 447, 335, 336}, {352, 351, 431, 432}, {368, 367, 359, 360}, {408, 407, 399, 400}, {432, 431, 439, 440}, {360, 359, 351, 352}, {472, 471, 463, 464}, { 456, 455, 447, 448}, {336, 335, 423, 424}, {416, 415, 407, 408}, {440, 439, 343, 344}, {400, 399, 391, 392}, {480, 479, 471, 472}, {424, 423, 415, 416}}]]}, {RGBColor[0.86731804, 0.2089149600000001, 0.14573744000000002`], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{424, 189, 336}, {408, 188, 416}, {448, 190, 456}, { 392, 187, 400}, {376, 186, 384}, {432, 184, 352}, {472, 191, 480}, {464, 191, 472}, {344, 183, 440}, {360, 185, 368}}], PolygonBox[{{368, 185, 186, 376}, {440, 183, 184, 432}, {352, 184, 185, 360}, {336, 189, 190, 448}, {456, 190, 191, 464}, { 416, 188, 189, 424}, {400, 187, 188, 408}, {384, 186, 187, 392}}]}]}}], {GrayLevel[1], RectangleBox[{9, -15}, {15, -5}]}}, AspectRatio->1, Frame->False, FrameTicks->None, PlotRange->{{1., 14.}, {-14., -1.}}, PlotRangeClipping->True, PlotRangePadding->{ Scaled[0.02], Scaled[0.02]}], {180, -180.}, ImageScaled[{0.5, 0.5}], {360, 360.}], InsetBox[ GraphicsBox[{GraphicsComplexBox[CompressedData[" 1:eJxd3HlcTN8fMPB27es0M+2zN0uLrSjSEYqQQlpkS7aEiiiUFtpsLVQkS0mL SkiUNEdpIWtKVKJVZElRWuSZ5/l27n1+1z/zertz7r3n8/ncO+cuJ7rnnpVb JMTExMylxcT+7+d///qtJz+Fk/8B/teyBKsSTCKYSrAuwTSCGQSzCOYQzCWY T7ARwah/YnDyE/yvZQlWJZhEMJVgXYJpBDMIZhHMIZhLMJ9gI4JR/2QnjfqH LEuwKsEkgqkE6xJMI5hBMItgDsFcgvkEGxGM+qc6adQ/ZFmCVQkmEUwlWJdg GsEMglkEcwjmEswn2Ihg1D/SpFH/kGUJViWYRDCVYF2CaQQzCGYRzCGYSzCf YCOCUf+ok0b9Q5YlWJVgEsFUgnUJphHMIJhFMIdgLsF8go0IRv3TnTTqH7Is waoEkwimEqxLMI1gBsEsgjkEcwnmE2xEMOofbdKof8iyBKsSTCKYSrAuwTSC GQSzCOYQzCWYT7ARwah/jEmj/iHLEqxKMIlgKsG6BNMIZhDMIphDMJdgPsFG BKP+sSaN+ocsS7AqwSSCqQTrEkwjmEEwi2AOwVyC+QQbEYz6x5k06h+yLMGq BJMIphKsSzCNYAbBLII5BHMJ5hNsRDDqH3fSqH/IsgSrEkwimEqwLsE0ghkE swjmEMwlmE+wEcGof/xJo/4hyxKsSjCJYCrBugTTCGYQzCKYQzCXYD7BRgSj /hlNGvUPWZZgVYJJBFMJ1iWYRjCDYBbBHIK5BPMJNsIcH3fLwSpTHLS1nfc8 dmdcaOOva1Su8he7nvCakiD/6IkimP2z5csB7yHh1Q+hkdPoigAtvx1of0/i pRrmwWifF9Xa6sCsdXlF15lh4fzGvYw/6hRsuXH9v9pV9/DrjZyKzlHKb23M ESnrCz7qaWHudrw4dtaYAnzKItWylwwKM38sSEkjawKf+f0XYzLHhM0GMUty Lxtg3xdeex6uwtTHfM2YVLYvE79+2XNU7fDBe3TMNFPXGEcq7lfvLiZxAvHr m+o7NzqdVXTAJ+58v+yKQaHNhu3t/lu1wFD4+oMzt44K562+ZGUwyMS+fyVa ipmzFbfkgx2yM5oZmLf8fP6tbDnuUrWMx5qjbDw+u8yiUwJxX6mtsdUZxq+n SCx36YsBuJedmeX/M9sAvCigz7L0+Cn0I2nNDFqmDywLUk11ng8JU86M/hbr 1wWX8zW549bjwt1WyiH7Phti7b/Z1kfk78Lt45gU0/MTv17rc3M/bbAfd/U9 +uusZzzM88k+y8pW4y7bW1z1sgW/vjN/JWbd7Um83tMFUVctZ4qZSkIwZEE+ lCfAlit8il3/ZSbuN00t19we4NeH6bVGP2oXEa8XxcDJu7p5fZ0DwhfO/za1 RU1YT8sVu0gP/Ildr2qMSnSPJ/wTbv3a7tI7R2KyvRhcOs0jTJkhDe48zwj5 +V4CHpwZML/uAR0Ye6z5lak2ICyUkk2O5tFBcLPQ7v7tIeGnhvNfF52lgceu vNSXzmNCvUxjG0lxGtBqSvjePfxPuOekvUTYRyVs/f99yIKF7KV3zXZLQ+27 dc98DqhjyxWV6utYN5XBrwHjmS0O4tB3SH4sYlwWxMn9ljosOQVWZ65e2Caq r5ev3N8rbeoXcqZWFh3fI3JIj1t6xC/hsdJpbIs+BmgQ+L8xv/ZH2L3w8tme rQzw7u3flXW149j1+MSWL4L8IyPCuyU/hFGXKdj2UyurTo9aaRL2VxUUmplN nW0oCSMvl1wn++hgy+dfe76yK04Lcyz7x3XKL3XQV0TPfkmRgC5+U70kq1SB k96lWSMBMtD2dlORg6i+n2+xcYs17heOX9187EYwG9DedjREqP8S3kr64awq zgZ77CMcg4eHhdujD3H8jrJARRnz6f7WMaH+wSnDr6awAMn0kZ3vw3/Y/YSN 2pwVlRJ/hJF3DMGTo/rY/lQ2v3n9R0aP0B8SONTh1TrnjzScumlNe3krHVuu 550lPm0ebvm9f+gZl/Dr/+FDS2w0xXG30eJvDJVSwKLy95fVY8Xg6YNi2QHi ZNAh/+8G6a+onhv2XP5lRwKhLjQh2XcKPDtQJ/9TdLyt3Xk550BhvzA7MupD o68hqHpSKekU9Et4X3tBUekwB5jwP63j2/wRPiuYiL4UwgHnY+TvSSqMCz/Y lK47Ks0B0p+N1d+//ic0vRcx/3UIE9uf/pXKQWK/GZhvfkspNN6J+78PKjh1 vPiYJhSHwRf8Mtwj2dhyjwadTz0yuOcoVvP3RuH3N7QX+u7+NwV35az22d/i dMDBOKtT7DYxeP2KXDjJSBvkln0de5MlCRMVptfNqaGC5t7UHdF+MjDgj2mb 5XMeWDM3VJl36qcw2yj9aOEaHig7/735kP1vYctGkoDzgQsYIx5Zz2VGhMpn I1+lbuOCWJe6vfTKceHKaF/TAdH5wffBoaO7UwaEzs8bhhXMBcD9pNv8yyuG hK4kC8gW8sHCdbMmXsmMCt3d06KtF/OBibHmfcnyv0Ke97bWHc36oEAwzc5o qQQUX2Dw/PktPTAR9HCz53kp+FanSTjjuC5wrHUKTfksA8+Zzbt//Ych1t9C +XYpTgDu6g8RDpdH8fs9rUWcFO1Q3IMxj9vPSOPe1BW5tPElD7MJLT7loivu 8bWp3ds+4veLHidnTp+2nXj/SBfU+jV/eGigAG/kXBjpzRdgy2N23HArN8e9 mVdRkijE7zdZfW7Q2rGYeP+p33rdU72KK/VycOJ2V1dVJx3ITd3l0+srqude reF6Lzp4tC6FWeQjAel6K+Q+dtNAyPHK5iPbpeAtp6M637bSgGXJ9/ilXjLQ ZyJt55oRCXBG3PNMjowSvBi1of7YDbnJ7eH3r/ZK9nuExapMmgF08zPNfMMk 4NmtFg0nEpkgf4v2jac3xaF/i0PTGwMmmJXwKP1qqCR0dPRqpuUxwMPy3UmH V0hD46qg996zGWBpHzV2tf4U+Ces48MmUzVsew839RZ8HFAE1hcpTgZKCpC6 5W7H3bmyoPf8Yr3FlSrwXmpzF6uHjH1/rgnvmdh24v0zVbCrLPeO3V4laBz3 uLwqgQ3she+kPheJwzeWTc2raWyQSco4kxciCY90dw115rOAhLcPy3exNOTG DajvncMCG4RmRTPUp8BNkXuO+o9rY+vneHst7lTTwuyQc5d2cI868MqPK1eg K8DSvpm5w3Gq4CQ36bpqmzJMtjmlz71rgH1/YZRnnbm5PuYfdeaBi+4Q7++R wJmaHyvozsqwzmP2/PP9huDNCf2xJCsxeMe42lo92BAYL/kkdldBAl6aWDUv Vs4QHJUulGl6JwljXrTPlUjigNaHgYrDWdJw7+U9cw4yOGBmyHx1yv4psIIK VJVu0rHtJUblRYyRcXsNUYc/H8bvL/7lCDS011CAzK2cd3Wr5OAD42/Nvo2a IPIq217fWREGz7yRXrOaBKSTr5T6rlGBAWUX0v89ZGLt7QTj/D8At9b5tbf7 hQzMfbL353yeh/u/TyqwaTep2TkoD5d/fpg4u54Hnrn/KdS7Kwbt0sY2HV/H Az2xaoH1MRJwvpPZ1LZeLvhXyreO8pCCltJ7Jqbu4wKtvgUyc01loMMq75Ke XDa2fvtz34Xnp+G2/eBf7XAPv19qwx5+KmGNO6r4o4rqWh3wM2Hexw9L5ODS 6VBiNVMb7Eg9MupSogBVCi79Tu6jgo4MSHrJVYaFqqraajcEwOaBMPn+AnHY 4a/qfsZCAAJnlicXaElCzUbV85RHfFBwvSz5yg8paDdLrfm8Ax90Me4nn6mS gcem+gyWvTAAQxcNtSI3ysJnoV1Lb73UB1snzLenrpeHpFceV7Ne6YGmdbZ3 Cz0UoQe9cfxCvS5Y/MBZptpdGdZ/GV4V9s8Q2/9vqzZVhUXjnvLgiXm4Gm46 Z2Z2+Hn8/vDc02laEUzcuU6/Qt685eEejNsU5vn/+azxQqOv+P3k3FlPOE0B xPvLuiDJcrfvDnf8fq+Mb4OGzyZ1aOkyz+3QTQH2/eAmb+qaObihS3LT1Cr8 /rTk28okhRXE+9ViQHdu2OzfKxTgT0998xr3Uevo5/1eF+rlJ5f3W+/IKe0d c1SbNA3s9TFfbywrh/kw2aDf8rAy3AgpWZaP6SB04vJmzRZZWOD1Xdl1PR3Y 7bJ9dClSHo7LVu0PGKQBldY+Fn+6IrTPT21LiKaBJvv4Y0XvlWCKk79toR4N XCwx75kXowITlNPr5biS4O6fAvLYTnUYXZdz7GcM8X65LLjiKhelM1Nj0gzQ 6TL0L1VGAaaH/D5R84oJDkjzn7bfk4WbvzbsTPZjggCHPMd0C3nIdC+y36bG BHuTTRo9SxVgV00ib9ZNBvD7WOjGnKMEr5rtlZ3ixAB7eDPaOu8rw9ktA9Xx +mrY9pP+1b2L1VMCZmLaiZZ+atDjQo44fVQW1E8THPkRrgEFoa915jpTsO/v vUqNo5wn3s9XBUYsaV22QH3SLGC9hSdT4K0ETwSKreDcZYOXehOVW5ly0GNL 840VK9ggzjsJPKyQh0Yri1SDPrGA012TBzqeinBs3im/9CMsoCFVY7FfXHT+ E2yvr6OwwGvHDcUvL6tA3/MX9yVk6GDbX3B9iu5fbDyrCgtdPQz6CtSBY1bG R5KTGhxW0V8YO6EK5Prb7weIa8Cboa8She/1se+XbDn7rm2pHqE/JNB6PZIV z1eHeySi98eKjqeFQx/Yb8Rl4apdj54axBuC2/bfn4bel4Oz3oox7zAMAePS +F5BgALUWWAVZF/EAQmD8jpvTJTgv/ygFx8WcYDEYq2K0F5l6NP8OTC8l45t T+Og8F3gKtylWmct95Tjzz88S7xTt/BwJ3mHdH3MoQDvs2E6BmtUYUSsP3fx EjIIDjjZdLdYDfrnbvW50UsCp5zPJTpSNODsHN8W/1wm1n5fR/L5/XNwF+oI 3Q4+ZWD+trqHGrIO93+fVJCzWrl9ZxLu2jzb3kUTKN9c8OLZooQTs2ShRVju KeNmHtAdc65akiyKV3SLXPc2HrjdFv9250Z5uOu04rELv7nAvuJZ30meIowS /aitjuCC9ky5fzcGlGB62u5DCmpcEBizSL3+vgqccmnFJq0mNrY/0YpOT4q2 4ZY9uHKG4x/8eVD0p1UX+qJxyzk7S0dp4c7Rv2rv9lwHuLSvvXNtmqh+5D46 r7qpDR4MGeTmOajB1kGdTcvPaAGWYtfFW6LjdX+bi4/dASqIpWcn3ovWgMbh VvK3bwnA8mG5phlmcpCUaPjYc54A3Ly9qWWf6Hgdy1CLVn/CB5q+JR/uNCnC jqIx2wpnPggyUusaylaGa1LOmnl7GIDcbd5PzmaoQiNnzY4vQfqgIfeLnmak GpRQP3tqZ7JofPvN2+/MdnX49jlpztciXcCd1vdIY6mGaPwzs/nNRUOsP/ER B+9kGuH23gnj9pXiz8MWrJLxWbAYd7ZxXmZEOw+z1Rg8tH8X7vraRqcdI/jz s61JXww9juEe2/zvr4Ma8fmaLvj0b0typRP+vCtsw/tKvV5NzFTh6v4DIRS4 sFNweMkdAdb+3ZaUUTuAe3evVJBtHf68Tmqn3/DCNcTnd2LAgqXm8uW5GnQK SKunHhmxzkt3rbO4jM7v/dYwiTf0vRx//pWbZJLklE+ZNA2UCGZNZVjivwcz j3r3a3xTh/qXd71UGaCDKiFrw0cd0f6Ulo1fPkcH7OORMuVPVWF5gwJv+nw6 OLamNz81WA0q/3B3ruylgS66vXOQiTpcL5cbtjqOBhZ+uz6+5oM6LGCO5HfP ooGr95SuzozTgNX2BzaA41IgzX3hyw2lmvCEocQzRWkxYPk15FzQXwqsDTy3 quOL/GR/8eePy30/uDnpkCfNAOKWPl0l1vjz0XU2BrEKDWqY79nXm67brgF/ ahRoVdUygf7bjKcBu1Wh6wmNKv0wJnD69Dag4q+oP1JBvoEWTHB0SMlA5aQa ZAe36dT/ZIC70gtq1+qqwxO/F9QIchngMynQL/u6OhzYleN/zFM0/mfla/+2 1ICuPcr6H7QZYMWMjsr5TzTg9W2LY5Ri1LH9v1Z1vG3/bmVgrFca96iWBNuV 9Z+ZXZQHp//4anUXkmFdctXWNTQyob+qwImRYlihqImZLBneN/U8Bb6cWvFp XysbbLp4aCrZThUaW9tkZh1ig+ywQ3cKZdVgzPIKz2ZtNvjhdchy6RM12L3W hqZUygLmiw8Ju4+rQxvvivfWbiwQLDi0MHS5BpzfFiLzJFQH2/7vRc5aibJa mF2CJwRB+zRATrh4Q+RxEpw4vLR2erMakIgomvWMTYaZh1O8vlqrgrUR21I1 IAWG2zr16K80wNr/PGw3IyJIj9A/ElhzwbNMWI3bKjTHh69CgX8/zBrxzjAE MiBOiV+iChftXr0j1dwQ7Ge6GD9OUIMnx33f1T3mgB4Z/eXbfdRhY+zJJeMe HODypctniq0GTCoa+fcwjY5tLzn62ebTYrhTPK7UeGzGnz/X7Q42I1tQgFl8 +JPPov2JGWyfIdOpCQ4o6j8d0SVDu0Db6UMnSKAkquSZ3F4KNMxbuvLFCBNr D4crig/k4nZbYKlDW4t74NTNI7UKuI83c7t8yxiYWZzLi7V24S73o+Q/1MP9 3ycVXBm+lgeZmpgnlvvHHdCiwOUNLSy1Dh7Y6rK4+P0cVbj+rv0lfV8eWBTv /bDCQA3uPl+iZTTBBay6E0+zJNVhSDD3jMUJLpCUvtF04pM6PL0xWdlOmws6 5r3q8KvTgMHZR5kOP9nY9t2P60csPIF71u57HZaGuElOK22mVeDP63/O+HrF cB3uSLOnw8U1OuDgkxmyS2aT4Owx0r3xG9qgVqrPTtJRE/bBdYE2KVpA0zo9 6sE2MkyLvDY7OpQKNge51Rw4QoFk57qoRtH5ssF5R//qM6rwlsw+1xvzBSBt gLLiymE1uPyeLi/mGR9sPV2d/81LHX7eUTXi6cYHpkYBipai+tZtiGKn3TAA XYLAZk9HElRP8nQyaNQH33ekFXzka0JZV6vgK6N64E9WRfh6aTKc0KLmMGl6 QKLn05rWD2Q41DLQkLlIF8izlATupRSob6qV8zzXEOtf4oChM2ku7inF5uLu z/D3FQ4FLcq/tJ74/gIfPNDgmHfL4nY2bl4Saor7m+2pdTprcB/baONXfBi3 3sGho04ZuO8k5qZ8fYx7ef76vKh+3N3V6pBB0cQc/LH69QMr3JqjBz+5euHO 1zAdG4zFvci4U/n0TdzvbZMZ/Le4AzYuNa+awK108N+SjWwy5szE2+vGluK2 yt/ml+SPu7Fa59i0c7h3fXyR8lSIW3o0Im9bD+40jdlQQomC2cz46+u0Gbif 2V7+NNsd95aNq8deh+L+GySrsicL99nEMob8c9wm+b7mmb8oELTulzvVjcYH JAhcHwTU+uO2bpDskBDDPc/R3sHqJP5+yryncaUHtInvq+iCkmtvrhnIa2Fu 8FP9UxWnDW9Eet2aKBZg37/S25kfY4M70X5zDuk5/r7LsbyOq5fciO+/iAGz Q6GNN7U0MeeEhsjUjFOguimMMf48Zj331+m0ImlNuF44feKyyU9rruNe6FKE +t9vTb6d1qJooz1pGvi4M7pu/S78/Z0nZWpmV5M0MRcppV78jOVLdP23niVr +pkCE4QdivNf0kFrqGVP8AYSvMv+q9ISQQcJRdIfl/whwdbjFI2AWXSwuPfl O814TSg+MI2s0kcDEzoXXrfzyJDjukwr5yIN3Fmx7Vl+BRkuLd+qu2AlDeyM mF4TtJYC97DCDN5L0wDj7l+4SJQvx55iOlUXf7+na26zxPNCGXCqPWEiJYsK Tw+9OHI6QgKUSFHB7HLUP1nwQUHGVuwh/j5Qyuey3dlcnUkzwIMl1abFe/D3 leTcINjP0MS8enupk3kj7ssHijyHovDxytfIgr3FlhTMs5Kyj+7/RoGqRkbH 740zwcesrM+nZEhwpY3uq8J6JvA4VLPuojsJnnFVpORkM8Fbh0+v8gtI8M3u cY8rIUywmjHF9oGEJqQe+5p+bjUTvPzNKX26RhO6p7b2xvOZYNljW5PWXE14 4eZTk1gxJqi9sDW9T3R8ttWU7Qt/wwALfSPJYyvJkNaWV3owjwHggmux8llk 6PnrgtjecAaYS6me0Bojw6vyJ213ujJAyZduf94KCuyhBZ/YbMIAZuXSn2Zn iH4PZ+2qXyvFALfi2WsXD1OgwcC6C5Fv8PenegorfvzpUwQns/SjJWO1YCq/ fkaYrRy49YW8VeihA09dTaoYLdXEvv/fpyrYacAOudiNjg8W6N35SD1ABn8/ zG8gdbWFG+7RwL1Jf6/jjvhn//bhBG6FSIZ2pJMm5jOKo2vtr+LWS3yVpjyM O1Mr50P9EjJmk8uh9OQLuO9yXDev/YEb5JtmGthQMNfOmPKp8wxup9I2bvYn CmwplPlSOsYG9hcHBLGi8//9+B20DW1sENtqJJy/gART/Z+ukXzIBk+0t60c CRb9fqwyPZmVwQbyble6C++R4NqZCZVLI9lgSXJL4PZBEpyj+Xvkx3Y2iGnU VKSZaEKdIZepZ5aywWMNx0tN2zXh2JvSrbNN2EBuZez00xmasOWuXlqrqqh9 3KMq2zZNeD8l9HXoIAtEP59wnaCSYWpQpxz7jWj/FS2+3llFhofcbcHjeywg u3TvkV2nyNBjTs7+XaksYBeTr85+TIZzdRXz1UJYILLmU2arJAXq/t3deWcj C1RLMyzOzBON596/0nJfwALSCz2eLg2iwPflMx0n2CywKDxpg6TofFN+KTky XZYFjsKXA6XfKfBp2TpB0AU0/qTC3afWrTugpgES/NLTo79ToWVMnP/9Q2qg ev+ekwuPakMHszNSL7HnZfj7esoDFj/GpmthHh320uNYoeOZg8UfGcUfGcUf GcUfGcUfGcUfGcUfGcUfaz8Zf2QUf2QUf2QUf2QUf2QUf2QUf2QUf2QUf2QU /6RathP7uyF4vbto3R0mCeYqlWX2vzEE17uiivRXisanK1eO3hcaggj3tQrR oSRYn9zrEJVtCNa+NPH8KTo/9bSGZKyMNwQzbSVK3N+T4Chd84/eQUOgWNao 8khBEypvu77ss6ch6JqWs9XYUhMy8uZfKVpqCB5kHX6QJIqX+c+m30dmGoKz eo4ksWRNaG++236pniHYncjcuaNK9Ht1SOoSWcYQ2MoNP6wf1IT+8Pxg+3cO MDjyhDqXQYaR0tMW5zdxwPCvtD2ZjmR43r7mQiDkgBfeftXKR8iw4PS6nwty OCD740K9wHwyfNgwuEglgQPC1lD3tbeQYaNW7Pnmgxzg9rTvib08Bfaup/3I 3MwB022E9KLZFDieUbzAb5moHu4lBOpto0CVz8tS5ppxQIfx1heRZymQadL5 dYo+B9zPsOD0V1Kg+d6g+a9lOCBRSynYbYACZUsYZZ5c/P3QKblzWfI2FDDi XNny+wEVblFd+DC5QxOk/rg/b7ueNqzcv3Q9O0J0fRRTdKX5MKpfKnjOrcpc +gd/H7XrlRjteiX6PeNi+UNG+UNG+UNG+UNG+UNG+UNG+UNG+UNG+UNG+UNG +UNG+UNG+UNG+UNG+UNG+UNG+UNG+UNG+UNG+UNG+UNG+WMMffU6OcbDxu9r Pqu3WPfysPF7bOtsp4EGHjZ+L3+xvubqQx42fh+oOGrlUsDDxu+c4tzbcqk8 bPzunvOSVxbFw8bvpy4MXdq9j4eN3ytO65Lpm3jY+H0o3ObE6+U8bPzO379d ItKSh43f1+84FTjbkIeN3xM8ir5/0eBh4/fqFc1eaaLxKxq/j9qItaz4xsXG 7ybmHCeJZi42fvfkLaspquZi4/ckXX+rbbe52Pj9iUrKba3LXGz8PiFRznsq ut5E4/fpQ52XQoK42Ph962c58rStXGz8fr7V9ETnSi42fn/+wlkiyZqLjd8l Kg8FLjbiYuN38+Ir30epXGz8viOnxitfmouN3xksB+7EVB3Q1nKzSfwFFQ7W i7ENxLWBkvG/5o8TWvBR2G06eEUFc0OWtQlNdODZhfEFF38LwJv979MrSKLr cwUBVOkWgHufc458NCPB268evQptEIDzHvs9JkT5tUlZ3/mzUgAOv7Cx0A0k wVfr//zyvC0A621UyJbnSHAjO0GmIV0ArO+0DLiUkuCPPgF1UYIA0LnZLwJa SDDkVhWvOEwAJFP35SWOk6BS0IY5hn4C0K00P+amnmj8Zj2yLGWjAFSHKm19 MU8TCmQS18s5CkDW4Dubbxs0YelTI9+D1gIQs/WagUKYJlySWB3WZyIAO9/5 j3PTNeFbt42JHvoCsGyZ9TvbSk24jTZ69ZmSABgLFYq9ukT105NYPO8vH6hM f5sQLrr+PZZvXHvjKx/8vHp1z2UOGZL21byjtfJBPcVvWbkdGWZYbuqLr+OD olgrXut2MpwhPjYucV90/fRXTmY0hgwras4o78vlgwO+bzoo18lw5SkTWvc5 PnDtTBeaPSXDjtW109bE8IHFmj0XVn0jQz8dzwU1gXyg83hOkJ+y6HjrGFs9 e7vo+myO7JrTphQYl312a44LH7QVNEzPdxSNL/eYBmrb8YGQfkWlzo8Cb5g9 jjluzgdXzuz62ptAgfPGPVPH2XwQPsXysYzo9+15xXjeLk0+8Dooc43VSIHr YpLK26RE17Pf6sNthigwxkj602IFA3Dg9Sj17i8qrLcYeWghoQ9MqmXmVf/V gjp23y7wR3RB9z31zY0y6PxrhNUHMqoPZFQfyKg+kFF9IKP6QEb1gYzqAxnV BzKqD2RUH8ioPpBRfSCj+kBG9YGM6gMZ1Qcyqg9kVB/IqD6QUX0go/pARvWB jNXHpFF9IKP6QEb1gYzqAxnVBzKqD2RUH/9ZF5Ckx1hjFHw+xOnhHcr9WXqY 5b+8He6aZTBpMTB0fnvE9BBt+ER6XXJi1JD1yXKuts569Pvcb+0ZY7y7/y4+ v2G7w6hFqgRqTwPKFZ4at3lamAsctr1k++DX4w4tO0+mFOhAOfoOs83xdPD9 gfFZi/dU+HLGHq1RTTrYmEJ/ptCgBZNsA/7GnaeBBn9N6bYn2tDD7VC7oQEN LFkuZ1X4UAeqBH/93LBTGgQ9lDuuaa8HU+IMb8XsEwdFs75y7i8ygAfdYura KpTBZD8nty8LmlbTQht99DDPKuId/pqG9p8BKs1Tl14dwOe/TJOoSVorro35 yrOBdnVVHbgjpnLX5lQmMPkWyLJ4TIU7278NNisyAc+KRbXv0YI+FtSDK0MY wPDkC4W1kjqQy7lSvrFKBXz1uXF5hZ4ujH3XdSd9uiKYk6iUWdCjBwdOcPO7 LsmCqJKdOUqFBnB04djhmSZkwv6rAucTclLSDNxtE2EjrTP1Ya1vb+dovg72 fVfyu1tbJtRB9mfO8vPielBuJGq532Y1MCwTeOvUBf3J9iQQW3Is3WimHuYQ c/r65wYG8HJA2rnRjXRsfUrz1v+uOUEBgw+vyM/eqwsDYnrXVmiTwfH9lKtW 3XrwfYN/RVk2CTAFJ60WuBhg8UHtUXyQUXz+t39U4L83QVzxOG7q1AL/5CX6 MKeqO+llnw5wsdTeYUrShW/fjC3lp2oDLk+qqNFLD07pVRM/aq8FRijfJw7d 0YcxpIc5K0ii82PfvDWFfbqwK+JKm8w7PaB7eD19hKMP5w2GaZSn6YIKxZCv 8z1R/nVBcGbG/oPb8Pk1OVNbDeLN6ZMWA4KyObP/9ODzlZrDQzg0gQE0Ungx 9P3ouLWZ1TKbR226sI2lOLO0etC6dmjc30kZrb/fulnGyJecis+fSYpbspqS h9ZPAwoPdz40VdTDvFLZ/dRPf33MKWsXr739zgAeOqak0feNDuR+d73jsXRh Xn1AwQ8HOshyJ2XQPEX5MGhb8usGDSyCC3wol/Wh8i7b7j+qNNDJ3mum3GYA g7cw7goapcCVrbPU7zyhwWVNbYbJE2LA2F7W3B3S4fnx6mirCPS+OT5fKZa7 4FHQO9z5JnZ7pNrR/jNAd4xBtQkHn19Vu+zvyZ4APczXVVqcL1bpw8W3I38k PWYC33MDtHofXbho2lRq+GEmOJB26cWYjB6cf+Md2GXKBEeuLAthX9GDVsYR O1w7GCAqc8RoxRx9aHHdKGHBWQY4nXOtJbBRH5rx3pSaLGaA5PxVsel7DGB1 mXLj1GMq4IVj2ZPb+jT4syLUS+6PAlj44sO1v+J0qPt4YLDdWxaULJeMsOum wzi9Gcuz31II/VUFsy8kbNBm4G5anEaL16dDGauE9946GiC43Tze3p8Gq7nh ueYH1EBaX3mu10IUDxI4Y7v03bUwfD7Xx8dieX/30OE5sycTPwAd297pa28y Ov5QwL08UsEpSRr8+t21crs/GcRGr7pYV02DtrNaOr73kcA6r4RTsrF0LH6o PYofMoofMoofMoofMorf//afCu7zxo2UpXAnh3kEXe7AHfCurGr6Qzo86Jyt qrZYByxovH5geC0Ndu2InTPcpAWU6yw9pUh0uCzEZ+v7bVTQDB8vU3tKh+5a Gz43QX2waq+jwplLNCi9P2I8dq0emFhYHma5EsVPFxy2zGtokMbng2XM/zXg 0YL7yeK5at2FzEmLgSrLYIfl1/H5dssflMHOEjpcmMA0zakZtb53UqdZPosG zRv2+TyOHrAO2uJX31OAttdvvVBlUKvpNj7/y/pS3rlDd9H6aeDayV+/6/Px +XaevlNn+PjS4Tzfqg2ev+ig4rTl5TQFGvxx8khdmhUdqPmHzvSsoMEr1y1m vYukgQ2rq2s5QXSoJMOf51ogBYJDAvp3NDDg11LewZA+MbAoPmATrYoJ7U7M 2Nlkio4/fD6dXebpVdIfcFc/O/sZtqD9Ex0fcTabJBTx+X8TBZG2f2px73v2 RPD9GB16Ov7Kdn/HBBdvKLhkcmjwm48DNTWdCTQSb37yWkeDgTHZUS07mSB6 v0sg6wwNSl6TGNYxY4K/bn9lu0Tni1MVHls9JhjA3yrjXIboeNL6UNx4oYYB PtGW8DfPpsOrY6qL3scxgIfUj1KGqN5NqTuL9NwZ4NWnM0s7Munw/swq5nom Ayyqs2y90kqHSyj/hHEXVYCJpdjLtVQGjNrRYByrqggudsfuez/GgFX3c1Ij wmWBSrym1oYPqL+qABzuaJ+hjc8vnPX1Z/J3ZSb0O568LiMT/R4yYOzmsb4q Zw0wx0FCXs+ZAT8pPnW6nqUGToxoufCN0PpEx+d1eKDTA5+f2GOwvPOsHROG rizcvaWZDOCbrMXPEhjwtp35Qs/5moDT2vXeYQMTiyfaHoonMoonMoonMoon MoonMoonMoonMorn/9YLFehdcX+beRl3jZTfIr9QJtzR3XJjzm8dsExJnesp Or4EW1fnj3hrg76nzryIJ6L973mae/cjFcScOMe/epoJjWo4n6XOGwDvCz7H /05nwGWq7CxlTX3QfGBXXuBvBtzlxtxCjdMF9qt2PxvEjhddYDDHoiEhBp/v +JjcVqDtxZ60GHD4nnRCWYjPHw3JXT74DTKhY15u7gv6qPX+3Fz56vsMqOAo K7fYfMD63++2CfMStP5+69JkxpTKInw+Y5U3jZl4A62fBvRtXQN+meHzR7dJ M5jlkvjxXPio72XUKyZsiSDnlJfQAfvw5zXzbRnwyN0nQrtBGghbbAbuKTIh qy/kzUsjGmglhfFMXzPhA6vlDyxeSYH4wry4m3UsqGz3xEdWWxxY7X7WFVzC hsJhqWux81Qm84HPF52TpW8eW487yHlK+upatL8MoNBk8wba4fNb4yIeU/aq 48c3aaqjG/s9Ex4V455NaGeCw/+avHfpM+CX67TEA8VMQF79wSd6CQM6umjF exxngsLsnt0Z+xiwWEL99PyNTGD/95tv+SUG1C2QP8kR1V+X02//d6J8h7tJ HleQZ4KQa+P7fony2Ss1Ht3fxgDUMckDKnQmdCj8Fdl4mwFurVAI4i9jwjtr vx0tjWaApVfVDy06wIQ6U3rCL60T/f7/0QremM6EYbfaQo9OZ4Ajy+lHDj1j wt51TSE7pojWl84NS/rDhHkXNZNWD6gA55SDzd6SLHjI3EQpY6Mi2ORfNLfp EwvaP7c9+vO5LNi17PvFBU9RfFTByIMZzsmS+HzbSLi+5vIgbo3KGIvcTjZ8 f9Pe98cVDaCW1Wwna8qC77a43Wz/ogY0lq8yPC3Pho1a2wdez1AF5ME6GXIP Wj8JxOxXK/s0DZ+/y/tl49WkzYYMh7G4hCUU8MM1/K75WhYMnf26wPWKJoCb k7JXmbKxfKB8o3wgo3wgo3wgo3wgo3wgo3wgo3wgo3wgo3wgo3xg65vMx//W JxXEx0vTv23E7Tcz7s1KGzYs5oOf+mPaIPPLhijfcBbUOnDIpsRDC+xbWLE+ w4kNM44873R4qA9MIPWU6yUW3NyrszSHrQeeK/i7C3ah+OoCY/+oPTnWHMyL Ns6IrtYzxLzO4cPlzjFkMbBM4/f2kDJ8/rVEv4W4VDEbLvq1cSzZeNT6QHui 2PJSFmx3T0y9GjhgffXMSZ++QrQ90Xg7ePaE/zUO5h2l5/v3p6L104Dg7X6O eyY+/3rVhyUyPw6y4YfTZfVTVtEB3XeB8Z88FkwsNt/FCqeBXUseJ7QEs+Ea 8/SSuWxp4O2f/KqwmAPzg2/9OiK6/jy78bXEx3S0fllwt5sN8ks5mGuTGnMl 89ByBtjsy0xzuoHP935VdcRFIUK0/yv4U+/1iPJ/s/GFnRYLgjP3H3+qYAK4 c6E51UpUf++WbaZcYoJQzu0LvaJ8Qf22cdtDTADa6ZIlR0Xr89qTtN9F1P5C 3I6YbFH7HLGp12aI2q/598Ltqaj99/jHjSqi9mq7zfn9ovYzmJulvzIAeNp6 YVRDtP2govGZtaL6iFoqWTeLDUH5oiSvqwwA55fuSF3LhqGSTaZnQhkgdJz7 cucRNoSLtz+u9BC1v5tsPjdD1P7UiOfgbFF7f5k0xRo2nP86dpyhyQBCowDJ 91/YUGWf/X7HoxqT9ceBcmuSFku8UQQh3s27jjzhQIOanT/PW8uB2cqZC7QK UbxUgftAwAPBKw7mJ/lp0WvKDeHItoPqFX80gOTTiqGLkhx4QY6xdLqlOpg+ tru5p4MDra8/jkg/pAo28nXKTSrQ+kig9BQntlKSg9lRu/hVcx/unsxFWgOv DeGei5ZZXaUU8LjQM+8kgwPfLk/71yBDBppu00LPjnMg+PvPpWolCWwUF1ud 9sYQz99k/1D+kFH+kFH+kLH8ofaT+cPaT+YPaz+ZP6w9yh9qP5k/rP1k/rD2 k/nD2qP8TRrlD1v+//5RwUTEi1s/mbjdM4KnQBlDzMUVAo9Tnw1hJmfKqj9H dUCBz+E3EVYc2GTpaFIiuj4429G0nUkyhHIrzskd5FPBYdcZYxVfDOHdcOPg 5vUGIHPejocJjhx4Xvpy36bbemDGX1P5FRxDeDha3f3zFNH1+/2hlQrj+Pmj Yv4RN49WfH6+8SWpfR/LeJMWA4YtJ2fevs7B3C7p4v7okiHs7Ztz5lXeqHVE eOCzLbkcmLNiai1FZ9BaYWhEJu0CWn+/NbfjdsPSU/j8+83nh4tSj6D104Dd zb7QkJUczPLfzlmtMjaE7MbNy05n0UEL/8JtX1cOzD4urVfxggZc9412WE01 hLFvjA93nJMG62N/bYw6x4WP/vEN//aJAxVgVix2DK1fFniv/dcQlYr//QK7 gzymRixazgCp1K1B09w4mJ9lOcs3TjeEr0IW3bD/wgSmYaWOdzQ58IWdVX1M HRNMu1dhvH8mBz5TNftdm8cEM348kZ+1igPr3hlRZU8xgRnn9adhPw58nM6a Y7eHCWata3l0L44Da3bqro90ZAKLM51Xgm5wYNVMUljVNCaYU9cXYvmcAyv/ KlyV0mACK4lfa8e+cuDDasmaBb8YwNpifHaZgiEUnh77HN7IAPN9pcjBfEP4 wHVQsaKYARZkKQ5aLTGE9+l9puIpouuDNtLLiW2GsORLx0oQxAB2mnr5wkhR fdxuDjgiGv8uWcaODc00hHcO16eUzxGNRyKMt81/ZAhvLXpy/68uAziUmi2U 6DSER6dqiTG8lMCH2yNHhq9x4e0Fcl7xtXJA48bfay0nUfxUQXv7cX2Qi/89 iI28PaUFZ3nQQPlj7bR4dfDzz2mdbXe5sJ108uLep6ogLqBkavU5HtT6q7zi 0Sr0PB//+xE20hOriu/jbq49p7UtgwdnRYu5Du0mg677/14freXCabUD4e03 SeBTauQ8lSweli+0PpQvZJQvZJQvZJQvZJQvZJQvZJQvZJQvZJQvZJQvZJQv ZJQvZJQvZJQvZJSv/40fFRzYO7/V4Rluaen+X7ybPBgffuSeiaM2uDcPZvQ2 caH624Avs1OoYFijKrbzNg8uTe96l/PDADQXKGkIZLmwzMB0pruFPmD49nav 7ORCXlrQKfkIXbBzWuW9g+X4+aGiQHXh/Xj874Uwj85+uSqcB48Unrzqf2DM un/J7utqouWrnvyw2D02aF0sUzE7IRQ//nvPkDYulsX/Hsi4z0nX8B7c6otk nMoe8aDbeOe0jYN0kCWp+/ySoije1hdOqVLowBpu9vvRy4WGEav7oCUNvDt8 nWRdhR/fwwKXrhuK+N8XSRjNWUj9gtv08fjV0BoePHbaZW//VyY45Jt9QkWD C437tz/88YoJXqskz1M14cJGx4MqP0TjU8GNY/2qS7gw+Obxdd9TmSDCYV+6 mhcXstXTrn8LZYKWb56r1Y+I6s2/YOTrFtH54aSTjMZ5Lgx4LbT7as8Ex43A PY07XKg389XZPlMm6Kwz8Sa9FNXXmY7OLyTR+WCnnq5mHxfu+j047csIAyTK Kz7XlOFBzTXSoZ9F49m+nNEjZDoPPigmP++tFB3/Sz5Po8zlwS0Urm5vtuh8 1tvUSXHhQaVAC+9PJxlgMKr6LNWfB++8tb/X4y863g3v2GmJjt91Fh4yPS4M kFGdMaKVzYPS53et7p7LAGNbEq5rV/Jg/mhIehedAVZJh63TaeNB57Vx/Z0y DHD96h4V3RE8Xv/FkY/FCxnFCxnFCxnFCxnFCxnFCxnFCxnFCxnFCxnFCxnF CxnFCxnFCxnFCxnFCxnFCxnFCxnFCzl881zDie+i68ULlW/F1fjw5SLDmT1v mGBq6ds6LZ6of1z1+c/LRfXQ9K182nw+9Jb/u7z4GhMk/Za4tcSND+9+/eR+ UXS+WqJBzdzkx4dSL+q3Re5ngvGpxilBMXzodPPBvt3rmeCGg83x+Ct8eCkx O2yNLRNs8nEJySnhw28BiafmmTCBRqyP38NXfGjpGpLKITNBdVaY17vPfBhl uSNbeYIBgqqSXH6KC2Cj7uo7Q90MIOi8bi+nLYCMf/Mq2p4xQJvYQyv6dAH0 bee9qL4jut7WfzPVwl4AH1SSWgvSRPU4t4/p5CmACtf+9SYdY4DfbmKUHQcF 0DX6y++QXQyQfUBTPixBAK95N0psc2YA97P8vym5Aji4DKqssGIApdvW/YUV Aixe/8XPCIsXMooXMooXMooXMooXMooXMooXMooXMooXMooXMooXMooXMooX MooXMooXMooXMooXMooX8v8B3OmTwA== "], {{ {RGBColor[ 0.45430206171365806`, 0.10970647468105055`, 0.5416825607368325], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{303, 14, 237}, {382, 28, 320}, {844, 70, 810}, { 810, 70, 626}, {476, 42, 401}, {579, 56, 496}}], PolygonBox[{{401, 42, 28, 382}, {320, 28, 14, 303}, {496, 56, 42, 476}, {626, 70, 56, 579}}]}]}, {RGBColor[ 0.41269769405739093`, 0.11199332421533974`, 0.5773456341469358], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{321, 320, 303, 304}, {497, 496, 476, 477}, {580, 579, 496, 497}, {383, 382, 320, 321}, {304, 303, 237, 238}, { 811, 810, 626, 627}, {845, 844, 810, 811}, {402, 401, 382, 383}, {627, 626, 579, 580}, {477, 476, 401, 402}}]]}, {RGBColor[ 0.3637088353175406, 0.11468607392181698`, 0.6193386594934774], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{581, 580, 497, 498}, {498, 497, 477, 478}, {322, 321, 304, 305}, {812, 811, 627, 628}, {305, 304, 238, 239}, { 403, 402, 383, 384}, {628, 627, 580, 581}, {846, 845, 811, 812}, {384, 383, 321, 322}, {478, 477, 402, 403}}]]}, {RGBColor[ 0.3147199765776903, 0.11737882362829424`, 0.661331684840019], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{813, 812, 628, 629}, {306, 305, 239, 240}, {582, 581, 498, 499}, {404, 403, 384, 385}, {499, 498, 478, 479}, { 385, 384, 322, 323}, {629, 628, 581, 582}, {847, 846, 812, 813}, {479, 478, 403, 404}, {323, 322, 305, 306}}]]}, {RGBColor[ 0.2940051324672755, 0.14805498921356655`, 0.6940611683008717], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{462, 41, 395}, {299, 13, 232}, {565, 55, 488}, { 780, 69, 619}, {592, 69, 780}, {371, 27, 315}, {582, 69, 629}, {479, 55, 499}, {306, 27, 323}, {385, 41, 404}}], PolygonBox[{{499, 55, 69, 582}, {395, 41, 27, 371}, {404, 41, 55, 479}, {323, 27, 41, 385}, {848, 847, 813, 814}, {619, 69, 55, 565}, {240, 13, 27, 306}, {315, 27, 13, 299}, {488, 55, 41, 462}}], PolygonBox[{{814, 813, 629, 69, 592}}]}]}, {RGBColor[ 0.27557320879003633`, 0.18099061150270737`, 0.7260426883284595], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{463, 462, 395, 396}, {316, 315, 299, 300}, {593, 592, 780, 781}, {781, 780, 619, 620}, {815, 814, 592, 593}, { 396, 395, 371, 372}, {300, 299, 232, 233}, {489, 488, 462, 463}, {620, 619, 565, 566}, {849, 848, 814, 815}, {566, 565, 488, 489}, {372, 371, 315, 316}}]]}, {RGBColor[ 0.25714128511279727`, 0.21392623379184805`, 0.7580242083560472], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{567, 566, 489, 490}, {301, 300, 233, 234}, {621, 620, 566, 567}, {317, 316, 300, 301}, {782, 781, 620, 621}, { 816, 815, 593, 594}, {373, 372, 316, 317}, {464, 463, 396, 397}, {594, 593, 781, 782}, {850, 849, 815, 816}, {397, 396, 372, 373}, {490, 489, 463, 464}}]]}, {RGBColor[ 0.24940366284597876`, 0.25244965048085294`, 0.7785012465873231], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{595, 594, 782, 783}, {783, 782, 621, 622}, {622, 621, 567, 568}, {374, 373, 317, 318}, {398, 397, 373, 374}, { 491, 490, 464, 465}, {568, 567, 490, 491}, {817, 816, 594, 595}, {302, 301, 234, 235}, {318, 317, 301, 302}, {851, 850, 816, 817}, {465, 464, 397, 398}}]]}, {RGBColor[ 0.24737264400678421`, 0.29395477915377943`, 0.7928393597282797], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{374, 40, 398}, {461, 40, 443}, {283, 12, 228}, { 302, 26, 318}, {443, 40, 390}, {355, 26, 310}}], PolygonBox[{{623, 622, 568, 569}, {310, 26, 12, 283}, {852, 851, 817, 818}, {235, 12, 26, 302}, {569, 568, 491, 492}, {492, 491, 465, 466}, {318, 26, 40, 374}, {784, 783, 622, 623}, {596, 595, 783, 784}, {818, 817, 595, 596}, {390, 40, 26, 355}}], PolygonBox[{{466, 465, 398, 40, 461}}]}]}, {RGBColor[ 0.24534162516758964`, 0.33545990782670587`, 0.8071774728692362], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{758, 68, 730}, {546, 54, 484}, {466, 54, 492}, { 461, 54, 466}, {569, 68, 623}, {730, 68, 588}}], PolygonBox[{{284, 283, 228, 229}, {391, 390, 355, 356}, {588, 68, 54, 546}, {492, 54, 68, 569}, {853, 852, 818, 819}, {311, 310, 283, 284}, {819, 818, 596, 597}, {444, 443, 390, 391}, { 597, 596, 784, 785}, {356, 355, 310, 311}}], PolygonBox[{{785, 784, 623, 68, 758}, {484, 54, 461, 443, 444}}]}]}, {RGBColor[ 0.24663098906581155`, 0.37575747729844, 0.8145152377830017], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{312, 311, 284, 285}, {759, 758, 730, 731}, {598, 597, 785, 786}, {854, 853, 819, 820}, {820, 819, 597, 598}, { 357, 356, 311, 312}, {445, 444, 391, 392}, {285, 284, 229, 230}, {786, 785, 758, 759}, {547, 546, 484, 485}, {485, 484, 444, 445}, {392, 391, 356, 357}, {731, 730, 588, 589}, {589, 588, 546, 547}}]]}, {RGBColor[ 0.25336500188974753`, 0.41407493290154773`, 0.8103740734681278], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{855, 854, 820, 821}, {787, 786, 759, 760}, {732, 731, 589, 590}, {486, 485, 445, 446}, {313, 312, 285, 286}, { 590, 589, 547, 548}, {548, 547, 485, 486}, {286, 285, 230, 231}, {821, 820, 598, 599}, {760, 759, 731, 732}, {358, 357, 312, 313}, {446, 445, 392, 393}, {393, 392, 357, 358}, {599, 598, 786, 787}}]]}, {RGBColor[ 0.2600990147136835, 0.4523923885046553, 0.8062329091532539], EdgeForm[None], GraphicsGroupBox[{PolygonBox[{{272, 11, 267}, {267, 11, 221}}], PolygonBox[{{487, 486, 446, 447}, {447, 446, 393, 394}, {600, 599, 787, 788}, {359, 358, 313, 314}, {314, 313, 286, 287}, { 856, 855, 821, 822}, {591, 590, 548, 549}, {394, 393, 358, 359}, {733, 732, 590, 591}, {761, 760, 732, 733}, {788, 787, 760, 761}, {549, 548, 486, 487}, {822, 821, 599, 600}}], PolygonBox[{{287, 286, 231, 11, 272}}]}]}, {RGBColor[ 0.2674057656707487, 0.48985465623688773`, 0.8005011747528641], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{431, 39, 375}, {532, 53, 467}, {712, 67, 688}, { 688, 67, 570}, {272, 25, 287}, {343, 25, 292}, {287, 25, 314}, {447, 53, 487}, {549, 67, 591}, {359, 39, 394}}], PolygonBox[{{467, 53, 39, 431}, {857, 856, 822, 823}, {789, 788, 761, 762}, {762, 761, 733, 734}, {823, 822, 600, 601}, {570, 67, 53, 532}, {314, 25, 39, 359}, {487, 53, 67, 549}, {394, 39, 53, 447}, {601, 600, 788, 789}, {268, 267, 221, 222}, {375, 39, 25, 343}}], PolygonBox[{{292, 25, 272, 267, 268}, {734, 733, 591, 67, 712}}]}]}, {RGBColor[ 0.27956407745525913`, 0.520072782651384, 0.7812960096974659], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{468, 467, 431, 432}, {344, 343, 292, 293}, {713, 712, 688, 689}, {763, 762, 734, 735}, {790, 789, 762, 763}, { 735, 734, 712, 713}, {602, 601, 789, 790}, {689, 688, 570, 571}, {376, 375, 343, 344}, {571, 570, 532, 533}, {824, 823, 601, 602}, {269, 268, 222, 223}, {432, 431, 375, 376}, {293, 292, 268, 269}, {858, 857, 823, 824}, {533, 532, 467, 468}}]]}, {RGBColor[ 0.2917223892397696, 0.5502909090658806, 0.7620908446420676], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{859, 858, 824, 825}, {714, 713, 689, 690}, {469, 468, 432, 433}, {345, 344, 293, 294}, {791, 790, 763, 764}, { 534, 533, 468, 469}, {433, 432, 376, 377}, {825, 824, 602, 603}, {690, 689, 571, 572}, {377, 376, 344, 345}, {764, 763, 735, 736}, {572, 571, 533, 534}, {270, 269, 223, 224}, {603, 602, 790, 791}, {294, 293, 269, 270}, {736, 735, 713, 714}}]]}, {RGBColor[ 0.30388070102428005`, 0.580509035480377, 0.7428856795866694], EdgeForm[None], GraphicsGroupBox[{PolygonBox[{{259, 10, 255}, {255, 10, 217}}], PolygonBox[{{604, 603, 791, 792}, {737, 736, 714, 715}, {573, 572, 534, 535}, {792, 791, 764, 765}, {691, 690, 572, 573}, { 434, 433, 377, 378}, {346, 345, 294, 295}, {826, 825, 603, 604}, {378, 377, 345, 346}, {470, 469, 433, 434}, {715, 714, 690, 691}, {295, 294, 270, 271}, {860, 859, 825, 826}, {535, 534, 469, 470}, {765, 764, 736, 737}}], PolygonBox[{{271, 270, 224, 10, 259}}]}]}, {RGBColor[ 0.31979336286304044`, 0.6034221487542316, 0.7157692720131347], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{259, 24, 271}, {346, 38, 378}, {333, 24, 288}, { 271, 24, 295}, {430, 38, 419}, {419, 38, 366}}], PolygonBox[{{536, 535, 470, 471}, {716, 715, 691, 692}, {295, 24, 38, 346}, {574, 573, 535, 536}, {605, 604, 792, 793}, {793, 792, 765, 766}, {738, 737, 715, 716}, {861, 860, 826, 827}, { 256, 255, 217, 218}, {471, 470, 434, 435}, {766, 765, 737, 738}, {366, 38, 24, 333}, {692, 691, 573, 574}, {827, 826, 604, 605}}], PolygonBox[{{288, 24, 259, 255, 256}, {435, 434, 378, 38, 430}}]}]}, {RGBColor[ 0.33646219843543723`, 0.6248639397003853, 0.6870594398238343], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{657, 66, 556}, {435, 52, 471}, {675, 66, 657}, { 519, 52, 455}, {430, 52, 435}, {536, 66, 574}}], PolygonBox[{{862, 861, 827, 828}, {289, 288, 256, 257}, {471, 52, 66, 536}, {556, 66, 52, 519}, {767, 766, 738, 739}, {606, 605, 793, 794}, {828, 827, 605, 606}, {367, 366, 333, 334}, { 739, 738, 716, 717}, {794, 793, 766, 767}, {334, 333, 288, 289}, {420, 419, 366, 367}, {717, 716, 692, 693}, {257, 256, 218, 219}}], PolygonBox[{{693, 692, 574, 66, 675}, {455, 52, 430, 419, 420}}]}]}, {RGBColor[ 0.3531310340078341, 0.6463057306465392, 0.6583496076345339], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{607, 606, 794, 795}, {368, 367, 334, 335}, {335, 334, 289, 290}, {694, 693, 675, 676}, {520, 519, 455, 456}, { 456, 455, 420, 421}, {829, 828, 606, 607}, {740, 739, 717, 718}, {676, 675, 657, 658}, {557, 556, 519, 520}, {768, 767, 739, 740}, {258, 257, 219, 220}, {863, 862, 828, 829}, {795, 794, 767, 768}, {421, 420, 367, 368}, {658, 657, 556, 557}, { 290, 289, 257, 258}, {718, 717, 693, 694}}]]}, {RGBColor[ 0.37232811117508796`, 0.6636318906902887, 0.6276929901296071], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{246, 9, 212}, {332, 23, 325}, {258, 23, 290}, {325, 23, 276}}], PolygonBox[{{796, 795, 768, 769}, {695, 694, 676, 677}, {220, 9, 23, 258}, {369, 368, 335, 336}, {608, 607, 795, 796}, {741, 740, 718, 719}, {521, 520, 456, 457}, {677, 676, 658, 659}, { 659, 658, 557, 558}, {719, 718, 694, 695}, {276, 23, 9, 246}, { 830, 829, 607, 608}, {422, 421, 368, 369}, {558, 557, 520, 521}, {864, 863, 829, 830}, {457, 456, 421, 422}, {769, 768, 740, 741}}], PolygonBox[{{336, 335, 290, 23, 332}}]}]}, {RGBColor[ 0.39351877434058324`, 0.677712765885607, 0.5955012804267237], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{418, 37, 410}, {410, 37, 360}, {336, 37, 369}, { 332, 37, 336}}], PolygonBox[{{770, 769, 741, 742}, {609, 608, 796, 797}, {696, 695, 677, 678}, {742, 741, 719, 720}, {458, 457, 422, 423}, { 720, 719, 695, 696}, {831, 830, 608, 609}, {678, 677, 659, 660}, {522, 521, 457, 458}, {660, 659, 558, 559}, {277, 276, 246, 247}, {797, 796, 769, 770}, {326, 325, 276, 277}, {865, 864, 830, 831}, {247, 246, 212, 213}, {559, 558, 521, 522}}], PolygonBox[{{423, 422, 369, 37, 418}, {360, 37, 332, 325, 326}}]}]}, {RGBColor[ 0.4147094375060785, 0.6917936410809256, 0.5633095707238402], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{418, 51, 423}, {423, 51, 458}, {516, 51, 506}, { 506, 51, 448}}], PolygonBox[{{832, 831, 609, 610}, {743, 742, 720, 721}, {248, 247, 213, 214}, {721, 720, 696, 697}, {771, 770, 742, 743}, { 327, 326, 277, 278}, {278, 277, 247, 248}, {560, 559, 522, 523}, {610, 609, 797, 798}, {697, 696, 678, 679}, {361, 360, 326, 327}, {798, 797, 770, 771}, {661, 660, 559, 560}, {679, 678, 660, 661}, {866, 865, 831, 832}, {411, 410, 360, 361}}], PolygonBox[{{448, 51, 418, 410, 411}, {523, 522, 458, 51, 516}}]}]}, {RGBColor[ 0.43714146892573424`, 0.7043007306875774, 0.5316184958505387], EdgeForm[None], GraphicsGroupBox[{PolygonBox[{{225, 8, 209}, {243, 8, 225}}], PolygonBox[CompressedData[" 1:eJwt0L0NwjAQhuGLnVTQIZEOxAZhA6igZoSkggKmgSb0sAJUMEJYAkbgp+H9 5CseyTn7PvsyqXerbTCzAXKc+ThhjwN+mdkXN9zxovZEhwfyaBZjqmmvUC2k HvVusMYCyyxlKrvCNKRMZbc4utZ71Dsme+R36K4GNWaYx5Sp7CHKLNW0V5Pd OK2Voawr64vPqFn76PmbC5+p8zM6W3r2m3/zsfTmynvU+wfMgiRY "]], PolygonBox[{{249, 248, 214, 8, 243}}]}]}, {RGBColor[ 0.4626743208339299, 0.7128766527445916, 0.5011779594307875], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{243, 22, 249}, {408, 36, 386}, {307, 22, 273}, { 386, 36, 351}, {249, 22, 279}, {328, 36, 362}}], PolygonBox[{{518, 517, 507, 508}, {450, 449, 412, 413}, {226, 225, 209, 210}, {868, 867, 833, 834}, {699, 698, 680, 681}, { 723, 722, 698, 699}, {681, 680, 662, 663}, {800, 799, 772, 773}, {612, 611, 799, 800}, {663, 662, 561, 562}, {834, 833, 611, 612}, {279, 22, 36, 328}, {562, 561, 524, 525}, {508, 507, 449, 450}, {525, 524, 517, 518}, {773, 772, 744, 745}, {745, 744, 722, 723}, {351, 36, 22, 307}}], PolygonBox[{{413, 412, 362, 36, 408}, {273, 22, 243, 225, 226}}]}]}, {RGBColor[ 0.48820717274212555`, 0.7214525748016059, 0.4707374230110362], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{639, 65, 550}, {518, 65, 525}, {651, 65, 639}, { 525, 65, 562}}], PolygonBox[{{409, 408, 386, 387}, {724, 723, 699, 700}, {801, 800, 773, 774}, {613, 612, 800, 801}, {774, 773, 745, 746}, { 414, 413, 408, 409}, {227, 226, 210, 211}, {308, 307, 273, 274}, {274, 273, 226, 227}, {835, 834, 612, 613}, {682, 681, 663, 664}, {700, 699, 681, 682}, {387, 386, 351, 352}, {869, 868, 834, 835}, {746, 745, 723, 724}, {352, 351, 307, 308}, { 451, 450, 413, 414}, {509, 508, 450, 451}}], PolygonBox[{{550, 65, 518, 508, 509}, {664, 663, 562, 65, 651}}]}]}, {RGBColor[ 0.513781222613202, 0.7299733304711353, 0.4403646995436021], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{480, 50, 440}, {414, 50, 451}, {504, 50, 480}, { 296, 21, 263}, {215, 7, 205}, {227, 21, 274}, {409, 50, 414}, { 236, 21, 296}}], PolygonBox[{{551, 550, 509, 510}, {725, 724, 700, 701}, {836, 835, 613, 614}, {614, 613, 801, 802}, {802, 801, 774, 775}, { 665, 664, 651, 652}, {640, 639, 550, 551}, {701, 700, 682, 683}, {388, 387, 352, 353}, {747, 746, 724, 725}, {211, 7, 21, 227}, {775, 774, 746, 747}, {263, 21, 7, 215}, {652, 651, 639, 640}, {870, 869, 835, 836}, {353, 352, 308, 309}, {683, 682, 664, 665}}], PolygonBox[{{440, 50, 409, 387, 388}, {309, 308, 274, 21, 236}, {510, 509, 451, 50, 504}}]}]}, {RGBColor[ 0.5425704869472364, 0.7341887332905105, 0.4152843053521402], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{379, 35, 347}, {236, 35, 309}, {309, 35, 353}, { 319, 35, 379}}], PolygonBox[CompressedData[" 1:eJwtz7ERAVEQxvHlmbkrQAMI0AcNKEHgMlo4M2QUQAuuAILTARkndDEFnAT/ b26D38zOe+/b3deZLibzppm10cIDBS64YsvlBimWuOOGHGeMg9kIM+oEw4bZ ABFi1Zz18aX+IdFbzyirjLJd6l6oZ6SeUXaPne+gXUp6PHHEyWdoVuG7a4Zm Vfi4yjOlZ5RdYY03PV/+J/0tw8FnarZ20m4R4lD/Ofc3ehv7nXqo1x8PDS8J "]], PolygonBox[{{389, 388, 353, 35, 319}, {347, 35, 236, 296, 297}}]}]}, {RGBColor[ 0.5713597512812705, 0.7384041361098856, 0.3902039111606786], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{291, 20, 280}, {511, 64, 552}, {319, 49, 389}, { 505, 64, 511}, {216, 20, 264}, {635, 64, 583}, {399, 49, 472}, {583, 64, 542}, {472, 49, 436}, {207, 6, 203}, {280, 20, 260}, {389, 49, 441}}], PolygonBox[{{777, 776, 748, 749}, {685, 684, 666, 667}, {703, 702, 684, 685}, {667, 666, 653, 654}, {727, 726, 702, 703}, { 654, 653, 641, 642}, {616, 615, 803, 804}, {749, 748, 726, 727}, {872, 871, 837, 838}, {260, 20, 6, 207}, {206, 6, 20, 216}, {838, 837, 615, 616}, {348, 347, 297, 298}, {380, 379, 347, 348}, {804, 803, 776, 777}}], PolygonBox[{{542, 64, 505, 481, 482}, {482, 481, 441, 49, 399}, {298, 297, 264, 20, 291}, {642, 641, 552, 64, 635}, {436, 49, 319, 379, 380}}]}]}, {RGBColor[ 0.6001490156153051, 0.7426195389292609, 0.3651235169692166], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{291, 34, 298}, {370, 34, 363}, {298, 34, 348}, { 363, 34, 340}}], PolygonBox[CompressedData[" 1:eJwt0D0SwVAUxfGXr4IFGBoZM7EVUVuCShoWIBr6RM8WqKjpmaFLtNSswf9M bvGbyeSdd25uBtPFZO475zoI0fOc6yJEhD2HOxQoscEaS+RIA+dGmPGcWaaw jLKRdT3ofiJT1u7obhstfMn+cCZ7Qo6V13SqOyEzDJoOdd1wR8xZH2+yH7xQ W4e6dCexGZqljLIltrhy94IDjn7zrrQOdR3tTP9gbztr9xRjk9o3xLaDdqlQ m8pmaNYfW/wvuw== "]], PolygonBox[{{381, 380, 348, 34, 370}, {340, 34, 291, 280, 281}}]}]}, {RGBColor[ 0.6296505366049014, 0.7434634128605079, 0.34516491001263166`], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{370, 48, 381}, {400, 63, 483}, {381, 48, 437}, { 493, 63, 575}, {483, 63, 543}, {575, 63, 537}, {275, 19, 265}, {202, 5, 201}, {452, 48, 427}, {208, 19, 261}, {265, 19, 252}, {459, 48, 452}}], PolygonBox[{{364, 363, 340, 341}, {729, 728, 704, 705}, {687, 686, 668, 669}, {618, 617, 805, 806}, {779, 778, 750, 751}, { 806, 805, 778, 779}, {705, 704, 686, 687}, {341, 340, 281, 282}, {751, 750, 728, 729}, {656, 655, 643, 644}, {204, 5, 19, 208}, {874, 873, 839, 840}, {637, 636, 584, 585}, {644, 643, 636, 637}, {669, 668, 655, 656}, {840, 839, 617, 618}, {252, 19, 5, 202}}], PolygonBox[{{427, 48, 370, 363, 364}, {585, 584, 543, 63, 493}, {537, 63, 400, 473, 474}, {282, 281, 261, 19, 275}, {474, 473, 437, 48, 459}}]}]}, {RGBColor[ 0.6594030684479582, 0.7431191050639114, 0.3270113043502098], EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData[" 1:eJxNkr1OW0EQhdf3XtJQQTo6N0h5DSo6wIF0QOwmEoJrNzS+hobGxBSRkMBE ShcbCqRIBlNjjGTgDXgGFIUaAeJM5rNwcXRmZ2bP/OzmS+VCGoUQvgixsCWU hZqwIawK60LGuYpt8ZSY5azAC9hF4bPwFZ/FCsK2isyJN2OH2Y+R10zRXeWe 5Vfox/pqwN+FEjXK5JSw96wGuUV0UnpPOf+Nve/b2P0ZsSp5w5k2yP+J7pFw DLeFbuyz7sdeu4jOci6EvM0t/hH5jL8i12hwv8EcTWEt8l3Nxu8x8++SU2Om 0R3UiB2Sa/anxGeIxH+kOS+7J/6mc132TOJ7Whx5nwIzLnI2f52dVKlboWZG T1b7ALsOH470szsSz8jpCWfCpTAee91pcQv//30KV0Jf+MgOp8S/0T2AW8x8 mrhvJ3GfxSz3IXEeiC/EJ2gPBLnCDe94jv+ENz6Gh+/8IkwKT8J95P/4n/hD zv0v9NKmn6GW3b0OXruPXpO8OzSfhYmxEDri18T3YnvoMLPNvpRzXwv/GXu0 vu3fWT/zxFrM3qdulz7a5PfYrdkl9O2fdvFdoX/OnTcvWYhR "]], PolygonBox[CompressedData[" 1:eJwtkD1LwlEUxk/3/p2adMtNCKFPoTiZS6nNDS1BaO1BgmjgHrS1tSkEgbuB Ir18geojyL/2hvD3cO7wg+eee85zXipnV53LYGZlyOCWxxhuYAAjgvfEJ3CO HkazY/QRDNCB2DW6BznvRua5ih2gZztmU+hBH34ghxredXiNXnsKc/QHf++w hBX84/HM3yNsMq9R7R6U04ya9RBa8Attcjuwi98681rtMEN/4/mVeqjXS/B9 VPOZPOWtHOVWo3t14SL4TMu0k3bbL5gtzGcsopvRc0+Uj34Ifiv1eNK+6c4l eDOfWbPn6TZ/6U85a7iLfhvV6/Zba4k3Lg== "]], PolygonBox[{{266, 265, 252, 18, 262}, {752, 79, 656, 644, 645}, {365, 364, 341, 33, 354}, {337, 33, 275, 265, 266}}]}]}, {RGBColor[ 0.6891556002910145, 0.7427747972673152, 0.30885769868778823`], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{442, 47, 438}, {266, 32, 337}, {638, 78, 645}, { 475, 62, 538}, {199, 17, 250}, {365, 47, 428}, {262, 32, 266}, {242, 2, 198}, {338, 32, 330}, {553, 62, 529}, {438, 47, 424}, {841, 78, 709}, {342, 32, 338}, {245, 17, 244}, {354, 47, 365}, {882, 78, 841}, {563, 62, 553}, {460, 62, 475}, {241, 2, 242}, {251, 17, 245}, {645, 78, 752}}], PolygonBox[CompressedData[" 1:eJwt0D0SwVAQwPEnywGi0Juh4BQ+OjpH0FBRUcr4uEEcI0q5gUniKogxo8Z/ vS1+M8m+3X27rzldThaBc66BKp4V50r0CPaRExOEyHCxf6154W1nYmdzmsww wBDtmnMthKgjJ5YhwQkH7K1Ga++4WY7mpjQ+I8ZRfE/t3UEXO2JbbBDhisJq UquJLUdzhZoAD75L8TPpbB9iX+vZsRyx2Mdm0tkiu2uFtfgdEttBdxnzMKPA v+H/LcXfVdhsPzQkMSo= "]], PolygonBox[{{350, 349, 337, 32, 342}, {454, 453, 428, 47, 442}, {886, 885, 752, 78, 882}, {709, 78, 638, 586, 587}, {577, 576, 538, 62, 563}, {330, 32, 262, 253, 254}, {529, 62, 460, 453, 454}, {254, 253, 250, 17, 251}, {424, 47, 354, 349, 350}}]}]}, {RGBColor[ 0.7177864099258917, 0.7395384514870614, 0.2937067935478451], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{624, 77, 807}, {254, 31, 330}, {241, 16, 197}, { 405, 30, 406}, {331, 31, 329}, {539, 61, 526}, {251, 31, 254}, {342, 46, 350}, {495, 77, 587}, {197, 16, 244}, {29, 30, 16}, {16, 15, 29}, {425, 46, 416}, {544, 61, 539}, {587, 77, 709}, {442, 61, 454}, {454, 61, 529}, {807, 77, 706}, {350, 46, 424}, {429, 46, 425}}], PolygonBox[CompressedData[" 1:eJwt0DFOAmEQhuH5WagxUBIxFJCwlngBkAZKj2AFDSSYLCVG5AbgLaDUGxiV q4gEgxUFvl/+KZ7sBmZmZ77a/fhulDOzCvJ4TMxmyDDFAybooY8VlnjCHF2a bpHiGjt84wOfKBfMSjhrOM88zwQ/9O6x4P0ZAwxxwzItNJHmYo1qv7BN4jdS n6FZHWra3qPeXjC74lNVrEK8IfMbdMtLiP9dohvijtp1jY1b+07arcHOdb9B t/zSV8QFDnhj5qtnomze+S14jWrnnpUyVbZDv1WZKbut36YZmnX02drxz+ld N50sZnj2jJX1P1UDNMY= "]], PolygonBox[{{339, 338, 330, 31, 331}, {706, 77, 495, 577, 578}, {842, 841, 709, 77, 624}, {416, 46, 342, 338, 339}, {439, 438, 424, 46, 429}, {526, 61, 442, 438, 439}, {554, 553, 529, 61, 544}}]}]}, {RGBColor[ 0.745132758800011, 0.7329904931867521, 0.28199421829859106`], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{578, 76, 706}, {324, 43, 406}, {756, 76, 753}, { 439, 60, 526}, {564, 76, 578}, {937, 93, 911}, {527, 60, 514}, {896, 93, 899}, {339, 45, 416}, {946, 93, 937}, {417, 45, 415}, {405, 44, 329}, {753, 76, 673}, {899, 93, 917}, {331, 45, 339}, {530, 60, 527}, {429, 60, 439}, {500, 44, 501}}], PolygonBox[CompressedData[" 1:eJwtkL1tAkEQhWe5owKQCOzAlwDicBcQgDNKIIOAH4EEDRwdgEN3YIfQgrFb OSCAnO9pJ/ik0eybeW8nG89Hs4qZNSCFj8RsCAuaS3gEsy79HD6pfxB9QwE7 OMOv9/R2CFGrmT31wOfftVtv7OzAG2SwxmvlnvLusiOHFKrwT+8PjnCCetWs BgYBpmgm0IO+z2j2ivaWRI20Jb2La3ruIS9pru4hrxbapnvIK/OsL/AKWzQb z6zsupFu1aJuJ/EmhWdStq8Q/64b3EPMUPrNdLsn6owoRA== "]], PolygonBox[{{808, 807, 706, 76, 756}, {426, 425, 416, 45, 417}, {952, 951, 917, 93, 946}, {673, 76, 564, 554, 555}, {911, 93, 896, 887, 888}, {514, 60, 429, 425, 426}, {540, 539, 526, 60, 530}}]}]}, {RGBColor[ 0.7724791076741299, 0.7264425348864427, 0.27028164304933705`], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{407, 57, 501}, {710, 75, 707}, {707, 75, 670}, { 934, 92, 923}, {500, 58, 415}, {545, 75, 555}, {515, 59, 512}, {625, 91, 843}, {426, 59, 514}, {884, 92, 888}, {875, 91, 920}, {920, 91, 906}, {630, 58, 632}, {888, 92, 911}, {417, 59, 426}, {555, 75, 673}}], PolygonBox[CompressedData[" 1:eJwt0LsOAUEUxvHZWaslLoWEQoWEB0BNo9NSKUloRDwBD6EQJY2NbXgFl1dx C2r/kznFbzOzs9/Zc6Y4mHTH1hiTQwwPHnecccGXww9eeCONFBJI4usZUyfX wId1nEyAp08GBb7Ja0aya89928SG9dy6vdT4sW+TbaGKGrKBMRl4sIHrSXrb I8QIQ81IdomFvpMzq1mZSWY70dMRB0TooMe/+5iyrqDsu5lldmNdr9LjjPWN s6vWkFqh9rLQf698V0tqjvQOnpqRbJleSjqTzFbTWeXO5O4i7W2LHf4D+zGJ "]], PolygonBox[{{670, 75, 545, 540, 541}, {754, 753, 673, 75, 710}, {528, 527, 514, 59, 515}, {906, 91, 625, 808, 809}, {938, 937, 911, 92, 934}}]}]}, {RGBColor[ 0.7986142017398632, 0.7181878084470441, 0.2593986370485944], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{649, 73, 647}, {809, 90, 906}, {515, 73, 528}, { 541, 74, 670}, {674, 74, 671}, {757, 90, 809}, {531, 74, 541}, {912, 90, 903}, {647, 73, 646}, {918, 90, 912}}], PolygonBox[CompressedData[" 1:eJwt0DFOw0AQheHxriFtpAgKOjpSmGMkSkqOQGsrdBhOgHODoERKZyTcOIIG WlBSBHwVsJGg5R/tFJ9kj8dvduf08upi5kTkBDFuebnBbyTyhzHFERKco8Ad UmT4obfDFjscH4gcwcEj0nBcI8eQ2pn1aO/KiyyRIsMrXvCEZx8yNfsN72io fVqP9vY4wyFanjt88LxHjU0cMjV7gXvraS2jsRk66xEVvvnnyzI0y9tdtKbf 1pxhypUmmLswo7adFLajxM6kZ8vt7rpT3W1mu9Od6m4rm13iAX0XsnXGwIVa aTvSXf0DUJs5EA== "]], PolygonBox[{{646, 73, 515, 512, 513}, {708, 707, 670, 74, 674}, {903, 90, 757, 754, 755}, {921, 920, 906, 90, 918}}]}]}, {RGBColor[ 0.8196829671140168, 0.7027941643058746, 0.25198547938718413`], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{755, 89, 903}, {904, 88, 900}, {1002, 107, 994}, { 513, 72, 646}, {948, 107, 954}, {674, 88, 708}, {994, 107, 965}, {909, 89, 907}, {900, 88, 891}, {631, 72, 513}, {954, 107, 974}, {711, 89, 755}, {503, 71, 633}, {878, 72, 879}}], PolygonBox[CompressedData[" 1:eJwt0DESwUAUxvGdbAwnkFpJEcdIahWtOqQ0XEBCQyPDxNAxQ8MZzGi4S3AB /zf7it9kZ/Pefvu2NUx7Y88YE8DH0hoz4NtHxvqKC044w68ZY1FR/MEbL9xw 912N1JbYW7cn/zLkGCFBhBgPz2VJ5pN1wNlNzZCsWGtDdKWfMxNssUODvTq+ rH+6J/82KKzrCbVGahdk5JgjwxQR2TEmnrtzqRmSdWTvoD3Sm1pXKz0zz82U 6UwyW4c7t3UGmaXQu6ywtu7NKn0zebs/sNcufA== "]], PolygonBox[{{1011, 1010, 974, 107, 1002}, {965, 107, 948, 939, 940}, {913, 912, 903, 89, 909}, {891, 88, 674, 671, 672}, {648, 647, 646, 72, 878}}]}]}, {RGBColor[ 0.8407517324881708, 0.6874005201647048, 0.24457232172577376`], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{926, 105, 978}, {892, 87, 889}, {992, 106, 981}, { 975, 104, 966}, {878, 86, 648}, {634, 85, 879}, {928, 86, 930}, {936, 106, 940}, {919, 104, 922}, {877, 105, 925}, {940, 106, 965}, {966, 104, 958}, {672, 87, 891}, {650, 87, 672}}], PolygonBox[CompressedData[" 1:eJwtkL0OAVEQhW/27iY8AUotBY9BK0GvQrJLqyfZ9ZdQSoio1DwHEokXoKPy 8wC+yZ3iS87Omdk9Z/OtXi3yjDE58GFujZnBBKaQDYzJgA8BFKGgM/EG7DS5 a8AW3YO6Pkfo2HNadsboFbM2ugMh+gdfeMILjoQ4QAJjOMNJZ+KlIeW7G7ld wkIzS/YyXkl3ZLcKFZ2J99Jv3eGhHaVrDAnsrMsrHfroiJtQ31HVTInOxAv0 37zRH7hx09V+G/TVOi2dL9btvLWTdFurLzd7zSBZhjCCPy0rNMo= "]], PolygonBox[{{901, 900, 891, 87, 892}, {958, 104, 919, 913, 914}, {995, 994, 965, 106, 992}}]}]}, {RGBColor[ 0.8618204978623244, 0.6720068760235351, 0.23715916406436346`], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{910, 103, 914}, {905, 102, 908}, {959, 102, 955}, { 914, 103, 958}, {963, 103, 961}, {955, 102, 943}}], PolygonBox[CompressedData[" 1:eJwt0D1OAkEYxvEJu2siJ1A7aynwGFh6BAvpdrWEYCmFGo/g+nEEtzc00gHR YA2BbqlW6Pk/2af4JW9m5v2a06vsMm2EEE4Q4y4KYYAe+mhyeIgt8Q4feMcN bnHBXQdtnGPI2b1rqNYbXp2j3Cdc06eLZ+JHch6QIovrnj3nKDfznXqo10ES QoKK+B/HxEc+092SnAXm+EOOF/zg1xRPMYvqmdveUbuOono2zfhFvMbKNZf+ A/1FiY3qkDPBJ4q47jl3z9xvStdQLc1cOUe5M8/yjTFa7HDmnbRb4dr6I/3V HiEkPz8= "]], PolygonBox[{{967, 966, 958, 103, 963}, {943, 102, 905, 901, 902}}]}]}, {RGBColor[ 0.8740493334381392, 0.646060163532154, 0.23093820697300343`], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{944, 101, 941}, {993, 120, 996}, {893, 101, 902}, { 986, 100, 988}, {927, 119, 982}, {1062, 121, 1054}, {1004, 121, 1013}, {983, 119, 1037}, {881, 99, 931}, {929, 100, 890}, { 902, 101, 943}, {1037, 119, 1019}, {1013, 121, 1034}, {1051, 120, 1040}}], PolygonBox[CompressedData[" 1:eJwtkDsOQVEURW/ch1YnSCR6CobhdYbg06LzSYyASQit7qlIfJ6EDiEkopEo dQzAOrmnWMnOPr+dk6u2Ks2IMSYJHmytMRtYwRrOcII9HGBE0xBa0IYbXoe5 Lrys86RWBh9meA1qdXigr3DRnbLb194ilKBvXa/MDPSm3A5hJ3P0HCGAuecy StYFLK3zAs0oWROeyyYZ79TTUWNSEIM4ZKn3NH8G/bZOi/dB//C+elNuPzVf DaboiXVavLFmDPWH8su43pIdsquAzmsGyfIH1to2bg== "]], PolygonBox[{{956, 955, 943, 101, 944}, {1019, 119, 927, 979, 980}, {1074, 1073, 1034, 121, 1062}}]}]}, {RGBColor[ 0.8855065037912491, 0.6191922405759318, 0.2248213208119996], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{964, 117, 968}, {960, 116, 962}, {1035, 118, 1024}, {1014, 116, 999}, {1017, 116, 1014}, {977, 118, 980}, { 980, 118, 1019}, {1022, 117, 1020}}], PolygonBox[CompressedData[" 1:eJwt0D8OAVEQx/EXa0ND6MSKjYaKgmNQOYID+JOwp7C3oCQUtqIRhdJWxHIL ComI7+RN8UleZmbn/fbVBqP+MGWMKSGNrWPMBiuslZzvSBAzdMEOEc7UZnwX IOb8pvbSGZl9UntggSVarjFNlOHhSG1q7I6TY2vSyyDr2lCB9n/0D9hrRska 0p9jjAlu1K7Icc6jgzbqaKCHrtak99X8kuHj2DvlbvkH+RcfVXio6I661ny9 c6w7ZXcRhbTNIFkifSvJGOoOT2dkNtG3lTeSt/oDGgsx4g== "]], PolygonBox[{{1038, 1037, 1019, 118, 1035}, {999, 116, 960, 956, 957}}]}]}, {RGBColor[ 0.896963674144359, 0.5923243176197096, 0.21870443465099584`], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{933, 113, 989}, {945, 115, 957}, {1045, 114, 1047}, {957, 115, 999}, {1000, 115, 997}, {987, 114, 942}}], PolygonBox[CompressedData[" 1:eJwt0E0OAUEQhuGmR2IyQkYiIkawYsWCY7BxBAcgwznGUSQ2nIMVEXaOgJj4 eytdiyep6a6eqnzt6XwyyxpjavCQ8Vzxtcb8UKIuIkABB+yxxQ5lhDjSe0KL uokIDfRzxvRQR4QPPW+8kFr3D/lXgpXneqQ3Dx8Pzu46U2an+vaBp3U7Bbqz 7F7Fgs8YV+6HfA/QQRcX6+6k50w95mykPdLr62yZKbPX1vUusZGas1jfjHXn RM/k7mZdr7ypeC4TyUYyLOkOHc1IspKMv5qJZNPQ7ELN9g+AaDAI "]], PolygonBox[{{1015, 1014, 999, 115, 1000}}]}]}, {RGBColor[ 0.9013772122828341, 0.557375069499418, 0.21169758951965456`], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{985, 133, 1042}, {1018, 130, 1021}, {1102, 132, 1088}, {1036, 132, 1039}, {1080, 130, 1077}, {1053, 134, 1056}, {1023, 131, 1025}, {1125, 135, 1119}, {1117, 134, 1106}, {1086, 131, 1083}, {1076, 135, 1101}, {1043, 133, 1104}, {1064, 135, 1076}, {1077, 130, 1059}}], PolygonBox[CompressedData[" 1:eJwtkD0OAVEQgB/7FEQiIZbCJnQ6SolEnEBke5E4AAk38NtxHM5BpaFasRfY 1Qjf5E3x7X5vZt7szLZmi3CeNcb4YKHEY8t7B3fPmC+s8Q388Dr5GjzwJ/h4 VWOS+xBL4Q0xvCDyXI3UhrDX/hW8qecDtPEgZ0wD8lCAC7EzHOFkXUxyCZ7C 1Lq70mOCd8l1tIf0Glv3LdlphJf1LPWB9pTeS1jBUPeXfQd4xjqXWBG/wVVn ktli3TXSXWWmRGuktq/35R/28D91tyz8 "]], PolygonBox[{{1059, 130, 1018, 1015, 1016}, {1139, 1138, 1101, 135, 1125}}]}]}, {RGBColor[ 0.9019390419527016, 0.5180066655198321, 0.20420408318876349`], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{1111, 128, 1113}, {991, 127, 1048}, {1001, 129, 1016}, {1060, 129, 1057}, {1046, 128, 998}, {1016, 129, 1059}}], PolygonBox[CompressedData[" 1:eJwt0D0OAVEUhuEbroaS+ClI7ICCEOJnAxgKUZgRCSUFPVbAclgHa5BYAaX3 ZL7imZyZOTn3O7e63k93CedcAR4BjwlGGKOScq6MNDJ4J50703fBh3rh4/cT StQvPHHHA0Uf/7OevI9n2Kwv9Q9DDNBDH1tsEGGlDCP1WG+IJaaYacZXZ9rZ bbTQQFMZLMsVN7H6gCNyyGrnQN8OyrBVJsvWQRd1std0J3Y3M2XJalbVx3dj +861Q6TMoWZ0lNGy/gGiiyX/ "]], PolygonBox[{{1078, 1077, 1059, 129, 1060}}]}]}, {RGBColor[ 0.9025008716225691, 0.4786382615402456, 0.19671057685787233`], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{1140, 149, 1168}, {1108, 147, 1172}, {1194, 149, 1188}, {1149, 145, 1146}, {1126, 149, 1140}, {1103, 146, 1105}, {1186, 148, 1175}, {1118, 148, 1120}, {1169, 146, 1152}, {1146, 145, 1141}, {1087, 145, 1089}, {1044, 147, 1107}}], PolygonBox[CompressedData[" 1:eJwtzj0OAVEUxfEXeSpKDQWZyVgABRmhsALxkYxRiCiUrEBiC76iF5tgHexl dP7XnOI3czJz330nWO8m24JzrgKPIY8j7xNG5LHP89lmyAP0EaOHg/7bmT15 6vPZC5bkLjqI0ES56FwJGfmrHbFmbHaBFFXU0GC2rjN29ubz3XbHzLLu+3cg hwiQYI4P3njipTszfbN/D1zV905eab9926hzpJ2hdibqaF3bdGqpo3X9AbBx IsA= "]], PolygonBox[{{1210, 1209, 1168, 149, 1194}, {1141, 145, 1087, 1084, 1085}}]}]}, {RGBColor[ 0.9000312119724674, 0.4356329826172293, 0.18841828991060422`], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{1085, 144, 1141}, {1144, 144, 1142}, {1180, 142, 1182}, {1112, 142, 1058}, {1082, 144, 1085}, {1061, 143, 1079}, {1050, 141, 1114}, {1123, 143, 1121}}], PolygonBox[CompressedData[" 1:eJwt0L0OAUEUhuGJjI5S7SdxAxQSlyEkQoWeTkFsuAC/WbGFKBYNd2Cvg3uh 8p7sVzzJ2ZlvzpnZ8nDSGmeccwV4lLLOFZFDHgMWt6xvcKbuYa3vrk8zlv1S /3Dx6Z5l+tR33BDjiiceWrO9ivI2o0rd0LwdmtQJXjpjZ1dYYoEAHbQR4ogD 9spYts7danqTvS3Q2RnmiHBSD+s19elsu8NIPUP1tN4fvHWnRG+K1SPSP/gq Y9k/YcYuFQ== "]], PolygonBox[{{1147, 1146, 1141, 144, 1144}}]}]}, {RGBColor[ 0.8924711048432994, 0.3865206985447923, 0.17878469829563398`], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{1250, 162, 1243}, {1195, 163, 1211}, {1211, 163, 1238}, {1243, 162, 1218}, {1187, 162, 1189}, {1256, 163, 1253}}], PolygonBox[{{1189, 162, 163, 1195}, {1313, 1312, 1293, 1294}, { 1145, 1144, 1142, 1143}, {1294, 1293, 1274, 1275}, {1171, 1170, 1153, 1154}, {1154, 1153, 1150, 1151}, {1148, 1147, 1144, 1145}, {1151, 1150, 1147, 1148}, {1253, 163, 162, 1250}, {1110, 1109, 1173, 1174}, {1122, 1121, 1180, 1181}, {1332, 1331, 1312, 1313}, {1124, 1123, 1121, 1122}, {1174, 1173, 1170, 1171}, {1181, 1180, 1182, 1183}, {1183, 1182, 1115, 1116}, { 1143, 1142, 1123, 1124}, {1177, 1176, 1109, 1110}}], PolygonBox[{{1218, 162, 1187, 1176, 1177}, {1275, 1274, 1238, 163, 1256}}]}]}, {RGBColor[ 0.8849109977141314, 0.33740841447235587`, 0.16915110668066385`], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{1177, 161, 1218}, {1116, 155, 1183}, {1124, 157, 1143}, {1192, 157, 1190}, {1151, 159, 1154}, {1110, 161, 1177}, {1219, 159, 1216}, {1246, 156, 1248}, {1214, 158, 1212}, {1239, 160, 1221}, {1181, 156, 1122}, {1178, 161, 1241}, {1145, 158, 1148}, {1171, 160, 1174}}], PolygonBox[CompressedData[" 1:eJwtkE8KQVEYxb90TRlYwbMGNmJgAS9jhlJK2YIy8X/ysghJyRokkuiJNTDw O+43+L1O3/fuOefeJO002gUzq0CAL58PvOANG5gzn8Ea/YA7nOECB1iyW8Ae fYKVxdkRXS2aJVCCMmQhek3h6hnKyuEJaYg7/dMK8YzOqpO61dE195T32POV 2UR33V+de+ib+03UCb0Lsav2W+kQd/9M9ND38hyh+35/zQbeMfc30Fv8ABf/ MhI= "]], PolygonBox[{{1244, 1243, 1218, 161, 1178}}]}]}, {RGBColor[ 0.8774730487293634, 0.2882550036209397, 0.159614679372645], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwtz0EOwVAUheEXYczABugaWIglWAD7YcKE2gNFVLdQBCUawhpI/Cc5gy9p X1/vObfVH/YGlRBCE1U0aiHU8eXlhzFGOOKEFDtssMUFZ9/R3S7/dtBGhDln M1xReKZmv/HBCkvEWPhM3554OVPZOQ7OVHaCNUo83EFdImdrB+1SOPuGu+l5 gqkznp5RembiTuqWYe+dU3fIfZa5c+wdtesfR008NQ== "]]]}, {RGBColor[ 0.8658313530772415, 0.19729962726657985`, 0.14370582084051609`], EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData[" 1:eJxFj1EKAVEUhm9c7949yR4sxBIsgAV58iRjGJ6Y4ZqUrEFKUkrZg/Kdzl8e vr459/7zd253OB6MGiGEDjRhCXtYwTn6fMHX6Gc3vMMlLGAe3QlnNsMWJswF vuOH7mZ4Gj3zjJ6zLrurmXN8wh/Y8P1VR4I1vKL7LR+D52xH+7fSXrl2q/Rd qsuy7Za/76A3JvVYX6HzpM4q/LOF8pl2tv4eXTXut7yj1j4/DqI7LQ== "]], PolygonBox[{{1191, 170, 171, 1193}, {1255, 176, 177, 1258}, { 1242, 174, 175, 1179}, {1296, 177, 191, 1315}, {1222, 173, 174, 1240}, {1245, 175, 176, 1252}, {1213, 171, 172, 1215}, {1217, 172, 173, 1220}, {1249, 169, 170, 1247}}]}]}}, {{}, {GrayLevel[0], Opacity[0.4], LineBox[{1334, 1315, 1296, 1277, 1258, 1255, 1252, 1245, 1179, 1242, 1240, 1222, 1220, 1217, 1215, 1213, 1193, 1191, 1247, 1249, 1185}]}, {GrayLevel[0], Opacity[0.4], LineBox[{1184, 1248, 1246, 1190, 1192, 1212, 1214, 1216, 1219, 1221, 1239, 1241, 1178, 1244, 1251, 1254, 1257, 1276, 1295, 1314, 1333}]}, {GrayLevel[0], Opacity[0.4], LineBox[{1116, 1183, 1181, 1122, 1124, 1143, 1145, 1148, 1151, 1154, 1171, 1174, 1110, 1177, 1218, 1243, 1250, 1253, 1256, 1275, 1294, 1313, 1332}]}, {GrayLevel[0], Opacity[0.4], LineBox[{1115, 1182, 1180, 1121, 1123, 1142, 1144, 1147, 1150, 1153, 1170, 1173, 1109, 1176, 1187, 1189, 1195, 1211, 1238, 1274, 1293, 1312, 1331}]}, {GrayLevel[0], Opacity[0.4], LineBox[{1050, 1114, 1112, 1058, 1061, 1079, 1082, 1085, 1141, 1146, 1149, 1152, 1169, 1172, 1108, 1175, 1186, 1188, 1194, 1210, 1237, 1273, 1292, 1311, 1330}]}, {GrayLevel[0], Opacity[0.4], LineBox[{1049, 1113, 1111, 1057, 1060, 1078, 1081, 1084, 1087, 1089, 1103, 1105, 1044, 1107, 1118, 1120, 1126, 1140, 1168, 1209, 1236, 1272, 1291, 1310, 1329}]}, {GrayLevel[0], Opacity[0.4], LineBox[{991, 1048, 1046, 998, 1001, 1016, 1059, 1077, 1080, 1083, 1086, 1088, 1102, 1104, 1043, 1106, 1117, 1119, 1125, 1139, 1167, 1208, 1235, 1271, 1290, 1309, 1328}]}, {GrayLevel[0], Opacity[0.4], LineBox[{990, 1047, 1045, 997, 1000, 1015, 1018, 1021, 1023, 1025, 1036, 1039, 985, 1042, 1053, 1056, 1064, 1076, 1101, 1138, 1166, 1207, 1234, 1270, 1289, 1308, 1327}]}, {GrayLevel[0], Opacity[0.4], LineBox[{933, 989, 987, 942, 945, 957, 999, 1014, 1017, 1020, 1022, 1024, 1035, 1038, 984, 1041, 1052, 1055, 1063, 1075, 1100, 1137, 1165, 1206, 1233, 1269, 1288, 1307, 1326}]}, {GrayLevel[0], Opacity[0.4], LineBox[{932, 988, 986, 941, 944, 956, 960, 962, 964, 968, 977, 980, 1019, 1037, 983, 1040, 1051, 1054, 1062, 1074, 1099, 1136, 1164, 1205, 1232, 1268, 1287, 1306, 1325}]}, {GrayLevel[0], Opacity[0.4], LineBox[{881, 931, 929, 890, 893, 902, 943, 955, 959, 961, 963, 967, 976, 979, 927, 982, 993, 996, 1004, 1013, 1034, 1073, 1098, 1135, 1163, 1204, 1231, 1267, 1286, 1305, 1324}]}, {GrayLevel[0], Opacity[0.4], LineBox[{880, 930, 928, 889, 892, 901, 905, 908, 910, 914, 958, 966, 975, 978, 926, 981, 992, 995, 1003, 1012, 1033, 1072, 1097, 1134, 1162, 1203, 1230, 1266, 1285, 1304, 1323}]}, {GrayLevel[0], Opacity[0.4], LineBox[{634, 879, 878, 648, 650, 672, 891, 900, 904, 907, 909, 913, 919, 922, 877, 925, 936, 940, 965, 994, 1002, 1011, 1032, 1071, 1096, 1133, 1161, 1202, 1229, 1265, 1284, 1303, 1322}]}, {GrayLevel[0], Opacity[0.4], LineBox[{503, 633, 631, 513, 646, 647, 649, 671, 674, 708, 711, 755, 903, 912, 918, 921, 876, 924, 935, 939, 948, 954, 974, 1010, 1031, 1070, 1095, 1132, 1160, 1201, 1228, 1264, 1283, 1302, 1321}]}, {GrayLevel[0], Opacity[0.4], LineBox[{502, 632, 630, 512, 515, 528, 531, 541, 670, 707, 710, 754, 757, 809, 906, 920, 875, 923, 934, 938, 947, 953, 973, 1009, 1030, 1069, 1094, 1131, 1159, 1200, 1227, 1263, 1282, 1301, 1320}]}, {GrayLevel[0], Opacity[0.4], LineBox[{407, 501, 500, 415, 417, 426, 514, 527, 530, 540, 545, 555, 673, 753, 756, 808, 625, 843, 884, 888, 911, 937, 946, 952, 972, 1008, 1029, 1068, 1093, 1130, 1158, 1199, 1226, 1262, 1281, 1300, 1319}]}, {GrayLevel[0], Opacity[0.4], LineBox[{324, 406, 405, 329, 331, 339, 416, 425, 429, 439, 526, 539, 544, 554, 564, 578, 706, 807, 624, 842, 883, 887, 896, 899, 917, 951, 971, 1007, 1028, 1067, 1092, 1129, 1157, 1198, 1225, 1261, 1280, 1299, 1318}]}, {GrayLevel[0], Opacity[0.4], LineBox[{198, 242, 241, 197, 244, 245, 251, 254, 330, 338, 342, 350, 424, 438, 442, 454, 529, 553, 563, 577, 495, 587, 709, 841, 882, 886, 895, 898, 916, 950, 970, 1006, 1027, 1066, 1091, 1128, 1156, 1197, 1224, 1260, 1279, 1298, 1317}]}, {GrayLevel[0], Opacity[0.4], LineBox[{200, 199, 250, 253, 262, 266, 337, 349, 354, 365, 428, 453, 460, 475, 538, 576, 494, 586, 638, 645, 752, 885, 894, 897, 915, 949, 969, 1005, 1026, 1065, 1090, 1127, 1155, 1196, 1223, 1259, 1278, 1297, 1316}]}, {GrayLevel[0], Opacity[0.4], LineBox[{201, 202, 252, 265, 275, 282, 341, 364, 427, 452, 459, 474, 537, 575, 493, 585, 637, 644, 656, 669, 687, 705, 729, 751, 779, 806, 618, 840, 874}]}, {GrayLevel[0], Opacity[0.4], LineBox[{204, 208, 261, 281, 340, 363, 370, 381, 437, 473, 400, 483, 543, 584, 636, 643, 655, 668, 686, 704, 728, 750, 778, 805, 617, 839, 873}]}, {GrayLevel[0], Opacity[0.4], LineBox[{203, 207, 260, 280, 291, 298, 348, 380, 436, 472, 399, 482, 542, 583, 635, 642, 654, 667, 685, 703, 727, 749, 777, 804, 616, 838, 872}]}, {GrayLevel[0], Opacity[0.4], LineBox[{206, 216, 264, 297, 347, 379, 319, 389, 441, 481, 505, 511, 552, 641, 653, 666, 684, 702, 726, 748, 776, 803, 615, 837, 871}]}, {GrayLevel[0], Opacity[0.4], LineBox[{205, 215, 263, 296, 236, 309, 353, 388, 440, 480, 504, 510, 551, 640, 652, 665, 683, 701, 725, 747, 775, 802, 614, 836, 870}]}, {GrayLevel[0], Opacity[0.4], LineBox[{211, 227, 274, 308, 352, 387, 409, 414, 451, 509, 550, 639, 651, 664, 682, 700, 724, 746, 774, 801, 613, 835, 869}]}, {GrayLevel[0], Opacity[0.4], LineBox[{210, 226, 273, 307, 351, 386, 408, 413, 450, 508, 518, 525, 562, 663, 681, 699, 723, 745, 773, 800, 612, 834, 868}]}, {GrayLevel[0], Opacity[0.4], LineBox[{209, 225, 243, 249, 279, 328, 362, 412, 449, 507, 517, 524, 561, 662, 680, 698, 722, 744, 772, 799, 611, 833, 867}]}, {GrayLevel[0], Opacity[0.4], LineBox[{214, 248, 278, 327, 361, 411, 448, 506, 516, 523, 560, 661, 679, 697, 721, 743, 771, 798, 610, 832, 866}]}, {GrayLevel[0], Opacity[0.4], LineBox[{213, 247, 277, 326, 360, 410, 418, 423, 458, 522, 559, 660, 678, 696, 720, 742, 770, 797, 609, 831, 865}]}, {GrayLevel[0], Opacity[0.4], LineBox[{212, 246, 276, 325, 332, 336, 369, 422, 457, 521, 558, 659, 677, 695, 719, 741, 769, 796, 608, 830, 864}]}, {GrayLevel[0], Opacity[0.4], LineBox[{220, 258, 290, 335, 368, 421, 456, 520, 557, 658, 676, 694, 718, 740, 768, 795, 607, 829, 863}]}, {GrayLevel[0], Opacity[0.4], LineBox[{219, 257, 289, 334, 367, 420, 455, 519, 556, 657, 675, 693, 717, 739, 767, 794, 606, 828, 862}]}, {GrayLevel[0], Opacity[0.4], LineBox[{218, 256, 288, 333, 366, 419, 430, 435, 471, 536, 574, 692, 716, 738, 766, 793, 605, 827, 861}]}, {GrayLevel[0], Opacity[0.4], LineBox[{217, 255, 259, 271, 295, 346, 378, 434, 470, 535, 573, 691, 715, 737, 765, 792, 604, 826, 860}]}, {GrayLevel[0], Opacity[0.4], LineBox[{224, 270, 294, 345, 377, 433, 469, 534, 572, 690, 714, 736, 764, 791, 603, 825, 859}]}, {GrayLevel[0], Opacity[0.4], LineBox[{223, 269, 293, 344, 376, 432, 468, 533, 571, 689, 713, 735, 763, 790, 602, 824, 858}]}, {GrayLevel[0], Opacity[0.4], LineBox[{222, 268, 292, 343, 375, 431, 467, 532, 570, 688, 712, 734, 762, 789, 601, 823, 857}]}, {GrayLevel[0], Opacity[0.4], LineBox[{221, 267, 272, 287, 314, 359, 394, 447, 487, 549, 591, 733, 761, 788, 600, 822, 856}]}, {GrayLevel[0], Opacity[0.4], LineBox[{231, 286, 313, 358, 393, 446, 486, 548, 590, 732, 760, 787, 599, 821, 855}]}, {GrayLevel[0], Opacity[0.4], LineBox[{230, 285, 312, 357, 392, 445, 485, 547, 589, 731, 759, 786, 598, 820, 854}]}, {GrayLevel[0], Opacity[0.4], LineBox[{229, 284, 311, 356, 391, 444, 484, 546, 588, 730, 758, 785, 597, 819, 853}]}, {GrayLevel[0], Opacity[0.4], LineBox[{228, 283, 310, 355, 390, 443, 461, 466, 492, 569, 623, 784, 596, 818, 852}]}, {GrayLevel[0], Opacity[0.4], LineBox[{235, 302, 318, 374, 398, 465, 491, 568, 622, 783, 595, 817, 851}]}, {GrayLevel[0], Opacity[0.4], LineBox[{234, 301, 317, 373, 397, 464, 490, 567, 621, 782, 594, 816, 850}]}, {GrayLevel[0], Opacity[0.4], LineBox[{233, 300, 316, 372, 396, 463, 489, 566, 620, 781, 593, 815, 849}]}, {GrayLevel[0], Opacity[0.4], LineBox[{232, 299, 315, 371, 395, 462, 488, 565, 619, 780, 592, 814, 848}]}, {GrayLevel[0], Opacity[0.4], LineBox[{240, 306, 323, 385, 404, 479, 499, 582, 629, 813, 847}]}, {GrayLevel[0], Opacity[0.4], LineBox[{239, 305, 322, 384, 403, 478, 498, 581, 628, 812, 846}]}, {GrayLevel[0], Opacity[0.4], LineBox[{238, 304, 321, 383, 402, 477, 497, 580, 627, 811, 845}]}, {GrayLevel[0], Opacity[0.4], LineBox[{237, 303, 320, 382, 401, 476, 496, 579, 626, 810, 844}]}, {}, {}}}], {GrayLevel[1], RectangleBox[{9, -15}, {15, -5}]}}, AspectRatio->1, Frame->False, FrameTicks->None, PlotRange->{{1., 14.}, {-14., -1.}}, PlotRangeClipping->True, PlotRangePadding->{ Scaled[0.02], Scaled[0.02]}], {540, -180.}, ImageScaled[{0.5, 0.5}], {360, 360.}], InsetBox[ GraphicsBox[{GraphicsComplexBox[CompressedData[" 1:eJxc3Hk8VO/j+H37km2GMcYYM+OcsStbC0quNqFNESFJpE3KVlqUSMpeqRQV ioqkTdZypYWIKK1SlNAuCqHc53O/u875/k7/zOPZTNOcM68557rOzDk6qzYt WS0hJibWJysm9r/b//702v27rfr3F+D/tRzNDJpZNHNo5tEspBmjWUSzHs0G NBvRbEIzWj4x+O8W/L+Wo5lBM4tmDs08moU0YzSLaNaj2YBmI5pNaEbLJ/fP aPmQ5Whm0MyimUMzj2YhzRjNIpr1aDag2YhmE5rR8jH+GS0fshzNDJpZNHNo 5tEspBmjWUSzHs0GNBvRbEIzWj7WP6PlQ5ajmUEzi2YOzTyahTSLaNaj2YBm I5pNaEbLw/lntDzIcjQzaGbRzKGZR7OQZoxmEc16NBvQbESzCc1o+Xj/jJYP WY5mBs0smjk082gW0ozRLKJZj2YDmo1oNqEZLZ/wn9HyIcvRzKCZRTOHZh7N QpoxmkU069FsQLMRzSY0o+XD/hktH7IczQyaWTRzaObRLKQZo1lEsx7NBjQb 0WxCM1o+0T+j5UOWo5lBM4tmDs08moU0YzSLaNaj2YBmI5pNaEbLp/fPaPmQ 5Whm0MyimUMzj2YhzRjNIpr1aDag2YhmE5rR8hn8M1o+ZDmaGTSzaObQzKNZ SDNGs4hmPZoNaDai2YRmtHxG/4yWD1mOZgbNLJo5NPNoFtKM0SyiWY9mA5qN aDahGS2fyT+j5UOWo5lBM4tmDs08moU0YzSLaNaj2YBmI5pNaMaA4q2Es9eV mPC0ZI3oygIc3B4KvnHSnwld+VHDlRep8cXq06WVietw0q8edJzp/SgECwKn lfJN2OTz5dWdGF3jxIYn/2rFhEvIgPsStb9ZI/1VS7/5Rum8l/n373urDBe3 m++5SM1P5lrv8RnvqQxCkv6A3Hn9VW17U99fsZQH9gNvrDLT/1SNZyTt/tGg TD7+gm2r5CKmAmlpMM9hcJ4a6UvM0nIVpippj/ei8QbPqPnOxJ6/zoZCNWDu I1Xpubu/Skn1/EhOOhPUl/gww07+rvo4dXEej8kAyxkVAUkVY1U1K+YsiqjT IP+9t8yzxYu/s0n3FQa4GrEoxy0ddJO0VifN+xPn8dqbPr9iATnn5YzQOb+r GG/bf9w4p0Xen7as96VImjLn8djtQ6u4pDPnqeSLQU3Swnv8Q0HalHOnT9j+ ejs1f8scrzZ7HdQAyY7Xvnv+7a0yuqsqx6pkA7fv198WqfyqKvFUfXirRB2I jtx4JKXzu2r2D2bqumss0GdTWuVh8aeq5SUsv94lIJ9v1dWKsvsrKffG3yh9 8YpPepfflZJPrpQVp128MdqoTfoE61yxsiNlg6/Z14V3qPll8b3Maxa29Pkm BygFj6x3vj5aZWvV+Vvvjg55/6uBHotPUZS3Fn/dUDidMius7+zmUWq+etVi sM2ynPKiHyPswa2UvxaJOZdPoixhH/d27JgW+N39bo9Y1o8qi/B7JyJfcIGN 8ac0+VM/q1adlXQb4XDBjqAf51QzB6sOPpnB3OahCSqvDJVrnRiuui0R9XDg OAf8+TnWICJ6tu8OmnK5HCeff1tMfuxBP8oXBV1PQhQpv63QwVyLMdKqy7w3 T1pBec7P9FtsWcr/3fLA7OquGdrLf1WlXnm8NbZCl7z/DWvucZ455fERFeXX 8qj5+s5W09dOPMr6iSvOT+4QAL9HsSt0d/RWfY48e9pyugC4ygXtMZftryra 9OmoWQYfzJnhdtb28K+qUF+z5PFD2mDi9uk1joKhqikuW2KNlmoD3Wt6n5YW DFeNzK7cqX+VB9hflJVWTflTdWuyRJhIhQfkdAdNg+6MVakZpK4t2qJP/v9K T6xk7kZSxw9y+3NGXr6hHz/ggb63x37IDUlDZPtK5t6v2pKkM9IT2I9nUccP ppVl+IYr95PHM24qqTNaov6Sbmqx0Hu6a6Bq9PuU9lV1/bTjD712+xK8r3xT E4dZdxbJMhdJAnT/pTOj73sLdcChd9z2iNS+qpMDxkonXXWAxrysoxpev6oS Hb0mO44Iwalrugtu6A5V7ciM9/mVLQS6vALJpb3DVRu+l+3PdhCC/L1m5f3l f8jjK7VrHH0OpFO2ufds+QLGIOl8zN+Tub+3Kvt3je3hPYrk6ymZMT9/ziv6 8RE50Bi5vCPpkThkLT6/Qztbjbz/qHbB1tZNqqQ5nwpDj09nks68cXmTuxJ1 fOXzLotdZ1fLA/U9DXu8TshA3ZVyEgYHcND6t/J71Y3+KtB+eXxNPwbE/kYc uu87VOW10sMjgOhX/8/ESQ2KaHlE4LaM9ZdZSiOkk2/rl49v/1EVYBj+q/uZ Bvn/yXbcsp0nTTk/XW7fJUs26XnOSxqZq9RJf5HNZIen0o//MMBYbKk9/4Ms aXPgUJzjKgZZ3tjfo+Fa5OPjsdJo8TYu6bHuBbKBsymHFb5PeFagSfpjyDbG DDXKK6xUjhRsp443uT6qXbUxXA24+wbZ6KqLQymfh0mnSphgcMaazupUKdix 6Qh/yy5dMBDlqrBI8WfVmYtismciRODDieGabptR8njamof3xy9+Mli1KS/M 8l2PgHx+xhdG0qSNlK+YF3bt/8EnvWSrI3gdTrm/8sNx02Ft0kckovujd1Ge 7MBf8EyC8vOk8jzDOOp4WcQTN7FIBfrxMxb4nbZ2V+A5KRikOW3NYI8OeX/l xaP6q/IpjwM/uh9uoLzsybzzU8ZTzgvIW5vzjToe9/O3mKHSZcozk7w+bg2m fFB448I7C8r8rV228IEGuMe03Ls7UAx6jmQHyxezwXz5St7XIxIwfbd37pIs ddAkNqfYs0oKPpXUfJmRwALuQw0LantkoPf0RW34Fz2grrRPvePUEHn80k0n OfNg8mhVsZJoNKMOJ/+/ea6nNh1fQ7njBOf9USnKWzoOuaVlY6QVDZTqDk6n /N8NB7y+c3hY8o8kFHY+ckzL1SXv9zfZozZzmDr+eC7Mou37Qsqy5+QePHLU An1Xvm1cGSgOv2zz3TQYxQWGirY6zL8S8NH8cnVBqSZYFZDQcjtFCl4VqFXa f+eADPgyLkRHBh7t27AqSI8DWrgGU/FrsvBc/HHBuDYBuPbpIfw8RwyekBw7 M6YjAA+HxEvFKsVh8k5/g18BfPBBZkqRuoUk3PPrwcVPBdrgLyswz+i8FAwL MjVv7+UBDp590o4vA9d2pxU/ncQDZubP0lzTZKF22g4Q/0KffP3Xo2NXHDxG P55qBEqy65vgEHW8VuKubfovRRXSM1qu9/7uViQd1Wns+Ld6HOnqnznZEqfk YO6t7d/f5NCPx4qBdXdvhzw1lvrnXrtlvcOiXYbKpM+X78nM204dP3XMf/c8 0kiWtA+jwHlZoTTpsC2hDyzMpEjHv546U+maBOnsmVIV3ZPEof7LkoHrS/rI 478m5+Hm95U6YLHPn2khiuIwP3G/U4KMDvBsaHv6+IMk1A92Flk6C8HqqbeC LKtkIF9T+2guB+1/5GDlvO/iJv0qpHtWLcxVdVckrby90OF3Of14shxw5An9 MxxUSF9fsqSkxlr+nzFQf+fLqwNesqRTz2oM3vSXIb00dqZa30Zp0tyAjaZ6 W6VIv7FPn+cZJUn6jP6dNckHJEivlfsWU31InLTJR07WQAax/S3ma2ptxMAz w9iMw/NkiOUr3/yUgQOlZrZtfqUk/N6xtDblOg5mR5x/A8eLw2MDF3bOCUL7 MzkYb9AM9B1USUd6DknJY0zSd3RSm2e0qwDbN5sm3BLIwYDRu856/hrk/U8M m59vOMMmDdzbVlx5p0760t6PHwZ0KGtd/RU4zZd+PJ4BhgcNu7N0UU8icMSo 3V0BlyXt4HXHZ8sBadLDCXlrOr5Lkr5YeWDTfDcJ0j5fA7eWVIpBgfrW8QsO iEBsAe5U/0oafn5/IKspThe4bn4RebNdHA5FrIovP4P2Z3Jw5cm2RCOMcu3t ZSknsrikzbqeHBwnoHx83KK07Sc1SYub1h39pEV5ncuc454nqO8bmrfCjDoO 5Wk7He6ZaaqB/bKbwk81yMOvHg/8veYygd78jZMdg5VgS1aVg6BeQD7+6qQl 7PJAyql1ne9dlSkH+Wy98r2IT3r+T/nd8YspGx3InK/br01ajm/KhWmUu67e 7vacTPnuXNfiX8+p70dyXndFp26jvDt4m7OxFv37ExawicsKMBin8M96oGSF NyzTliWtv//UjhfTpEgfu/J28qCXOOx8Z1R3b68eCApzfd7zRRrGRRjvn9uh Qz5/wcG+F+OvUX6UX2bIiqXcfydq+7AbZY22ufXtBpSnDijzaoap73d8VJ4F Fj6kHGNw8ubhU5TPzfBX3r6Zcr2nsc/KmZS/h/YV2bMoC0sDbazNNEBVil5C 0ml5+Ob+JHMHUzaYFZJ2clO2Asx8+lfffYI6qHGVuLz4jBJc3lnDDxjPAg5T Nldb5qpAg/A93w4E4uTz8e2lZ5h7YbT1ywET1ugJ7/kpkd6t6+uZ2UZ9/7T2 bfH7L8VScLxOd9mrUkMwf4cf5whPHD7pkreZYKlLPh+cXWONHdACUVuCEyu+ Ep/Xi1xvm3dccDavbk7C1HEwkxUUtWQqF9Q+w8c8DyjA+J23z6xP0wRfZCJL jZ4rwm2drJrorxygPOVZ8LBIGa6Zv/bTCXsOsFxjalwXogILuVdM1hYJwLm6 k3mm2XKwatJMtQMCAYhO2/HyK5SHzc5Pfl9I4YMVKzwUL7aPg+83+LfXjWkD G4MpduvFFOHAvl/3P2/SBup9rBADoRKUy9lXqNjOAz8q+s522SlD7k2NtPHO PNAQ2/T8rA/aPhuBs7kJw5u3Ufu3YzvLYiLL1Ug7NQoPHlrK/GcxEHDf6sy2 /nEwYi0/7vyMAbu79Zsrjd+i/WWvXSbnYlNyCXq8EMxwS5X82qdCGq7nnBI3 o2y3O8uKvVGZ9K3DBk+M8pVI256/vNGO3B8LQWWllZyriPLUZpiz1leBdPkH B9vIU+NIWw83PT/YKk+6VNkjJI9DeQreoVixlPg8POpjzrKT/fd+M6Czm8TE dR3U94sStqpuGT3KpB83r9OqmKZA+l8noFzuaFDJLtV/xsCsRBXnXR9VSB98 tnF1/HHK7cKH2486UjbdYJSa81uZdGTx/txLFyjXj3WVl3tQ5jrNabovT3lt 2pkPj8uUSN94Iz7yZh1lacOVjM+alF1Db+kOPlAknXOTN1VyO+UfsjucVYwo gyUvV2u9UiCdnDllh3485bauI6mWNpRNzH/m2n0aR3r7jiUV805QfnDvcpO7 E2UNhkqX3zA1Xgjw3DiyKZ/y9bP1jJ2elCW/G+rtH0d5sfX+qWnl1PfRWTFd zlnrKX9rmB1wkSsHz7zLUVGVwUBoeNjtkm4V+ObM74ocLQzEbdZkhB9UgZqr nddammMgY8OtFRZTVaCr3jnWXXsMXA7wK/zeqQxTuv9A1+UYuOsrN3oxWRnW nXfd+CEYAy+WFzqtt1KG0usLNLfEYeCL+5Lj+u+UIDCWuC9zEgNiLoPdnQlK cMeXZSHHrmKAtTBzcs4kJXijsIhvUIsBQ8cZsT7E5+lHkEx9aRsGbGd3PeEd UIQmZt5bHYn572K7BOyVhSJc8+Ma/koOB6ttzIKPvVaAOVfHNa3n42DbpKdV rvsUYFuo784RSxwkmW1XVjVTgJxJpQaJjjjIMRZ4P3o5DroMKD/l+eCgRO9u QWLMOJhcsnpPYRgO6nXWDTuOHwcfRFSOnx6Pg7c8ZUfZ5/JQykbtVeNpHPzU uHbsbpQ8tBtZt8+nGAdyasu69hjJw+2V0KKXmL9oK/+ZaNciB69HaryNaseB uXxOzGgksf2fHpTAHMCBvdTcx2X6xHghbfP3LgYaXzGgXcy0N5HfmKRvBMs1 sB5S39/ffDajPq1TEeSwfE4UJzHhrrv37Z2Pa5D3x+/yVXHvZpM+ajX63HsS 5Zy+o1n+MeqkCy+ar9vQTP0eoDzgoXmIgP77AAbI37F6XI8d+jyLgMJnVtsG ExXSdgIZ9pzJ1Hgs1GVwIR8okT4X1xM36KhIurXiJWxyUSDN6K37fcF7HOnZ okqLmDXypLctK9ywPJgYj2/scppjIwJMx4CWT2wV2Hi0RIexSwQenNXZViWr DNur9g+9ui0Ce8TatNOGFGFfj8ejXGldYL08vXrtRwUopWqct9lRF/wocVlj +2ocZE8d3Tk1SRdcUFNRVK2Xhwb+DS4yzbrAd1Pd5a4KObjtD5av+BiN7xjw 48usPTPWU/a4wffYIkH5waFMs4ITXNLWm7hy7RaUL8xLf8uq1yStacAucfSj fEAqLXnXCPV7jN/tzIBrhymvu5li22NM2QPLjSlIUgXn2jx3uoYwofQsL/22 egYYqTz7ApuoBpOTkpdyRwXk482H5HzFqim3rIoJ7IqjvLXhz9aHCyhzrSJi rqpRvpnTl5z+kk96pdLGE7tOU5aI6M71X005953vFSdjyg4LXlea/dAm/anE rZZdQjkRa34yupOyadK8t+9mUm4evPepVo5y6CowcKmR+r0Ku6Fc/Ega5bIp k5R2eFL2yini+Arpv29hAZVzVp0BxdTvV1qm2775kK1COqZXd21jqhJpixzl vhu7qfFqh8vgjtNB8tB+fq1bvKYe+NT45uwzYv923faim+iCHrCUX5Qb5KUE dUxT3W5Z6YOds6pyZbQVYIowzG1ZrT64F2mad+qNHPzxem501LAO+fpW2QfH DHVRflJ0Yu/mJ5Rna96N7amifD36676VFynrfmHvf5FO+ehScMA5lrJM1br4 2mDKWwwOJ4AVlLsPViaWOlF2H/mQZDaFcq2/Ssp5nLJ1o1WqkEH5wpRVB9PJ 7wuI3rMTDjE+Uo4fV3x4/1PKI6Fv0sSqKW9okz0acYnya3vzY70nKM+/7Jm+ No7yTc29x9tDKY+PKTyxbCXlU1+eZTTNp6zsJnbSwZry7irDU1CX8ncDl9NW qpTdYP2lmhgNkG83cbHVTgZcnQHH77zIBhn+do9jXJgwfEvxRbOn6iDhgJPL IyNVuHdxvvGHPyyw89LSFq6EGkwzOZ1/XI8FAp+sXBrwUg36euyOWCaPkc9/ WtxpX4IR5bYLrLRb8yhrLXmb/SOQssfwhSJRMuVjOWE33YsoP3Wyq49voqzW L//y5g/KizNaunpVcdIps07/xCdSbvi8TsJ9KWWFtImM+C2UHaaNad88Rnlf 5wPj3lLKdxLTrPFXlMUn+cx1G6H83y0HtBRE3i62QfsXA9B3dIr7kJwyaV3M 9lZckTwMefeq2STWAFhtSSud/1kJrrE+q/OzwBD4czdtM3WWh0ur46v2b6V+ j+a0KKv2uIQuabvXxc35SZQ/C6ZMtWrUAurttXdrzBmw+sWe8PveWmC6/q54 6xwGPH7wYZHrVy5YE2TpXKDKhJudND6928kFqcU96toxTGgvuUoUrMgF5aMn W5P7mZBXeXHFWIYm6Jzlki3mrwr7wwbTk4w1gVKC3JqQFlVYN37mE60KDpj8 +KZJ52w1mN2VqJTvxAE+mqF9S4vV4Dd+vonKRmPgsNd9wZ154+Bcz2WtV0YE oCz3nGihFAOm6mraR1cIwOZXXWWRsxnwZe/Ly0t2CIC+it6iwr0MiFWe0MKn CsCbWas7X98lPj9xXvv6h/ngSMTZbYrSTHh9Ce/HnXI+mF/4XnnaHCb8o93m lbadDyTfYWc3xBLL8/HkfX8bPihnr7LOuMeEKddXmE8a1gbB87Ib66RV4Yvd gkzpcm1gENXuNzxHFerMa5d5tk0bvL0u+G24TxWuZ2cH51lrg6MfVyR73FeF 1zp8X2/5zQML+KfwAzJqcPQiNnduGQ9IubSVltqrwTkR769obOOBijjewp59 xP5q1llejxUPhFR6vdeoUYO742xu3p5I/Z5w0qci3VXe+qT/uzUB1fEummpH 0PbYCNzbNzDcaKYGCzfIJNRpGdIezwPzt70/tpFJ/R6wlpt1g1tAeVbl8qc1 s9VJV3lr/gx7Q3nq2FNVLIJNuiTrkPkjpgZpy5mLnHcWIIuB4bBrgxoSaqR9 S35lp3ozYLv883cT3/yx22/rVBOyn/r94/C72jXhTWzS7MAwhYoZ1O8VRTaf eNEjaqSnVHXuLbxI2Wn22y8vvCl7P3jpKqVCefPClkpTqEo65kmjyCuY8tFl DxL3YZTPt935eeUJNZ+tWHVredteyg3dpXflJlNuD7xmMrGb+v1o34/CNJ90 ytJbz4/GOzLgpTd+6zatRN8HsuDWpe9GNX/pANWlU2UeqjNgbOSaa6sadcCA lPlxGz8GPJz7ZV3BOR3w6rqeyYXLDJjdECz8GaUDbvnzqjT+MmDRr4Fn0zx1 iPGx6pJ985jwpvbOpFhLHbDvruyHn+lMWD9HfHajog5YF/Znq18XE77cuG+Y 3SUEC0T94x5bqsLuIwpXfKqEwLyl5yTYowp/3Uxdcz5dCFh735gVNapCyS51 /o9gIRiybLmjzVODTOWMFut5QvD6/QO3xHVqUDhZmBAtEoKqw1Ufh2+oweH+ sTHjJVIALV/6u6cdti1KpMd96lvxqFWe9H+3csAqOcDday3qDQOFk7Wjh8SY pA87X/y8ZIj6Pe629VOXFn6n7LO37pZsN+U5pzwMVr2hbFzac7DyKWXm460j 7AbKg59lVgffpdwmfbSxvoLyHYGuld41yhesr2dH5VNOcZml0JpNOXzj47BJ xyl7xfm+SUmlPCO7d+6nOMr6FbuvzN5NWempstbpLZT7v53c+3sj5Zdy47+5 rKZchVW6X1pOOW/avNtyrpQT3V4Z+c2jHLp5XdrNmZQ94of+aNhQBmfj1oSY /5/Xd4vd/NDg/7y+F7k2+sL/8/p+TDy7R4PyK4W7Sq+VKUNdl62TZRhQOuy8 v4sLDn5pFE328GDCZzfnXdBzx4HL3rWFVxcz4TnZ719/e+LgSq+OSNGJCSMW H7JoWIEDFe/WE6tnMqFjxqStWatwsPFBGrPKhgm5H15UhAYQ89dJC/dzLJnw 84SdYnPX48AwR3Ys2JgJKyMEc7hBOIhTvh1ejzNhUnX1ga/BOPiwffsXEY8J VygGNMJwHMzqtvTbxWJCUzd5tbRtOMh2+fryuSLRX9ZF9zWROBirynM2J/Yn zR8XZdrswYG3ycqa+D/E/NKyv10pFgcV6ZrTO38R4/PIo7od+3GgKf3kuu03 xv8OH66/noiDrcGJxse6GFCd2XYpLhUHT9vm5PQSfXZ5RvV7puHA0mmM4/Sc AUvO4lYT0nFw8EZpyplHDLj/2/2d4pk4+I6FyPypIcY/VutvtxDz8QUpxpFu kAGNopVkzp/BQcFIZ39RKTGerL/stOMcDuTXnlovf4UBH6q7piwswMGaFveO VRcY8KTP4BOdIhzcA8xllUSvQRdOcH5dxQFeWNeofoIYL/TbetfewMEezb1z Nh1iQIZtR3ZGOQ7extpW1sYzYMe+vV1Bt3Bg2zdggcUw4NUmfeOZ1TjIWHH5 wo4dDBjDrd+kfh8Hv+vWCZ+GMqCrf9D1ngc4cJ+CH5sQSIzPLzF/VzTgoPjM a6X9/gw4MHjdNqUZB2qMo3s7iH5rZiyLXvUUB8E7F43YLGXA9ISR+5Ne4qCx Ry4kbQExH3x6SkG+DQcmS6t7vs5hQBvBTOfX7Tg4cHuHz9zpxHht3Ye0ok4c dI+f9CxrMjF+vrr/ZXQPDmaf+DZ/eAKx/R015rt9wUGOzPk7LvrE+Nf+0SrD XuL9DfG1KRQQ48PUkHOj/cT7+5Z7RYZDjC9eqX95NIiD8nkt+isZDPgTLzM7 Q4znOKVJp8rkGPDexuXhW8ZwEC6aq64mTryfFw7cXzCGvi9iweOizrq4+0zS 809Pf3Q7ifr9vt4NY25kpjz4KvoUcttcAybz1tuduq1B3r8vLa6qX5byLsVc O8eFbNJb9lZXnUpTJx00+tbu5yvqfICAsD9Vjjr08wMY4MIlYcfM+2h7KwLb pFJGXn9TI61YvX7+oQTKp3fbn5xrQNnCFvs2epc6PnJv+M/0q76Ul5W+TFnz l0n6c3hxOy+D8i7Lg+aPp1Bm/giMjmuhzq84c8nhybRgypMCRaI+JQZc4hIT 4iwjAss9fnN9+tXgafOwGV1GIlCdqRFpma8Gv6isZuxcJAIG7ZPeyvqqQetv S98yw0QgGXed8VpDDe57aH/pXLoI/AwIOXOZ2L89yZ8SaXtTBDzyU6VjY1Wh 8IDB/CcdIlD19dIaj2mqcOMaTa11MrpA17zhwXhivFs+Z9ynv0a6ICHss7FE PhPKikZK0xbpgt4S+eRnK5nQVeJLnFGYLlg6ot+br8GEOe2v3WC6LqiYbr9k dyMxv7rVoOt2UxcIo/2vu8QyoO3JWz8/d+iCffei2QbTGHDpTP8461/o+ArR yyF11uSjlGe/u59lMYXyVIuI8aYvuKQtog3LjbdRNnr8yt6ASxnDEp+IKjRJ a4bYrtRZTplZ/e2L9h/q/BE51axt3FP/53ySVYtlNOwoL3OeUPI6XhWcL2p2 wMPVITfjyoVJdxmgy3+hW91UDTg5pv/ryB8B+fj9E861nnhF+dVLzwfWJZRN YpVLXhymvMus+uzWzZSbWsMPsRdQxuIMo4oNKYdZtG10laF8vy3Vq/8dnzTn wGzHQ1WU108cmmyeSbnybYGoKYKycoKP6qallH0mq4kpW1C+0nH/60VlyhJJ 21vnfdYm7Wo14cGnGsq57ztuHDhLeTD5yFmDPZQdbBwP1XhTPv5hdHeADeXP qZc3SmtQtp3m73W2nzq/J7lbw3FWE+X2Q/WT312kbDF9t2jPAcoxHy1UhQGU W9K6xm7NpKwHTnz1FtDPH2IBs6n2Grl/0fZDD0SGesr/yVIjvcl30tpH7qqk fRcxarKVmXDm7UkJSXzi8ZFpHzur1WDnXl+Dtfv1gNXAtCLT76pwn0PSvZl9 euBn0Iew7Vqq0ECxbJX2cn1Q1J1kc28uMZ591Dk2eE8fbFg5WYwRRmz/5c0y Z9/UAPcHHvlVzGTBhsbxmecG2MDS/LHfMnl1uDLNOHOcGRtkbWjx+/VIHfZ7 GGZuXKcOlPKe+R06yoaxAv3MphwW2NH+ws/UG81fOKDqWELYU2m0fAZgW577 kSpJVaix7cXnRQcNwGOlRQYr21Rha8SMHIdThsBJObIi6A4DLpP+EcKXo86n Gsg4JDScQjnNYmKjZQBliwdPd0w/QrnJZ6uh413KQQOc5y79lBWTyveuwHRJ 5+PLLdYtpuxQ/udtaBTlLufTSbuKKMd0g6kH3lAujB6Yv3pAC7hEyl87Ic+C H8qkDYqztYCW/fBzpxUsyP/BkpReoAXeKX8eHb7Kgm4GojeuQ1yQ/7xVp0BW Hab4WJadPcMFwVkP7b2Wq8PaozPTfi7kAqt1NzcoXCHWX+PiTbOHie2LxaXU Cmk2tJL2dUrL1QS1w6eKN3iyYfC0zbqdzpog5U7KK60iNswP3S02cZQD3BKj xuolNeD7/OTWmHMcoL00WLRzmQbUenfyxpMlHPBBe5WjSaEGNGxiTaifZgQK fZ6dWUfMp68aLNmz/K8ALHxeuOuMOLF/ZD10P9EhAPGfLc+v5rOgjZj9hBd3 BeD+WFmz/lQW/Pu5Sop9XgAkWGDkozsLVj+3bnVJEIDpBvdFF8OI/e+da1cO BgnA9mnzFwYdZEGnovH7Hy0WgBvOj7eaXSK2DxnnVihNEoA+/2XZfXUs+Hif zqR5HAGYsO1N3fVuFjwakqFwYIQP1if5/9wipQ49V6i/u/+GD/KyP2lb66hD baeUUqlqPnhfvHnuiK067JgknzIzlw8EdQObb3qqw7M6Mauj9vPB8jc7T+ze qg7XKv2ZemsDH6T3SdydkaYOjX9vUR1dyAdPZQ58lSTW9/fO3h5rYvvE1FLR uN+gTozP1ldtVeeDhaZHwP5P6nBLZeeR4iFtED9La72TLBtan18R2N+qDWrc sw8rithw9PCLmeZV2kAqUP9mI2BDuHuJ5qYcbQCiCrtSvdlw74aH3y/GaoOd aZYMl+1sONfd/v6ntdqg7HyZtfoxNhw3C2YazNcGA5V2fs+vsWHjBJvQAFNt YNF8L/E4Mb8/yL3ueFZVG2z6MO+G11c2XCozQfjuFw8U/G5+qz1OA2r2nRsQ vOSBbqVl8u16GvB1m06DdyUPiLA3FjmzNODpBxlnMk7zgO9k/+X+KzWgX7H6 9pfRPHDS6VOsXqQG1MtOcdYgtmevVmwu6jmuAT8lyusvdeQBdujAi/wbGvBS RMyfQyY8sCRup8TGJxow2P/PkyYVHkjJkDAx7dWAVcX8h4H61PmP8/6sCZS6 TPnZ7CuKmVb6pFclDl+0vE35v1sj0D34q4Q7nvLPkWGvJDYbVm62eCdZRT+f kgfCTY/rLYqhzm/ceV9jmdo5TdLR3kcPPK/jko77yarI+KYFJ8cb9v32pJ+P KQamdVW7uVxSh3mZG5w7mgbsnnM+FNTMo46vnD388tGdvej5haCkYuZOSQnq eItP/F1HT13Ksh72GlccKBfp13bKBlJ2H3C8uiKF8tjd+t3FVymfP7xggeIz ys6rHnH9flMeMlvcU8ZTJ5099riYASg7NbrGrPGj3Jf5zPnWPsonNizjq+dT nmXz6vOGBspf5JaXVfdSTnvetk+TxSY9Lc/HdfMUyh/COnRqPCknzfL7rr2L 8mTVD5Vh2ZTftgfE19+lHFfU4471UDbdtV53m4IG6Rfzv/Q9mkB5j1YQ1FtC 2fDT96TIcMqPS4O9WtIpb4/rNzCupIy5hQ/seUtsD2sX8j5yxcF/f8+Bnexv J7MLpEDyTzlz03xN6DQ1rPrmUiXy/qd5XP2YXPr5uHLAqnzr+opfWqSD9VMW v9rOgT11khu+jeLAdP2QIS5D7N/mJ1zT+4wDVsDH9KuGLCj5SHV0BTFf++37 SnbmAhZkLD4x+1gNDt54129p3kzsT57oJD0qxsEdj8oPK9NY0HjphaeyZ3Fw fmmha28JC1o9N+ODQzhIWnzqzu5WFrT3KA2IiMJByIIUC5UxYjzVald0mZjP uztGZZ/C1KGvd81gz3IcTJsTzJhgrw43vV0IdObhQGfGqt0316nDSN9n+z2s cSBj6/JtfpI6jH/v3XxQHwefrWZ7v76sDtNXf9CsU8dB08RJDze0qMPc7sBV ElLE/NRMb+rIILH9XPcz36YPAydMNPLjtYjt4ecd/SHtGNhtIKfJtWPDho2S 0woaMeAv+h13YRUbtn6P3/u+EgOOwk8DVvvYsCdYtUGrAAMTeK2ray+w4UD/ cXXX4xhQ4zxscW9gQ8ktOisS4zAwpHZzVncvGzKHzufdDcdAm8qlq1tYGpC/ 3ez7qB8GqhVO68hYaUCT0ZIpk5Zg4JxsauoRLw1ovcsuaiPAQKLknjHRbg04 V6ymNncCBoLHgoOu52hA1+iFzDc8DLiNrGqbdV8DrpJ65sFWwMC0QZf5Tz4S 99+NWrS0TI18/1dHTps121yVdNjkocmWF6jzs5//jNgpGtYg7RiWn5VOns/E gRX9rXcVP6iTHh+q9DGKnI9S53srWvHWRxig7ZkIHNQYOVcmT52P3rSt+oPq TMoqrw/ggdspL5y+2PfeVcpJWZzT/M+UH0q0v96KU/NbhdXnuM1elJ1qgpYZ pVE+YDj5aMxDyrUJf568lmKTlv12lznZlrK9c+KilHDKsVddknoKKd9ladXP 6KIsufWdXAZfg/TMlxfsf7pR3jM1eO+CFMrwpFV1Xg2xP2Ld3132WRfEPAsV SzJgQa/JsRu35+qC+Yd/iRSKifmD+2yvqT66QN15q+OBGerw0DZJx1GOLnij +HujbKM6HJ9RPfnmYxE492D7oVhie/agco9oV6IIbNo3ekOymw393wBVO3sR sJq1q3VPKNHD7JtzNQvQ/JIDzS82GIV+45JWZr1RajCn/HXHt169cE3S9e// Pokqpc7X74z48xk7oQZ4cRKsttUcWGx/InHUnwnmla0OlczgwrzLmElKv4B8 fNvrfoHAg7K6/D21olt80vMnHZW1E1GO8V0z0nhAm3RFktX3Fd+p6wP0lcm/ /+ZKv16AHrk+kdH6REbrExmtT2S0PpHR+kRG67Odf1H9zRV9MKP6XMusTGL+ tk67bLqOPjA2uZcUfVMdDlxPXn46VQ+wj76zv/2GDVfyNc7fJc934MBHrU4j igWUpx/ftXDpRsqFblezT5pS5rG6fn74QV0PIaFZ02HCdcrDyQsytmyhvH7+ nm+3rCj7Rq2L/PpbA5zefTRaVYYDF4zbIJ7xgQ2u/Ur768/VhNZpgbEOzeqg ZsPh7SUTuFCXHyQ/UMkCrR0HB+RnacFmax3Dxkc4+Xw5oTOXZJ6mHFLot2P9 JsqzuveetbKjrKaT1yCjQrnTs2ag5Q1G+npaj+DMJcqxjfKOwbsoL5UzDrFb SFlv5vwMJT7lf7dA9Los77IaZdX0ldpXDqP9nQH5fiGj9wsZvV9KUtJnQz4a kuM9mWiJJWU/DcjxXuOjX9FtZVrAwmxcJGZPrP/gaWMyfC0gk3xH7HcH8fpY MTvMorng1eedex9FasIlNx4MenRpgkuOk+XyNLlw1zJGWIyTJog+9z1hZzEX 5g+79V68RMyPpC+ouCzWgk8zTwY+U+UAY79Vhw2/asFbm8r1Vs0xBnuFCVen hqtD9vfbO9sGBeATY3oMJseBrqZ6mzsOCcDFppcp/I0ceGhTvN+H8QIQlBqe yX3MgU1F39w+1vKBmTPzAnuKJlTuXeL01Y8P+lQKi1UzNeECsxLbH3+1wbVH DtXK4lyYsFnL/NdxbRCe0tk4LoALH1zeLfo9URtMWRTVKlPPhbI/3mv8ecQD v5V5PRJmWtDe3EFBfAMPlDeW/PybpgVjgy/+lZLhgR3JLuIjv9H6NyFf/3/m AeOgdzV6P7X/WQzItgZ8t9ugRTou2H/czPUcGL1m2a3xj//YCbvWpYYlUNfr CGY1WnvUC0iLJkye07yeur7GrllPPZ8rUNcTkR7onfTsFOWE84rMp+bUeFnV y+DLk7uUjyvNrnnsziUthD45zZ8onwvZEdkUqQXdq06fi502QF4/pMV94gyf fh2wzPlY5AxNDoySGDR80qwDxoaZFz2Wc6BJYZnq3Ms6IC838VXwaQ584b5z pDxZByxwlpWPf0f0L2HXOYHYHvwc3jMlR1cTmheKN+TM0wEZuaOry9dqwjb3 u8VsIx0w03lr2uMCTRgvEXcqXk4HfBz+Uf3pmyacXOgY97dLCFJzA39IWHDh O3fFzSH3hMDKuVugFc6FKRKPlnWdIca3w74LLUu5cFrhwRme0cT4Nvf1znkj XNjj7mrUuFIIJji7F/hN14JHJDTUZtoJwdPh5pc79mjBGYUvR4q1hSAyd75c 2l0t2LNW8ZTue/R7Wx5k+6W5yZLfD1LXN9E/9DBxPZ+6nouI+dHOahNlnVTp fmlIma+C5T1haJLWSp7uke1LmaPkpbjpKmX1xK1V0yS5pFUV0kLGuVJmxF/W fXGWspJ8w4vcX5TH7f+YEGqvRVpOVsZuxjHKMvuwPuUeLTj+WMJV6U84yG3u OfHTmAM9J2isVmjBgdOZ5kkf3Tkw7l6OBvMWDr6HlTe1EfO/68sn1LHP4yDN /syGx0Uc2NFftpNHjIetOYkyNa3E/jdhjim2kxhPfwzLrpDVhFOx5g79ABzE VHhPu2ypCdeWLU8b74wDgyT752d9NOFR5x57SxscNKwwDTmeoAnvdIf+thLh INSMo5Rcogl/7BormK6MA46E+Pno95qQz05YMXsIA7eefJy5VYUL5xWymU7v iPFt7uO2DVO5cNvsnDuLHhLLv7UiYuUaLjzXOn7L0hsYKHI4q7b0MBe2hJQZ eGVhwJWbdMmxigvFx81pXRmPgeHP4Y7TP3OhaXZTUkAYBk7fXNFpoaEFva2W g8AVGJiTMne3PrH/iH/U3RfsgIFPK824vE1asDQgNHerBQZSLDSLGRla8MOf v+6RxHh2kpSEs3SNFlQ7Ej8uRgYDrU8/ffrdpwX3Noou1nmg8SwPBm1fnac2 n0l6rmfn402K8qDtcRK7dpsAPog21q/OYpP3d7LdDlkx1Um/Op74d9M9Lmn9 1MfHvm/RJB2+j2O+yYC6fs8vtz+LliupAYULEpfP9PGgrU+u4IMSA9zJ8mzn 9gkgq2KCglargHw8/wyuviOdT9owgSNoXapNelKokuFUNep6QAftu86+CtMh rb9LaohfRF0f6Pjnqw4SR9hgDWtByZ/12nAmMfbTGmKBW+NbqzplBWSP6PGo R2TUIzLqERn1iIx6REY9IqMekVGPyKhHZNQjuX7+9YiMekRGPSKjHpFRj8io R2TUIzLqERn1iIx6REY9IqMekc0ctqRPktQCTSUH1tSN8mCgRZDR6gFNkNZw 8OkJeT48zwuoTPvIAcveH5+1gS2Al9YdMJL/KABLjm55OsDmwZOb/npbCwXA L1U85/5bHkwKDz24zp0PQuMTg46e14a7dvTcPZ6sDaL3akwNCObDjXu8hx7c 44HDu3JkJ9ug/R0P7Mq/FHdIhrr+0t3MES2LCp1/FgPP4i9XMnv4MN58dUuq 4IfdyWtddVql6N8T+4MPEfX3MWp/+UNgVN+xRJt0vmdr3Wg0n7TvkcQ6jWsC 2BTatyjmjg5YydFa+TuCB7vDHjcnE/src7bX8ncibfg3/KrLCQ0dIMnKWFbf pA3Vtx56mntbCFqYra7Xd/Lh+IgQ9ysbhCBPRWvxSQMBnLNtyctKdSHYouS1 YF+LAJoeZFqHsGXA9YyKYL/tQnhEV8f60kb69ankwDHLeSZx+tT1pUq9p5fI H6T2N6cGxF+IfLRJ7025N2Q3nk96g8EBTa8Ryotvz7fZ8kAAR+8kXnr3FQdy EV05NiIeHIrT9L7XigNG78M54Q48+HNensL5B8T2de21nqJAHuxVsSyPL8GB sP14wqdUHvzypGrtxlxie70saoJuMQ/2HJuv4XwYB2ZNAc0+L4ntkdfLexZ7 cGDlsCDsxB8ebBcEhKkT42cALTWe6mjD1+/7sKHlOHCw4par2GvDF+d2N79y wsHiy2LeTsTnv2WDYtRNKxx4GHSP7U3Whk2mxydk6eHAN6shp+qqNnzYr9sW zcLBes71OcPPtGFtydWE1RLE/iH1RM/EEW14d4edjUMvBnbI7UnYJOBDaPew x4gYj++NWjMhfxYfVkp6HFMiPn9JQwuaO9fwYWnNhzm9ZRg4snlimCCRD68n hPx8fI5Yvz1cDc/LfFi0aCyn+AgG8laKl6e18GGBWuLi9BgMXHrRvfzREB/m PeeI7QjGQIlz45i8tgDmZORe8vbBQFXt9ZzZMwTwpI+FN1iAgRqQMWf3agE8 jlcp4FMx0FS6p6fsgACmdc8rlzbEwEuztQk/CwUwteDF2h42BjrOL5xg+lgA Ezat1qiXIvYvwknN6wYEEE+xczn9Fh3vEELRmwddLPL6BEIo+PDn5p6rGqR3 KFTOnu2nTvq/WwZonBU9bRFLCHmrsejmQS3yfinxXIbTC03SmTrJ77LcVIHF 99LkohYhtMqUO7/Qnk/ev/OhQopUDHU9tGVdvyLqijRAi2LsHa6BEE7/ouLX Mk8ddMhHNKp76pD9ocej/pBRf8ioP2TUHzLqDxn1h4z6Q0b9IaP+kFF/yKg/ ZNQfMuoPGfWHjPpDRv0ho/6QUX/IqD9k1B8y6g8Z9YeM+kNG/SGj/pBRf8io P+T/bjkgKerkt7r9Qsj+NcU6+rcWCJf2fz9dUgjnXFbxnuPEBW/0Ixa3vRLC sA3dUXIZHGDvlFi146oO/OvCfX9qiA/En4UkX44Rwh+sPMBO1wb7f118+9NS B3Y+NT+VNIUHlNW7zaw7qe39x4pPWxanI/faGZRtKMmSoK5XpyrTOud0LXV9 voZLYVD/qQ7M3DNf5tVi6vp5jT2v/XsjdYCFBp6hEi2EW50GdVgNQnCgWO7N ZwsdKLjIfDuFJwQdLt+Ete91YMOzhWaxEej8Oep6e/ca7d/Uz8L/GQPHd4/G XDhBba+fh8m8+B2oA00P5wYu+Y6D5kDPw4UMIVyhN+/l2Tc4yHl5Xc9LRwiT ynrnDDYQ2y97lXI5C6KP+UevOt7Ewexr6xbcmCmEn99OFWRexIG68G67n4sQ ckM7Er5l4KArkR/G9BdCR5m4IZCAg5LfEbJVYUIYcdxk9eHtONgf8OREYKwQ njN53PxhHbE9fTJ+AveoED6r2jrdygMHRmD/7Zo8IZR20S6Id8DByMV3ruEl Qjixq1qjbQoOHmra9mDE+vTbtnavqT4OTu47tqPphRAeUlT+sYeNg6D+H8q7 Pgrh7dPXvFukcWC3cn6O8TDxebXwqNP7RcxHGvImvRxHrM/7fydv6yS2Z9bi D/Zp6cCFHmfP1D/BwNU8r+UTTXRg5BdHBv8OBmLUbnzvmKYDL+7+vnPzVWI8 HsWISVmgA1tVj3yszsaA7tf1bNsVOnBcno2b+kEMDHjcu/ApSAdaW7dXr4ki tq/3Bbbpu3Xg2oexpuWbMJBuub1pTqoOPOZjnKlIfB7WZbX49WfpwPt9TXI+ CzFgo2Q6mHVFB/6K3RJ+xRYDCtsPxC+s1oG4Ju+d5Pj/nR/4Xnv0sQ5ccvH2 QjdivHTJZfqVC0QPUXZrKs4rYCAKps92/0m8/mQZtvlEVbIP2WXJO7Y+VSf9 utbohaOFJumrD72uDXoywTnNJXp7l+Cw46RP06Vs6vqL0XnznwRcoa6/GPLl 2/rRanVQc2B/3R4+TvaE7kc9IaOekFFPyKgnZNQTMuoJGfWEjHpCRj0ho56Q UU/IqCdk1BMy6gkZ9YSMekJGPSGjnpBRT8ioJ2TUEzLqCRn1hIx6QkY9IaOe kFFPyKgnZNQTcu2YbVLFQ03AE/O1ztHE4cb8OgtnVT6oyz/R9XyAul7nAgUx H6e11PUla/1Xtj411/1nIXB/W6wZsB2HiXlZTSmndUCYh4/p5pUYrOhtsOD4 CMEcFYuG7iwcbjh0ZMf765L//n/qepgeZQ0Hp4VQ1/9suTls/vIrDicdi+LJ 9OKgfu3u979VMLh+gri1YjsOjjb/vd8vwODpe3uWqjYR4zWbXflfTTHYslwi hANxYHLmT1K3HQblf0Yn8y/jYFAhMrhjEQanJ0gWiLJwUB026trqg8FQbG+N USoOktp2WD3dhMHzZVKdZlE4WGY/ovVoNwbbnGPFpmzGAV60faw2BYOqPdLa titx8E1j+F31aQzO3b3PehYxfyuL2na/sgiDO9mybo4AB3s/Dl24UYXBK4Vx IYvMcLBoSUTS5UcY7Jotl7JUiANuxeDm/LcY1Hq9v8CLgYMP+FbXs98x6Bwq X+srhoPLiQNTTo1hMHZcfOea/40vf4VrpavgsDx7nHhQOwbsV/z6e1CAw+9W CdphTRhg1oS9SzDFoahJwWY7xMBr05/3Yu1w6LEm0S3qMgbOpYde2L0Ih0l/ FUP3EfO9UPH+xG0+OKw+kpSSmIqB6etDNoduwuGgifLFQ0SP8k9+uGzcjUPj u8m16Zsx8HRq8JQ1KThc6aXy4dRKDGSd7eX6nsZhWl+KeK4zBgKVNv/1LMLh gwMMfgHAwJQt3ztcq3D4R3jQ5ooZBiTfBt1b+AiHFqVM9xIhBhrnfjvv8BaH AYsOhd5kYODE5Y2JM7/jMKNLNfUO8f6v1vy6adoYDrEqq+iXDkyyF4G0BX/Z Njbp9WZ9Vev2aJHeflNLc4YqA8zSCQl9O6AL21++vmQexAaMwwcNumtFZE/k v//XEzLqCRn1hIx6QkY9IaOekFFPyKgnZNQTMuoJGfWEjHpCRj0ho56QUU/I qCdk1BMy6gkZ9YSMekJGPSGjnpBRT8ioJ2TUEzLqCRn1hIx6QkY9IaOekFFP yId31L0wO6kFJlefOLzGnHi+mCwPyzXaQOKWqUvAfLQ9EwOcuKH51qVEH5sG dmjcHLJTs9jD8O4RwVJ12aG1RD8On4Zkj6mI4GZj5d5mop/Ulh8qEwQiaDBD vcemGQcvbn3SuDdBBNvdeO1nbhPz2QvvBcuni2B6IP5C8SoO1h5+rd+/gHh/ oo2awnOIz3vkU9N4bxGUSzevfXMIB0NrGqfobBRBWGgF58YQ89klNXalO0Uw 4o5d6eVQYrw1Dc5dlCiCZi/tL2v646BJr2xRV4YI9nxbcD7alZhPM6+6RxaI YJbU0qzPs3GwciTfh1Uhgsu4y9NdJ+Hg/IczawrqRJBh5pd6UxcHvY8yN818 JYK1c9bv1yP2j1blR7a+/CiCUV7BUSkyOIg6m7x7828RtAqOiBgawEBtclyc rLwu7N23e7NvNzH+2haVcoqjC89n7ltb9xwDy/y2HZtkoAtXXk1aaVlLbC8W hJx+OEUXcmrTlmWWYqBnyoZzfnN1YVNbhrP0BQyYYf5Fw266cH9/jkPQcQxE KHqXHAzQhUA+Hzw/gAE4sLTKYIsuHOJfsQLbMSDXsbCmKlYXXp5YanZhPQac 6+c+cjuiC9c6VRmoehHjsWLw/OtZXShceV+4Yx4G2k9bv917XRe+CG/gdBLz EYN4i26tu7owNaGFscAEA5vDjL9ffaILHbJb5W4Q+8vSFaJBx/dEDyXvxARK RD+O2mPtfbpw6abltyKY1PWS/RNnd3Su0CD93y0DqPwxzNAS6EH90QMuD8jr x+nB3escvDy9NACo93q8ZIke2RO6H/WEjHpCRj0ho56QUU/IqCdk1BMy6gkZ 9YSMekJGPSGjnpBRT8ioJ2TUEzLqCRn1hIx6QkY9IaOekFFPyKgnZNQTMuoJ GfWEjHpCRj0ho56QUU/IqCdksifk//8PB5iqjrP5bacP859FHRxczAEFaXZT pJ7rQ/+o5BcdfQLQWFWqliKDHi8EvLzA5svjiNeXe97VKEQHpHu6FzxNItaH /VPZUzvR9cio61XPE4Uv9C/Qg7embT6bTfQ2806K1woVPbhzW7vDrA5ivLJP UFLJ14M2N5y/dhK93XcsUtWaQKyfPnhwXzUO5JTsgrbZ6sEbpuaTDa7hwKmp 8cHz+XowLDD71YMzOEg8vEJ38nI9aHGBuXtDGg4a3b5FpW0g3s8Pe/D/nf/D 4O563bddD17C+mouheNgSZuS1eJ4PRjosyrQOQAHaVknDxcd14NGmY8ZfW44 eOY3/rvSBaK/FzOLD88ltmf6N50CS/Vgnvo1j0lWOPD8ND+vrob4/C3B/z4z wEFm4Wtxw+d6EEs5nBOhiYM3mwO947qIz0u95FzuOGL7O3G09MMvPXhSLuxz xTAG/AYTWLOl9aHXnM4U788YyC3X2pzD0oecaNeJY63E9imyoF5MpA+f3br7 IushBoxmTNX3sdSHaSMTI2feJMY7UvXRN2fqw8VWuTqdhRgoqvF8o7VEHyqH q9+PPYWBvvhP1tt99eHDK7Hr9VMwMHHh9iMvNuvDA99+KT/YjYGtzHE/Jkfp w7nGAdfWE/vDspbj84+k6EOptc/cFX0xMHrM8Hz/KX1YfdZ+tHAxMT7zKpNc ckkfRnXcyFo0k5gP8h19Lt/Uh7Z8/Tk/LDBwp+NFuXKDPhzxPPbxEI4B6dy1 7I2v9WHpMdnkiSwMOKwdCq7/rA+3tGy1eCaFgXjj/Q2GI/pwr1X6NFtLefD2 x8vLZtcMic9jae/6w9T10FEvyKgXZNQLMuoFGfWCjHpBRr0go16QUS/IqBdk 1Asy6gUZ9YKMekFGvSCjXpBRL8ioF2TUCzLqBRn1gox6QUa9IKNekFEvyKgX ZNQLMuoFGfWCjHpBRr0go16QUS/Ir+2fltVP0QSHlqvjXH9DaGTZrz2zhn49 ejlw74RzVv0lI1g7bKVxm+jHSrqmZ7qKAUz9FTwhmuhn87jk5ki+AVzWmz9n 1mNiPKKytLxyvAEUfn6/XOoODtpZvDMj04j38wMv7B7RD4f7PsFmvgG83L40 Yd9ZHDgL8sO2eRnAiNbknLlHiPGQKNi7dL0BBM9qyuT24QAaWtkPbjOAcs1i zQ+2EOOpCWMTJh8wgE311j3xa3BgNvG+Rni6AUy/HzI2bxkxHrNOErt+zgCu vF3AVnLEQdZ01499NwygQWXn+EZrYjw3S+ux+X2izxvac1KMiO2Z47vyzU+J 9XXFbbmzFjEeXHjhTFEnsb4vpoQyFYnxksvmxG/9BtDhXG3841FiPLFsSvh4 SUPIyBHPOfwVA73ef70DVQ3hi0ybMtc3xHjE7559gY4hzDoW2qT+CAMr1yaa fjIzhGsPXex+VkWMZza6cAyBITRL+vD3GDH+bgrhiq9dZAiH4vhsj2xiPBTR 8TFvhSG8He0+nnsIA3aR5x9/2GgID0Smzm6NJrY30ZsqRJGGcEnEA6/MUAxc ipt81i/REHJDJUK9/THQlfgnMSfDEL7fODWevxQD2ofuhnfkG8KLa8Oy387B gOuxhBXCckMY5ldYmjUZA4mZS+b6PDCE01Z0PfLVx8DdbE2zUy8MobSHoBvj YGAkr53T1m0IG1yW/X0vhwHLi+fEeYPE8h05GBw8oEn2gvpARn0goz6QUR/I qA9k1Acy6gMZ9YGM+kBGfSCjPpBRH8ioD2TUBzLqAxn1gYz6QEZ9IKM+kFEf yKgPZNQHMuoDGfWBjPpARn0goz6QUR/IqA9k1Acy6gMZ9YGM+kCWqtzmEjWF C/7qzHpm10m8/+/qlLpXSv+73wQ2mL0yf0T0YvlIt9FMxQie8L3ud4roJeDU vExfvhFccyj5yEail+Mbg9cfGm8EJ95ZWzON6OXhtGNWd6YZQfGfM38rXMfB mMJNmZ/zjGCjSNu4lejFovVdi8jLCGYsHVyeT/SyOl/uzNL1xPrd15y8jegl fduE4H3bjOCkkgLosBUH9Q6udiX7jaBET2yfxloc/NXYrtRzzAg+4qwUdRO9 mHefbuWcM4KZjjZuN4he/G/cu+B4wwiu287aH2uDg2Oxn7duv2cEJxd8K3M1 xkGdK9O+oMUISr6u/YzzcPAHn8J6/Z7oUfGMdj/Ri1n/8neK/UbwpG3kouo/ xPilOvqyrYQxXB/kvufgNwwcPXh+VxDTGE45bX5t5VsMPFjZOP+00BhKNSl8 MCXm86OmP7lNpsawWayLPUbM503HND+K2RnDU+bQofEKBlY12pWYLzSGG1ad 2H4yBwNHTq6OXeVtDK0Ph10MPIyBmsAEl8OBxlDm7sI3U/di/19Zdx5P1brH cbzsK41UslZOxdMmDbt291BOyO5pOxocdlKGa0i2sQwNKA6RoUsRSlJEZbim UORkOHd7QoaGXUpKpExRSs6JIynd/c9zf/f1un++/1xrfV7ru/5Y67XwF4Mb S+uCeKRlZMXcWf5cvHrWs48jp3jk6jKO8IUrFzu++PrvZSk8csDqpW+eFRef yePGWuXxiGHUreyArbLnlYBttlHlPDKz/MyzrRu4+K+tPivKG3jk+YDnDHal 7H7InvtroJVHslW3GLxR5WK7NxV1qm94xNcEeZfN5OLTZa/OmozyyKocuTml f/zwf31Q0z6oaR/UtA9q2gc17YOa9kFN+6CmfVDTPqhpH9S0D2raBzXtg5r2 QU37oKZ9UNM+qGkf1LQPatoHNe2DmvZBTfugpn1Q0z6oaR/UtA9q2gc17YOa 9kFN+6CmfVDr9D3NkcuB/63cfVc9Uz0T7DSc521wGTw2mvjIOhUcN3FMxy8Z rDnV43xCIrhqmsX4tXjwztkb7ZtiwP3ztKr7osAh7FyuXCR4wZIvkWrHwQXc 3n79YLBwhdTEOgD8fE15oa8f2EcnY27CQbC8XqzvNS9wquBIa6MHWPvnvXp9 LuCm7SaXpjqBHXes+77EATy6W02s/w9wrO30O1aWYO7eP5f77gRXuHacijcD 7/Cs/1CwHfzm4HXzRmNw8JGU0t7NYOXgSGaqAJwX5hO4RB+Mo2w69HTBrbHC TVbaYO+zqzMO88GcC4x8/CpwStoUjwIt8N8z391t4IIbclvW9KqBHYokCVMW gUdKcz8tZsGnKs5a6SmDl1YHV1gqgW/VuS0+PAssumseGqcA7n2o353PAber zHHJ+e/7A7LzP+y6774vWOm+xOePo+CVOawfEww2Cj8YaHAc7ODQFLI3Enx0 AzfyRDT4jHLQyfxYcMHQk7iHCeA7TavPjZwDv8o6cVH1Ing8tDNdkAZWtvsp y/kqeI1uQl50NnjrvLdFhXlgp/ebbz4uBAc1pFSM3QAnZXySLP4NXHzMtG5z JbjJJrvJTQLu0ZmUxtSAvylat1yvB7Pvitue3gX/eGf6qy9S8C9XnHrVn4Bd gyrf/vwMHGql/HFfO/jij14jca/ApbPvjJf2gKX9S74/7wcP1Bz52+QgmJP+ cIbGMHhJ4AqlbSPgDbvDFnh/BlusfaF69uv/HE+GS6ugD+HHVbq7wtczhNdl 36LYjXCB4RbrbgOGbEKWjzs7EY6strQTChli4Wj2qKgdYYfNro4Z2xjilm4s DXmOsG6tn7PcDoYEvjS8L3qKsJJxpLvYkiGnF+veVXuM8EB9omeNHUOu2vEb h6QI396WeYArZsjNFK16yT2EU+6W+IZ7MKSxTa0urhFhX9Oao90+DGlfyNbs uYOwqbQ5SOjPkI/WSoRfg/Ay867QjCCGcJIVJJMShCebhyPkwhnCtH6vklYh /GzXlGhxNENWqnyuSC9H+PpTpdiaOIYY7h6+5VOG8Elr9QRuEkPMEwfKBCUI i9v458JTGeLy+HWpYjHCBnaCC91XGRIwr+1GZwHCC16aXRLmMiTGvLm4KBfh D3scrmQUMSQ9vqkwJBvh+tdeWXJlDCmR3i4QZSB8WRycK65iyJ05lXlqsn0I 6I25VnObIW2mJTlDsn3Y6ZZ6ndvIkPcx+dmSCwivGsi/GS5lyJR7GZlxSQhz 9leWd7cwRHlm6tU9ZxHuGGz6XdjOkOXbEy/zZXtR5t1GMroYoh8dkzYp24u4 jwN1cgMMETVEpEqjEXY/9LlRPMQQ8bTgi+knEMafFB7UjDDE39gv2SccYVV/ tpk7wZDoSK8kQSjCf/6l9TR8Kksu1bokKsr2416Ablu3AkuK5RzOdMr2I+uL 8UuhIktqN1vGF/kjfCzYsitjAUtaj5udDjmMsNWkS5/cIpa8qzaOER1AeO1x v7fipSz5Nml4Uk22J9PlIj/ULGfJPIFu1JBsT7oiEv/g8lmieYx/QuKKcKV8 5mj4OpZs+F0rIk6McGJUyXi3Pkt+mVAL2+OIsNeMmm/CzSxx1GdD+fYIG8c0 T83cypLDgUrHJm0QVpvTJc8RseSf5QpBUtm+jMUNz3DezZKLY98D0i0QfjR3 imKtLUsKdT8f8dmBcN5ZpfkaTiwh/sN+AlOEwxeoMxHuLGm5OXBYUbY3duf5 P/R4s6T/0+uDnbK9WbdQoGbkx5IJ7TafIiHCc1LMuJm/skTxcLNXyCaE3yxy 0OKEsYR7o2m/aCPC1Wleq5yjWLJ++LaHmh7CF9SD+bWnWbJ9baXb0HqED12N 0dY4xxJ7nxIXiWx/TDRSdSNSWHKwMF8ctxZhjex8/Z4rLIl4n7F3z2qEv2pV CoxyWJLMS93DX4nw09wmYWYhS/L3J9pPLkO4aFXbFs5NlkjyYmylsj2KujZg 4lzJkuaBCJt0dYT38j+LaglL+pYHW/ksRljvusIujQaWfHbz2y1QRXi+Nmsd 8YAls//lZaHIIDxYqmXX84Ql6n0u5p3zEa5br+to9IIlOpoOoiLZPqXdMnbO fM2SLc6WpiGzEfbXs3Tn9LPENsPMRDQDYVGVi6fzB5Z4dxlvU5uGsJah34Ha TywJQ4ItQ3IIf5dE+Gp8od/jcTG7feyYaDf8r47zADkr2IE/mptsI07g9hbf NYEe4AabtPnaB8ClHfVj7/zBl/cOd2QGg2N6VWvsI8BHPYxyVE6Bnd97xUoT wDsOnj8UlQw2GKm2wung5QFvDcazwMpf5y8tKQB/D904zbMEPMhxG9SoAD+L in/UUQ2unVVRllQPLo7vThE9AKcqzz6u0AKOSl7vSl6AfRc5mgR2gR0vR6/V HgD/olGyYHAI/FNO+3jmKFiDJ//K/itYqZhfp8KB6zWhbZMnnQHu/y0sLmou +Il+gS9mwdWSFpvxJeAC4aRhiSY4uX65hicPHGGyc7qmNviA9NcPHRvAdhZZ j5M2gbe2Prgl2gLWsR27pGAGVu9E4WQXeJbYxD3QFjzW52uq7QTu2Zf246A7 +OGHeibLB1x1aHjC3h+cM6rapRIMTgw0qpeGg0O/eRVEnQR7hp1PwAlga3ni P34ebHTyrW1JGnjtHGXsmQVedGbjMs0CsIKK28yXN8CfLsR/TCoHv1pc0SKq Bt+70l2hUA++pTn7MrkPzsxdHxn4BBy/2nGf9gtw0PVo0eBrsPu6Ep2sfrBF eftChyGwYKP8pMooeCXh90gnWPIfTlpA0w== "], { {RGBColor[ 0.45273988625944717`, 0.10979234211303403`, 0.5430216503815369], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1821, 198, 196, 746}, {776, 197, 199, 1864}, {1971, 201, 200, 1899}, {1899, 200, 198, 1821}, {1864, 199, 201, 1971}, {746, 196, 197, 776}}]]}, {RGBColor[ 0.4213896573742099, 0.11151555677449433`, 0.5698949230002914], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{747, 746, 776, 777}, {1972, 1971, 1899, 1900}, {777, 776, 1864, 1865}, {1865, 1864, 1971, 1972}, {1900, 1899, 1821, 1822}, {1822, 1821, 746, 747}}]]}, {RGBColor[ 0.396033427084842, 0.1129093018713468, 0.5916301674747257], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{748, 747, 777, 778}, {1973, 1972, 1900, 1901}, {1901, 1900, 1822, 1823}, {778, 777, 1865, 1866}, {1866, 1865, 1972, 1973}, {1823, 1822, 747, 748}}]]}, {RGBColor[ 0.37067719679547395`, 0.11430304696819929`, 0.61336541194916], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1902, 1901, 1823, 1824}, {1824, 1823, 748, 749}, { 1974, 1973, 1901, 1902}, {749, 748, 778, 779}, {779, 778, 1866, 1867}, {1867, 1866, 1973, 1974}}]]}, {RGBColor[ 0.3453209665061056, 0.1156967920650518, 0.6351006564235947], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1825, 1824, 749, 750}, {1903, 1902, 1824, 1825}, { 1868, 1867, 1974, 1975}, {1975, 1974, 1902, 1903}, {750, 749, 779, 780}, {780, 779, 1867, 1868}}]]}, {RGBColor[ 0.31996473621673727`, 0.11709053716190429`, 0.6568359008980295], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{751, 750, 780, 781}, {1904, 1903, 1825, 1826}, {1976, 1975, 1903, 1904}, {1826, 1825, 750, 751}, {781, 780, 1868, 1869}, {1869, 1868, 1975, 1976}}]]}, {RGBColor[ 0.30487017049746834`, 0.12864047801083886`, 0.6752090703078552], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1870, 1869, 1976, 1977}, {782, 781, 1869, 1870}, { 1977, 1976, 1904, 1905}, {1827, 1826, 751, 752}, {1905, 1904, 1826, 1827}, {752, 751, 781, 782}}]]}, {RGBColor[ 0.2953299584276584, 0.1456876851711837, 0.6917624419862995], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{753, 752, 782, 783}, {1906, 1905, 1827, 1828}, {1871, 1870, 1977, 1978}, {783, 782, 1870, 1871}, {1978, 1977, 1905, 1906}, {1828, 1827, 752, 753}}]]}, {RGBColor[ 0.2857897463578485, 0.1627348923315287, 0.7083158136647442], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{784, 783, 1871, 1872}, {1872, 1871, 1978, 1979}, { 1979, 1978, 1906, 1907}, {1907, 1906, 1828, 1829}, {1829, 1828, 753, 754}, {754, 753, 783, 784}}]]}, {RGBColor[ 0.27624953428803856`, 0.17978209949187351`, 0.7248691853431886], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{755, 754, 784, 785}, {785, 784, 1872, 1873}, {1980, 1979, 1907, 1908}, {1830, 1829, 754, 755}, {1873, 1872, 1979, 1980}, {1908, 1907, 1829, 1830}}]]}, {RGBColor[ 0.2667093222182286, 0.19682930665221854`, 0.7414225570216332], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1981, 1980, 1908, 1909}, {1831, 1830, 755, 756}, { 1909, 1908, 1830, 1831}, {1874, 1873, 1980, 1981}, {756, 755, 785, 786}, {786, 785, 1873, 1874}}]]}, {RGBColor[ 0.25716911014841876`, 0.21387651381256337`, 0.7579759287000776], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1832, 1831, 756, 757}, {1875, 1874, 1981, 1982}, { 1910, 1909, 1831, 1832}, {757, 756, 786, 787}, {1982, 1981, 1909, 1910}, {787, 786, 1874, 1875}}]]}, {RGBColor[ 0.25038650909014437`, 0.2323645783768568, 0.7715627778852803], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1876, 1875, 1982, 1983}, {1911, 1910, 1832, 1833}, { 758, 757, 787, 788}, {1833, 1832, 757, 758}, {1983, 1982, 1910, 1911}, {788, 787, 1875, 1876}}]]}, {RGBColor[ 0.24933527044663686`, 0.2538472915465859, 0.7789840672982008], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1877, 1876, 1983, 1984}, {1834, 1833, 758, 759}, { 789, 788, 1876, 1877}, {759, 758, 788, 789}, {1912, 1911, 1833, 1834}, {1984, 1983, 1911, 1912}}]]}, {RGBColor[ 0.24828403180312933`, 0.27533000471631497`, 0.7864053567111212], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{790, 789, 1877, 1878}, {1913, 1912, 1834, 1835}, { 1835, 1834, 759, 760}, {1985, 1984, 1912, 1913}, {760, 759, 789, 790}, {1878, 1877, 1984, 1985}}]]}, {RGBColor[ 0.24723279315962177`, 0.29681271788604424`, 0.7938266461240417], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1986, 1985, 1913, 1914}, {1914, 1913, 1835, 1836}, { 1879, 1878, 1985, 1986}, {791, 790, 1878, 1879}, {1836, 1835, 760, 761}, {761, 760, 790, 791}}]]}, {RGBColor[ 0.2461815545161143, 0.31829543105577324`, 0.8012479355369623], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1880, 1879, 1986, 1987}, {1987, 1986, 1914, 1915}, { 1837, 1836, 761, 762}, {1915, 1914, 1836, 1837}, {762, 761, 791, 792}, {792, 791, 1879, 1880}}]]}, {RGBColor[ 0.24513031587260672`, 0.33977814422550245`, 0.8086692249498828], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1916, 1915, 1837, 1838}, {763, 762, 792, 793}, {1988, 1987, 1915, 1916}, {1838, 1837, 762, 763}, {1881, 1880, 1987, 1988}, {793, 792, 1880, 1881}}]]}, {RGBColor[ 0.24408305952409678`, 0.3612594091112996, 0.816082118507888], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{764, 763, 793, 794}, {1882, 1881, 1988, 1989}, {1839, 1838, 763, 764}, {1917, 1916, 1838, 1839}, {794, 793, 1881, 1882}, {1989, 1988, 1916, 1917}}]]}, {RGBColor[ 0.2475685291661234, 0.3810922089226716, 0.8139386859247436], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1883, 1882, 1989, 1990}, {1990, 1989, 1917, 1918}, { 1918, 1917, 1839, 1840}, {765, 764, 794, 795}, {1840, 1839, 764, 765}, {795, 794, 1882, 1883}}]]}, {RGBColor[ 0.25105399880815005`, 0.4009250087340438, 0.8117952533415991], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1841, 1840, 765, 766}, {1991, 1990, 1918, 1919}, { 1919, 1918, 1840, 1841}, {766, 765, 795, 796}, {1884, 1883, 1990, 1991}, {796, 795, 1883, 1884}}]]}, {RGBColor[ 0.2545394684501766, 0.4207578085454158, 0.8096518207584547], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1842, 1841, 766, 767}, {1920, 1919, 1841, 1842}, { 1885, 1884, 1991, 1992}, {767, 766, 796, 797}, {1992, 1991, 1919, 1920}, {797, 796, 1884, 1885}}]]}, {RGBColor[ 0.2580249380922033, 0.44059060835678804`, 0.8075083881753101], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1993, 1992, 1920, 1921}, {1886, 1885, 1992, 1993}, { 798, 797, 1885, 1886}, {1921, 1920, 1842, 1843}, {768, 767, 797, 798}, {1843, 1842, 767, 768}}]]}, {RGBColor[0.2615104077342299, 0.46042340816816, 0.8053649555921657], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1922, 1921, 1843, 1844}, {1844, 1843, 768, 769}, { 1994, 1993, 1921, 1922}, {799, 798, 1886, 1887}, {1887, 1886, 1993, 1994}, {769, 768, 798, 799}}]]}, {RGBColor[ 0.26499587737625657`, 0.4802562079795322, 0.803221523009021], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1888, 1887, 1994, 1995}, {770, 769, 799, 800}, {800, 799, 1887, 1888}, {1923, 1922, 1844, 1845}, {1845, 1844, 769, 770}, {1995, 1994, 1922, 1923}}]]}, {RGBColor[ 0.27038181913105047`, 0.4972513048237639, 0.795800226222197], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{771, 770, 800, 801}, {1889, 1888, 1995, 1996}, {1846, 1845, 770, 771}, {1924, 1923, 1845, 1846}, {801, 800, 1888, 1889}, {1996, 1995, 1923, 1924}}]]}, {RGBColor[ 0.2766748612934556, 0.5128919584741811, 0.7858597907759254], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{802, 801, 1889, 1890}, {1997, 1996, 1924, 1925}, { 1925, 1924, 1846, 1847}, {772, 771, 801, 802}, {1890, 1889, 1996, 1997}, {1847, 1846, 771, 772}}]]}, {RGBColor[ 0.28296790345586076`, 0.5285326121245983, 0.7759193553296537], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1848, 1847, 772, 773}, {1998, 1997, 1925, 1926}, { 803, 802, 1890, 1891}, {773, 772, 802, 803}, {1891, 1890, 1997, 1998}, {1926, 1925, 1847, 1848}}]]}, {RGBColor[ 0.2892609456182658, 0.5441732657750155, 0.7659789198833821], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1999, 1998, 1926, 1927}, {1892, 1891, 1998, 1999}, { 1927, 1926, 1848, 1849}, {774, 773, 803, 804}, {804, 803, 1891, 1892}, {1849, 1848, 773, 774}}]]}, {RGBColor[ 0.295553987780671, 0.5598139194254327, 0.7560384844371104], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1893, 1892, 1999, 2000}, {805, 804, 1892, 1893}, { 1850, 1849, 774, 775}, {1928, 1927, 1849, 1850}, {775, 774, 804, 805}, {2000, 1999, 1927, 1928}}]]}, {RGBColor[ 0.30184702994307605`, 0.5754545730758498, 0.7460980489908388], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{617, 51, 502}, {729, 51, 617}, {528, 51, 648}, {502, 51, 528}}], PolygonBox[{{1929, 1928, 1850, 1851}, {806, 805, 1893, 1894}, { 2001, 2000, 1928, 1929}, {1894, 1893, 2000, 2001}}], PolygonBox[{{1851, 1850, 775, 51, 729}, {648, 51, 775, 805, 806}}]}]}, {RGBColor[ 0.3089640515151182, 0.5894919717478978, 0.7344213074342165], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{503, 502, 528, 529}, {618, 617, 502, 503}, {1895, 1894, 2001, 2002}, {529, 528, 648, 649}, {807, 806, 1894, 1895}, {730, 729, 617, 618}, {649, 648, 806, 807}, {1930, 1929, 1851, 1852}, {2002, 2001, 1929, 1930}, {1852, 1851, 729, 730}}]]}, {RGBColor[ 0.3175917036854573, 0.6005900663561909, 0.7195613344671623], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{650, 649, 807, 808}, {619, 618, 503, 504}, {1931, 1930, 1852, 1853}, {530, 529, 649, 650}, {2003, 2002, 1930, 1931}, {808, 807, 1895, 1896}, {1896, 1895, 2002, 2003}, {1853, 1852, 730, 731}, {731, 730, 618, 619}, {504, 503, 529, 530}}]]}, {RGBColor[ 0.3262193558557964, 0.6116881609644841, 0.704701361500108], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1854, 1853, 731, 732}, {531, 530, 650, 651}, {2004, 2003, 1931, 1932}, {1932, 1931, 1853, 1854}, {732, 731, 619, 620}, {620, 619, 504, 505}, {651, 650, 808, 809}, {505, 504, 530, 531}, {1897, 1896, 2003, 2004}, {809, 808, 1896, 1897}}]]}, {RGBColor[ 0.33484700802613554`, 0.6227862555727772, 0.6898413885330537], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{506, 505, 531, 532}, {1855, 1854, 732, 733}, {652, 651, 809, 810}, {532, 531, 651, 652}, {733, 732, 620, 621}, { 2005, 2004, 1932, 1933}, {1933, 1932, 1854, 1855}, {810, 809, 1897, 1898}, {621, 620, 505, 506}, {1898, 1897, 2004, 2005}}]]}, {RGBColor[ 0.34347466019647466`, 0.6338843501810703, 0.6749814155659994], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{844, 65, 918}, {833, 65, 844}, {1065, 65, 1028}, { 918, 65, 1065}}], PolygonBox[{{533, 532, 652, 653}, {2006, 2005, 1933, 1934}, {622, 621, 506, 507}, {1856, 1855, 733, 734}, {507, 506, 532, 533}, { 653, 652, 810, 811}, {734, 733, 621, 622}, {1934, 1933, 1855, 1856}}], PolygonBox[{{1028, 65, 1898, 2005, 2006}, {811, 810, 1898, 65, 833}}]}]}, {RGBColor[ 0.3521023123668137, 0.6449824447893633, 0.6601214425989453], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1857, 1856, 734, 735}, {834, 833, 844, 845}, {812, 811, 833, 834}, {919, 918, 1065, 1066}, {623, 622, 507, 508}, { 845, 844, 918, 919}, {534, 533, 653, 654}, {508, 507, 533, 534}, {735, 734, 622, 623}, {1935, 1934, 1856, 1857}, {654, 653, 811, 812}, {1066, 1065, 1028, 1029}, {1029, 1028, 2006, 2007}, { 2007, 2006, 1934, 1935}}]]}, {RGBColor[ 0.36079777350536085`, 0.6559701556884473, 0.645209255672654], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1030, 1029, 2007, 2008}, {2008, 2007, 1935, 1936}, { 835, 834, 845, 846}, {846, 845, 919, 920}, {535, 534, 654, 655}, {920, 919, 1066, 1067}, {1858, 1857, 735, 736}, {624, 623, 508, 509}, {736, 735, 623, 624}, {813, 812, 834, 835}, {1067, 1066, 1029, 1030}, {509, 508, 534, 535}, {1936, 1935, 1857, 1858}, {655, 654, 812, 813}}]]}, {RGBColor[ 0.3717658864402239, 0.663258300856808, 0.6285470915473483], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{536, 535, 655, 656}, {1031, 1030, 2008, 2009}, {2009, 2008, 1936, 1937}, {656, 655, 813, 814}, {625, 624, 509, 510}, { 510, 509, 535, 536}, {921, 920, 1067, 1068}, {847, 846, 920, 921}, {1859, 1858, 736, 737}, {814, 813, 835, 836}, {737, 736, 624, 625}, {836, 835, 846, 847}, {1937, 1936, 1858, 1859}, {1068, 1067, 1030, 1031}}]]}, {RGBColor[ 0.3827339993750869, 0.6705464460251687, 0.6118849274220426], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{837, 836, 847, 848}, {2010, 2009, 1937, 1938}, {738, 737, 625, 626}, {1032, 1031, 2009, 2010}, {1938, 1937, 1859, 1860}, {848, 847, 921, 922}, {1069, 1068, 1031, 1032}, {511, 510, 536, 537}, {815, 814, 836, 837}, {657, 656, 814, 815}, {537, 536, 656, 657}, {626, 625, 510, 511}, {922, 921, 1068, 1069}, { 1860, 1859, 737, 738}}]]}, {RGBColor[ 0.39370211230994995`, 0.6778345911935295, 0.5952227632967368], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{816, 815, 837, 838}, {838, 837, 848, 849}, {627, 626, 511, 512}, {849, 848, 922, 923}, {923, 922, 1069, 1070}, {538, 537, 657, 658}, {739, 738, 626, 627}, {1861, 1860, 738, 739}, { 512, 511, 537, 538}, {2011, 2010, 1938, 1939}, {1033, 1032, 2010, 2011}, {1939, 1938, 1860, 1861}, {1070, 1069, 1032, 1033}, {658, 657, 815, 816}}]]}, {RGBColor[ 0.404670225244813, 0.6851227363618901, 0.5785605991714313], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{2012, 2011, 1939, 1940}, {539, 538, 658, 659}, {659, 658, 816, 817}, {1940, 1939, 1861, 1862}, {628, 627, 512, 513}, { 740, 739, 627, 628}, {924, 923, 1070, 1071}, {850, 849, 923, 924}, {513, 512, 538, 539}, {1862, 1861, 739, 740}, {1071, 1070, 1033, 1034}, {839, 838, 849, 850}, {817, 816, 838, 839}, {1034, 1033, 2011, 2012}}]]}, {RGBColor[0.415638338179676, 0.692410881530251, 0.5618984350461256], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1941, 1940, 1862, 1863}, {1035, 1034, 2012, 2013}, { 1072, 1071, 1034, 1035}, {741, 740, 628, 629}, {2013, 2012, 1940, 1941}, {925, 924, 1071, 1072}, {540, 539, 659, 660}, {840, 839, 850, 851}, {660, 659, 817, 818}, {818, 817, 839, 840}, {629, 628, 513, 514}, {1863, 1862, 740, 741}, {851, 850, 924, 925}, {514, 513, 539, 540}}]]}, {RGBColor[ 0.42660645111453904`, 0.6996990266986116, 0.5452362709208199], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{741, 64, 1863}, {993, 64, 942}, {942, 64, 871}, { 871, 64, 715}}], PolygonBox[{{661, 660, 818, 819}, {841, 840, 851, 852}, {1073, 1072, 1035, 1036}, {515, 514, 540, 541}, {1036, 1035, 2013, 2014}, {541, 540, 660, 661}, {2014, 2013, 1941, 1942}, {852, 851, 925, 926}, {819, 818, 840, 841}, {926, 925, 1072, 1073}, { 630, 629, 514, 515}}], PolygonBox[{{715, 64, 741, 629, 630}, {1942, 1941, 1863, 64, 993}}]}]}, {RGBColor[ 0.43915904738082495`, 0.7049783908109738, 0.5292131174516541], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{927, 926, 1073, 1074}, {631, 630, 515, 516}, {2015, 2014, 1942, 1943}, {662, 661, 819, 820}, {1074, 1073, 1036, 1037}, {820, 819, 841, 842}, {853, 852, 926, 927}, {872, 871, 715, 716}, {542, 541, 661, 662}, {994, 993, 942, 943}, {1943, 1942, 993, 994}, {1037, 1036, 2014, 2015}, {716, 715, 630, 631}, {516, 515, 541, 542}, {943, 942, 871, 872}, {842, 841, 852, 853}}]]}, {RGBColor[ 0.4523746414889991, 0.7094172175200442, 0.5134573462121164], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{928, 927, 1074, 1075}, {663, 662, 820, 821}, {873, 872, 716, 717}, {2016, 2015, 1943, 1944}, {944, 943, 872, 873}, { 1075, 1074, 1037, 1038}, {995, 994, 943, 944}, {821, 820, 842, 843}, {1944, 1943, 994, 995}, {843, 842, 853, 854}, {854, 853, 927, 928}, {632, 631, 516, 517}, {1038, 1037, 2015, 2016}, {517, 516, 542, 543}, {717, 716, 631, 632}, {543, 542, 662, 663}}]]}, {RGBColor[ 0.4655902355971732, 0.7138560442291145, 0.4977015749725786], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{571, 52, 669}, {904, 66, 978}, {821, 52, 663}, {843, 52, 821}, {901, 66, 904}, {563, 52, 571}, {978, 66, 1104}, { 1104, 66, 1083}}], PolygonBox[{{1945, 1944, 995, 996}, {874, 873, 717, 718}, {718, 717, 632, 633}, {2017, 2016, 1944, 1945}, {1076, 1075, 1038, 1039}, {633, 632, 517, 518}, {1039, 1038, 2016, 2017}, {996, 995, 944, 945}, {518, 517, 543, 544}, {945, 944, 873, 874}}], PolygonBox[{{855, 854, 928, 66, 901}, {669, 52, 843, 854, 855}, { 544, 543, 663, 52, 563}, {1083, 66, 928, 1075, 1076}}]}]}, {RGBColor[ 0.47880582970534746`, 0.7182948709381849, 0.4819458037330409], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwt0L0NglAUhuETNN5SCweAGcAKhlAbrC0x0Vp7jYygie4gg2CiE2B0D98v nOIhN/eeX5L1brmNzGyKISZ8xuiC2QcLznPkKHAn+IZyYLbCjLvMc5R74G2P EQIK5J6j3AQxUmQu9RjF/qj5xQMNTjjijBobVGiJfUb9nd5eeDudNbNmv7LD JfQ1VTv4bLHPoh1K76Fehe+qnbRb47NU3ls9W99Ru+ofdd5Dvf59MibN "]]]}, {RGBColor[ 0.4920214238135216, 0.7227336976472554, 0.4661900324935031], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwtkDEOglAQRDdggqUmXgDPIFZwCKi0tdVoL71EjoCJ3EEPgomeAIPn8E3Y 4jXzZ2d2f7w7FcfAzBYwgUNotocO8QW3yKyBAe0Hc0wz6NG+8ER7+IxmM2ZS uEMLW7QNXKCCNbOJZyir8rcr1OGY2XunutU5eIe6EjJX3qGuD9obcrIKyCD1 DnVN8UQQwzIYPbl75C3Rzu6Rt/ZdlKns1m/RDbpFf9L5TOmZse+k3f7j7icd "]]]}, {RGBColor[ 0.5052370179216958, 0.7271725243563257, 0.45043426125396535`], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{903, 53, 857}, {857, 53, 671}, {613, 53, 698}, {609, 53, 613}}], PolygonBox[{{636, 635, 520, 521}, {1079, 1078, 1041, 1042}, { 1042, 1041, 2019, 2020}, {566, 565, 573, 574}, {1086, 1085, 1078, 1079}, {521, 520, 546, 547}, {907, 906, 980, 981}, {721, 720, 635, 636}, {1107, 1106, 1085, 1086}, {547, 546, 565, 566}, {948, 947, 876, 877}, {877, 876, 720, 721}, {1948, 1947, 998, 999}, {999, 998, 947, 948}, {981, 980, 1106, 1107}, {2020, 2019, 1947, 1948}}], PolygonBox[{{698, 53, 903, 906, 907}, {574, 573, 671, 53, 609}}]}]}, {RGBColor[ 0.5190948446188783, 0.7307513655373993, 0.4357356220881826], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{915, 67, 916}, {916, 67, 984}, {984, 67, 1138}, { 1138, 67, 1111}}], PolygonBox[{{575, 574, 609, 610}, {1108, 1107, 1086, 1087}, { 1949, 1948, 999, 1000}, {522, 521, 547, 548}, {1080, 1079, 1042, 1043}, {614, 613, 698, 699}, {722, 721, 636, 637}, {1087, 1086, 1079, 1080}, {637, 636, 521, 522}, {2021, 2020, 1948, 1949}, { 1043, 1042, 2020, 2021}, {949, 948, 877, 878}, {699, 698, 907, 908}, {548, 547, 566, 567}, {1000, 999, 948, 949}, {878, 877, 721, 722}, {610, 609, 613, 614}, {567, 566, 574, 575}}], PolygonBox[{{1111, 67, 981, 1107, 1108}, {908, 907, 981, 67, 915}}]}]}, {RGBColor[ 0.5339959310106186, 0.7329332233597694, 0.42275421637216165`], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{941, 68, 989}, {701, 68, 941}, {915, 54, 908}, {989, 68, 982}, {908, 54, 699}, {665, 54, 667}, {982, 68, 1141}, { 667, 54, 702}}], PolygonBox[{{2022, 2021, 1949, 1950}, {1088, 1087, 1080, 1081}, { 1139, 1138, 1111, 1112}, {1044, 1043, 2021, 2022}, {1109, 1108, 1087, 1088}, {1112, 1111, 1108, 1109}, {950, 949, 878, 879}, { 611, 610, 614, 615}, {568, 567, 575, 576}, {1001, 1000, 949, 950}, {879, 878, 722, 723}, {723, 722, 637, 638}, {1950, 1949, 1000, 1001}, {576, 575, 610, 611}, {1081, 1080, 1043, 1044}, { 523, 522, 548, 549}, {638, 637, 522, 523}, {549, 548, 567, 568}}], PolygonBox[{{615, 614, 699, 54, 665}, {702, 54, 915, 916, 917}, {917, 916, 984, 68, 701}, {1141, 68, 984, 1138, 1139}}]}]}, {RGBColor[ 0.5488970174023589, 0.7351150811821396, 0.4097728106561407], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{917, 55, 702}, {480, 55, 681}, {1162, 69, 1150}, { 701, 55, 917}}], PolygonBox[CompressedData[" 1:eJwtkLuOgVEUhU+Q/AUlhVLBK7hUFPMCEn9okVAhcSl5DjOTmVqhpeEpCJWW 8BS+Fav4Tk7O3muvvU6hO26OEiGEPKRgxjGFNnTgm+IafuAXNlCmrwIH7jV6 qpCFHEySIYzhRO0Me+47v6nW8ewWxNZIe49CeEADTR160PcMzVrCCq7MuMAc zULevFWskfZF7WlPeatn7kzK9o/HX/TpUe8QzcAZlbVBT92ZlG1l7zRkjO5F KME2+fkL/cnRb0XvpN2U6W5PefedTZ7yvqH/8n9qVuy/0Q7a5Q2W5DAB "]], PolygonBox[{{1150, 69, 989, 982, 983}, {668, 667, 702, 55, 480}}]}]}, {RGBColor[ 0.5637981037940989, 0.7372969390045099, 0.3967914049401198], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{666, 40, 616}, {42, 28, 41}, {983, 82, 1150}, {1110, 80, 1113}, {464, 40, 465}, {1140, 81, 1142}, {480, 41, 668}, { 1082, 79, 1089}, {441, 39, 444}, {372, 28, 14}, {612, 39, 577}, {700, 42, 681}, {466, 39, 441}}], PolygonBox[CompressedData[" 1:eJwtjz8OAXEQhX/7J9FQrkqjsbiB7ZwAK5FoRaGyJBslakcQCa0TUDgECdHq CJfwTWaKL/t25mXe+1VHWTr1nXMRhDDhp843hjF6Hjg3gzv6ARdPd+K5om+e 6gZk6AVHeugUnoHOZFeBHN1m30F3YYA+4zlZhmStyVhBEUpQxhPBu+DcB2Jm NWhBYp6izWLreLcbcmsYapZ0ytE/Mr6WKdlHPE3r/6Lfzlctb9r62jWxDtLl QId9QW/IrWWob+3DJtSOb/OI9w8Qfye5 "]], PolygonBox[{{570, 569, 577, 39, 466}}]}]}, {RGBColor[ 0.5786991901858392, 0.7394787968268799, 0.3838099992240988], EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData[" 1:eJxNkr1OAlEQhS/obqedDVY28g4mvoI/2NgIaGEjsjGxwcWav8oCWBMaA0gt aoyJCaithVpaGB/FM7lfscXJuXtn5szMubt2FBWqWefcnrAgJEJfGAvPgXM1 8ZW4Ki4Lp8KFUHE+VuN8YrGMcznxvrgtrgst2OpjYVlYElaForAjHAgNdE2v yblB3PJ2mbHAHAXuSnyXmC0b+rrfwM91wf0h9WXumsxzKUTMWCHXtCqB32lT vBL4Gf8WnfvQbus6D8Q9dLrCJ7u/iM8zfr8o4/VNuw1a+DtA5ybjNXrEEvL6 7F1izy69bLcOc7fxvYiHTTRietsMX7B5nmPHYqquQo9l3sRmj3ivOojRreJP jIcx3x1mSVJvY5oPwr3wKrwLj8Ib96+cn+TptvhYPBXPqblGN+HtyvSfU2s5 t7DpbWS9n3nxED/Nswlat3DC2fyyf8t6b4U+Nx/6uhH+j9AZ0mNCrd2PybF5 bO4ZuX28emNfq7ujZkjuKHU3Rasb+viZ+Cf08afQx+/J+eafsV1n1N7RZ0Kv CL+qzDpOeZXw/Q+XvH/B "]], PolygonBox[CompressedData[" 1:eJwtkLEOAVEQRWfX7lMRiSChUvkKv0Ci0mgUGkLodFRqhd7GF6jWVn6BgkIh SsInKJwxW5zkZt7MnTuv3p90xr6IFCGAT0bkDQdIoEKxDM+syAu+TuRI3x5u 6CXDC8hBHtahyJy3IYzQd1iJ1RJ01xOponNQ8MxTvbcQwRWPS+qp3lN27Ojd QAvdDM27ByV0w9mb7vCdZdbsU5jBgOxtsRv0lkdgs1qL0Wcy1MQyndCxs9v+ O515qJdm0mxRmlX/SP/qBzmQKwI= "]], PolygonBox[{{417, 38, 466, 441, 442}, {526, 525, 551, 38, 460}, { 442, 441, 444, 26, 365}}]}]}, {RGBColor[ 0.5936002765775794, 0.7416606546492501, 0.37082859350807784`], EdgeForm[None], GraphicsGroupBox[{PolygonBox[{{272, 12, 344}, {343, 12, 270}}], PolygonBox[CompressedData[" 1:eJwt0T1OAlEUhuHDjDN2WglWJla6CViCJC7BAht+4rAC3AEkUkkhm5hh2IK0 kEgCWEJwB5LwfrmneKa4957fuX/pPXcjM7vDBX757JCjQBmbzZChj0ZiVscN qrgm+ArfFbMFRpwN0UYnCWe6+8QEj6nZAyLEaXjT9pzKvSLXEgO8RyFGsV+Y Yk3MD3IUaXgz8B7Uy/SStzjS618caqjWhtxbvDJTCzXc4sTdv+dU7jE+8IYs DTVVu8QcTc6efAbNUviulFO5VUO1ZiiT0MPRd6hdln6nHWlXfd+tZtbsVd+t /oH+Rea9qGbTZ869R/U699466FbCTJptzw4Obu870W7OQjJGGw== "]], PolygonBox[{{366, 365, 344, 12, 343}}]}]}, {RGBColor[ 0.6085298154858451, 0.7437078300075725, 0.35805178782605074`], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{351, 25, 320}, {391, 37, 399}, {343, 25, 366}, {461, 37, 527}, {682, 50, 590}, {366, 25, 443}, {642, 50, 727}, {445, 37, 391}, {443, 25, 418}, {590, 50, 486}}], PolygonBox[CompressedData[" 1:eJwt0EFOwnAQxeGpLXXpTnDpwgS2HECPIOEIbnBjSSwn4Aglkb1eopZwEpoU XLDA6A00/F5mFl/SNJN5b/63T/NpcWFmA2R46Jnd4xp9fPHzgBqfuMEAp0uz b6xzsze8osx9RrMzPGc+o9l3fCBjJkXH7j1+U7MfNNiknqlsZSp7w3eDCque z2i2xAJXlL+j9xhLvlt271CrS+6ZylaGsgp2vMSNunXEzDA6qdsx8V3auU38 hlncrNvLuPURk9w7VbGziJu66Kzuk5hVhrL+8Rcd2+hYxxvqLc8HIja3 "]], PolygonBox[{{414, 413, 418, 25, 351}, {884, 883, 727, 50, 682}, { 399, 37, 461, 413, 414}, {320, 25, 343, 270, 271}}]}]}, {RGBColor[ 0.6239294812161802, 0.7435296191244145, 0.34865563087119805`], EdgeForm[None], GraphicsGroupBox[{PolygonBox[{{271, 11, 320}, {318, 11, 259}}], PolygonBox[CompressedData[" 1:eJwt0btNA0EUheELnrVL4BEgEeImTAWAaQDkCCd2gKnBZCBhCSIIcAQV7K6h EpB4SCYAmQ6A/zAn+KTVzOy9585s9ob7g+WI2EDC6VLEGGc4xyMevKa9bjNi D1toY1ZE1LjApMhr2ksosE7RNXy2Ir5M37eYtnIP9brGDe4Jc4cd7OK7EbFA jRmeqfmEEhVW6bmCN3q8p1xDtQ5wiA/MPYNmOaHGqJF7qNcvNX5cU7Wnzqae 6j3xbAMMccWZSxxj1Mxr2utg2zrOpGzKpGwlqpRn0mxzZ3vlzIvvUHdZ+O60 pr3K/x6hn/Id1J7hfxZn0Zt0fSelMypr3//qDfQWf34yR0s= "]], PolygonBox[{{352, 351, 320, 11, 318}}]}]}, {RGBColor[ 0.6393291469465153, 0.7433514082412568, 0.33925947391634526`], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwt0T1OAlEUxfE7DuAW/Giw1T0orkBhBUInhVCAa3A6TCSRSgutYAXAwEo0 UUywwOAO9H8yp/hNJvcl99173lGr07jZiYgqSjjkc4DNbsQPTioRxyijgldq L9imEb9pUdPZRzniE8skYoE7ZBhSe0AHXexjDyvu+MItPfoYM8QEM3pN8YgR mvS4winO8Iwn15qu6SxFKSl6qNcFLk3/a86+k2JGzTpHjnfuePOduruPHupo WN0ZKIucWeeeWbOr59o7a/eud63hHG12vHamynaGqWttZ7ByTWfKdOs7dFfu WZXh0D1rzlBZjpxVz7MHb/PnnbSb3nDjN9PbZX6bAe5t4EyV7T8F4kiQ "]]]}, {RGBColor[ 0.6547288126768505, 0.7431731973580991, 0.3298633169614925], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{345, 24, 301}, {353, 24, 416}, {319, 24, 353}, {416, 24, 401}}], PolygonBox[CompressedData[" 1:eJwtkD1uwkAUhJ8J2GcIpKEOl4ATEHKDlCAlUMQ5A/QgmR4q5wRgJycBiR8p FEZwg3yjfcUnrXZ33sy89tvH4L1mZi2oQ69h1oVHaMIlMvuDH/iFdWK2gtuD 2R1eY7MBPEMHIt4Mdpz3kMKn/9FfaaQtoIQnTFtQobnClj8byGAZh7vKPeU9 IdPYMyrrFu0GhjCqB8+dz9CsLzxSyCn5DS/Qr4VOF++kblOYRSFT4RppE2bE cMDrCGc8Tu4pb93prYCyETIMvZO6NX2X0ki74Dz3DuqiTLlnUraO71Keie8g 8x1ql6V7aYZm/QOKuT+Q "]], PolygonBox[{{394, 393, 401, 24, 345}, {301, 24, 319, 260, 261}}]}]}, {RGBColor[ 0.6701284784071856, 0.7429949864749412, 0.3204671600066398], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwt0T9OwnAYxvG3xbacQcTEnXIIOIHFRUdWDUYH9AywQ4K7THCCQuUkkggm OGDkBH6f/N7h03To++/pVf+xGMRmdokzfPPYo8QKd5HZLXK0sUvMvrBG5fQ+ wRQvqdkQPdykoUa1CVK81vgGC4Yu8ZuZHfGOeRZqVNtCji0+UWKFE7V/WKPC mJ4j31G7NtjhPAk36JYH3OMCTcTMiLLQc+s91XuGtzTcXHqNanPfJUMdz/R+ Qgdd/DDzgA9sojBDs3STbtONuvUaRRxmzDwjZTX17NRTvSu/TRkpq4331o26 te676B/oXxTeWztol67vpgyUxdyzVWbK7h/snENH "]]]}, {RGBColor[ 0.6855281441375207, 0.7428167755917835, 0.31107100305178703`], EdgeForm[None], GraphicsGroupBox[{PolygonBox[{{262, 10, 302}, {298, 10, 252}}], PolygonBox[CompressedData[" 1:eJwt0E1OwlAUxfErlVbXoJi4ANwEroDqRGeMqSYwaLsGmdtE5nakK4C2rkQS hQQHGt2A/5N3B7/wkfveOe+eT+7Hdz0zO8WhPvtmJ9jyY+f0fYU1NrHZO1ZY o2L2ETPMccF/Qxzh2Gc0+4Qlvg7M9ujwhk/OfKBB2w8ZypoiwxkG+E7MfrDg zANucItLzoy8s7pHzPSS0FFd/yKzXzRoo9BJ3ZSp7MyzBp7Vehe9qfI3zTxD WeqgLs+o8cryXjBGimvuvvIdaBe1z6qDuix9FzmKOOyg8zfpba13LVBGYSb3 O3V36lnaoXZZ+qw6qMs/PYBCOQ== "]], PolygonBox[{{347, 346, 302, 10, 298}}]}]}, {RGBColor[ 0.7009278098678557, 0.7426385647086257, 0.3016748460969344], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwt0T1OAlEUxfE7zshE16AQW0lwE7gBvxqp7B0LKYQ1aC8J9lLhCkBwJZoI JFposNTE/8k7xS+Z3Pdxz32zd3F1VG1ERB0FtmsRW3jfjFigx/cNTnFWSzWt PWOGXexgyeFVkfZobwsHOOHyY3xkEZ9ZOqOz9xjgjT2vmGCKWc46eujnqaa1 IR7wXUZ84RGjMtWGzqisFRkuUUcDHXqeYx/NLGVqeUbN2vBe3am7++49JvMT Cmp5mTIqq2bQLHO8oMsM12jjEHfUbt2z4z1z17Q2cvY1PX7y1GPsN9JbNZ31 l3/xhynZJp6p8hsvXdPawG+pDF1naPuf6N+ox9pvqrf9B1jERgs= "]]]}, {RGBColor[ 0.715414459386465, 0.7401064042069678, 0.29472271158898583`], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwt0TFOAkEYxfFvdWETPYOgNSZ4CTyAUWig4QBsA4VwBugxgV4rPQHLykkk QUiwgGAJ4f8yX/HbkBky7803d+30qXNhZiXE2PBZY4YM/5dmB8yRO/3uY4BW ZNZEBffoF81eUUejGNa0d+TsE74I+8QzXvDAf6q4wjVuySxjl5jtk7CmvVXB 7BePqOEGJfTQ9TXt/ZG1xTcWUeiorspU9pKzfjBD5h3r3kFdPsh8T8KddfeF nzXEKAqd1V0Zysr8rAmmeKPD2DupW465r2kv89l2kMbhjjvPVHbqe5qBZlFg LU5CZ3UfeRfNXLPXTFaekftMNBu9od5y6t30JnqbM2O0RoM= "]]]}, {RGBColor[ 0.7295687046059298, 0.7367172348558402, 0.28866037899049124`], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{331, 23, 287}, {1177, 78, 1114}, {300, 23, 349}, { 2034, 78, 1056}, {1194, 78, 1177}, {1056, 78, 1135}, {382, 23, 331}, {349, 23, 398}}], PolygonBox[CompressedData[" 1:eJwt0DsSwVAUxvFDRApqJWMHbEJ6Mx61BVBJkViJzEhPFStIPFbCjMcMXdT+ Z+4pfs29851Xf7EaL+si0kEDT1/kgRPOmPI5wacm8kXWFNkhRoI7bihQ4uyR RYKN5zKaveBac2/6l1PziJQeW6wRoRmI+IGrqbXnmGGAIQ787VFR42cq66m9 3yzxQoGy4TKabaFtM8dWU2tH1nuE0Hc7FLZjZhnN6k30NjpzbjfR24SW7aJn NzvZTqm96Z/OpLP9AYJ+Ncs= "]], PolygonBox[{{1217, 1216, 1135, 78, 1194}, {287, 23, 300, 254, 255}, {1114, 78, 2034, 1962, 1963}, {453, 452, 398, 23, 382}}]}]}, {RGBColor[ 0.7437229498253948, 0.7333280655047124, 0.2825980463919967], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwtkTFSAlEQRAeB3QSvIHgEvYRWQWQgKhkH0EwCFzmHQJXGQoQnYEVOglWg VZppqK/rd/Bqd//vmentOezfnF3vRcQB1OAyi7iAIziG03rECTShBS+IF3AO XXhC8wh3UGRJI+0HzT4hzyMy2HD3DjPOnuEBxtZIu4QSVtS+wgSmsKryDQUM YcDZrT3JW9devioR35XkWd4bsG/0vkW7qyeNtG+whl96/niGZo3t7Qp6tVSz tSd5G1FzD23oQEnvpTNQFlN7l0d51T9vrJG2RU0T/sg6eM7JZpYnD/LS82yd 6W5tr5o58sy2e6jX0NloJ9pN6SyVsbIuvBvtVLv9BxhkRgQ= "]]]}, {RGBColor[ 0.7578771950448596, 0.7299388961535846, 0.27653571379350217`], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwt0D1OAlEUhuEzOteh0SUYZguyCUmgsRHRigVoKQWg60BJoHaocAUzg6xE EpREOy15v9xTPM2dM+fnywcPV/dHZnaOFMvMrMDfsdk/eny8xk9i9ouCojdM 8YLWidkFTnGGLT5RosIwmD3iEu0Qe6p3jTUmGGPFjHfkzGjCkGBMjxFu0EeX t47XqLbBrlkWZ2r2M29PXqPaO3a8TeNNuq3tuzSRh7hD7TtoF92oWz+wSeJN um1H7VeIO648E2Wzp/c3SlRp7KneetO3yrOYY4E132q8YhbiP6VnWnimU99Z u/f9dmXc8h5zz0TZzLyXMlbWG99dGSgL7bzzmZp9AKicRX0= "]]]}, {RGBColor[ 0.7720314402643246, 0.726549726802457, 0.2704733811950076], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{455, 36, 496}, {429, 36, 376}, {473, 36, 429}, {282, 9, 240}, {257, 9, 289}, {384, 36, 455}}], PolygonBox[CompressedData[" 1:eJwt0DkSAVEUheFbhkZCKtVbaJsgFBkTCyDVgbYQQxUxIlaAXgpVhpzMf6pv 8CVvuO+c1xhPO5OcmdVRQBKYzdHHACMWhziUzI54sHbHBVdh74K9zmBTNFtj hhgvPHFDijZaaCAsZjM0a4sdVsxY+pt6e+d7yqRsTUSoohZkmZTtmzf74UyZ E7ro4cOMt2dU1tDf1pr2Uu7ckGCBCrPKpayjumrm18/o7MG7KqOyxt615d1S 76o/0F8sfLYyKVvNsz/9bwb+15F3+wOXITqD "]], PolygonBox[{{334, 333, 289, 9, 282}, {601, 600, 496, 36, 473}, { 376, 36, 384, 333, 334}}]}]}, {RGBColor[ 0.7861856854837894, 0.7231605574513292, 0.26441104859651304`], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwt0U1OwlAUhuFTwRKdwFgSE+0WZBOaSOJMUQcsQKaUgWUhVBMdU0a6glLW IBvQBDQwxBHvl3sGT9K0vefnu2f9wc3TgZmdoo7XQ7MXpBjhJzb7Rok5Hvnp AUXDbOb0vKuZ/WOBChnGuKLGJc6R4I5mt/iKzJb45PnD3+nbmn9WqLDAPT17 uEAnDmd0dooiCj3USzVU64/ZflFijnfOvOEZGQreTTFBXg89Kt9Zu3epeY0T tKPQU72baMWhp3oPkUYhk9J7qJcy2HkGyiLx3TWTZht5tspE2RyT3VEjZKys U6+tGbo+g2bZcDdbCzuVvoN2yXw3ZaSsct9Nd6S7avnsylTZ7gHudEc3 "]]]}, {RGBColor[ 0.7990105740421682, 0.7178982037141258, 0.25925917133632215`], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwt0TFOAmEQhuEB5SfBRmuNiYErwCUwkVgCYsIBpAYK1oOAJlIvVngCdjkD XEAT0EiJje+Xf4qn2Z3Zmfn2pj+4fyqa2TVO8Voye8EIYzSCWR3nuECH4jY2 BbMtHmnqYVE2ey/HZ3qXYlGIPerd8a09/k7MjsixxhU1l/hl9gE1aqr45ps/ GPFuiDu08ExPgiU7fBTjjNRrVLumN/cbdEvLezVDs87YsYJPdvoKcYZmrZDp DqSYYoaEmgm6eAgxE2XTxG0p3pD7Ttpt5r3KRNlox6VnpuyUkbJSBspCO2iX FbIQM9r5Dbol83dvmIc4s+kZKavMd09997nXaufEd+76P9S//Acu10ev "]]]}, {RGBColor[ 0.8099155936829942, 0.7099305801385521, 0.25542218191323096`], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwtkT9OAnEQhcdFtJBGajAxkSvgJTBRWxAIB9AeLMCDqCRSs1Z4ggXOoBfA RCFaQsH3sq/4Npv58+bN/M57D7f3SUScwSFs+KwhgzlUDyIq8EfuH8pHEafw U4z4hdJxxAmsiH3DF7WfMIUUJsTeYAgjaDGsmeQ1qr0kVremtJ8K1MGMmo8k n6FZC1gKcgvXqPYGjWt7lNcB9B1Tro3mnWdo1hwye5rY88ox5a6Y0YALqEHK DabwDC9G/x3owju7p7DFy66Q3yxzj3oV29qzvC+9yyuMi7mGtKQhLe088410 q0dqBvYkb6lv2/euNXvVm+ntxtZWj3pHvr1uoFvsAUFFSCc= "]]]}, {RGBColor[ 0.8208206133238198, 0.7019629565629785, 0.2515851924901398], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwt0T1OAmEQxvFBYLeRRms2sYAr4CUgkVo+9AByAKAADsJHgjVrBSdY4Axw AUhEoyUm/p+8U/waeHbmnZmH117z7cbMEhRwjsxOyLDFIGfWxxOa2BBe4xkt 7ItmO8yxQBUVfFHsG+/UWGKEMY7UOGCFFDMyU3TxUgg9M/9G36qGamX6D/s8 /TDGBEN6DVBHoxhqqFYam33E4U1zzyh7wae/WW+/p8ddFH67eI26z6BZVEO1 rvT6Q4dsGzU8RmEn2k0ZSS7MOPJMxzM176FeiWd/2PUvUt668h1oF+px9Rk1 69ZnV0bZic+uG+gWqe9SN9KtSrz1Ng431C1bfivtXLv/BzjTSJ8= "]]]}, {RGBColor[ 0.8317256329646456, 0.6939953329874048, 0.2477482030670486], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{1021, 77, 1970}, {321, 22, 277}, {929, 63, 858}, { 286, 22, 338}, {359, 22, 321}, {858, 63, 481}, {1970, 77, 1121}, {703, 63, 929}, {1169, 77, 1151}, {1151, 77, 1097}, {338, 22, 380}, {697, 63, 899}}], PolygonBox[CompressedData[" 1:eJwtz80NgkAQhuHB4HrSCzTgRVuQJjDxrhIL0ArkoI2IJniGKgBr0AY08acC 38nO4dmQ2WF2vvFmt9j2RCRCiJqjwgkFpn2RCb58/zAaiAzxdCIv5NztkWKO D97ocMORngPWyHChdrZ/cuvprKZ3+oa+1aAN/czUdtBdMps1Q2I76C4NWqwI s8Q9EHkEvqZ3Ja7Oz2wso2bVHu2tUCOmJ3I+g2ZJ7C2txTajtEya7Q/UOC84 "]], PolygonBox[{{1097, 77, 1021, 970, 971}, {434, 433, 380, 22, 359}, {277, 22, 286, 244, 245}, {1185, 1184, 1121, 77, 1169}, { 481, 63, 697, 605, 606}, {971, 970, 899, 63, 703}}]}]}, {RGBColor[ 0.8426306526054714, 0.6860277094118311, 0.2439112136439574], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwtkT1OQkEUha/6eHTaiDVWsgXstNNGYokJio1UugMx0Q3gDgATqWEB2vJk DRitJUGM1n4nc4ovmZn7d+6Z3cub0+v1iKhCBudcWjBfi3iHrXLEJnzlEQuY bUS8wQs5rzArcYchPEGFnG1Ycv6GCU3H0IcBnFHbhA96f0KXnFs4gQYc8nYA FdgxOv+i7S/SjKFrVNshduUa1Q7o3fcMzTpm5lGWNEu7NC2tWdrviHWdo9wf WMEUCmuW9h48ZskDeTGFIk87aBd5Ju8Kx55hlCeP5JU0SdvIsXt4MDpfQDtP M3rWJG1tx+qwb+r2WF7X2GGvlDRL+wQtY3vS8R/O/aZY4d30J/qbhr1XD/X6 BxWkS2E= "]]]}, {RGBColor[ 0.8535356722462972, 0.6780600858362574, 0.24007422422086622`], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{246, 8, 278}, {263, 8, 231}, {607, 49, 482}, {479, 49, 607}, {672, 49, 578}, {578, 49, 368}}], PolygonBox[CompressedData[" 1:eJwt0DFSwkAUxvGHSbCURgo6O7kCdNpBg7bQmEobOAI4gxcwN0hkJtTxANqS cBSYQTkA/2/2Fb/Mzubtvm/fXbp4nl+ZWQ8xCj45PpHho222xgtSbBKzLyyx wjs1K4wwdlo3kdkeT9RMcI8+OtdmNzhw19FpvUONM2f/sUMdhzM6qz39q722 xLYdMiy9h3r98pgf5PQuPIOyaE//Mn+bMiv7d8uswivenNYPeGyFDMpSqRZd et7iRK+/JMxEsxlg6AZe0/WMpc9Qs1QmZZtiFoU7K5+5Zq87dXeDvWt85pr9 BduKPk0= "]], PolygonBox[{{368, 49, 479, 435, 436}, {860, 859, 482, 49, 672}, { 323, 322, 278, 8, 263}}]}]}, {RGBColor[ 0.8640170215789755, 0.6695866865563703, 0.23629437325864625`], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwtkT1OAlEUha/IPCy1kRZL3YJWYqcN1NKMlRT+7EBNZAO6AMyMJFozC5BW mG1ohQli73dyb/Elk/vOnHfOfXv5df+qYWYdaMJww+wSunACg02zcxgjeoFb ZjcwhUo6ZscNn+nsD5M1fMIc7jOzO+hBH35hBQuoM/cch4e8DpjtZ+4hr5q7 F/DB2QzmCW94g3fYaZltw5Lvn+QaaQv+KYMiOqiLNMvwkFcVXdRZ3Z+580m5 4QG2mLXgi918Q8msCI20R3gcwi60k3dW9ylU4SGvUzhremZlf4RR8p30orO6 j+Ish4vkb9CNDMpSx+5eYZK5Jo8MyjKJM+1cu68iizKXkUFZtFPtth3ZV/E2 /0ACSME= "]]]}, {RGBColor[ 0.8699471587042491, 0.6556800706563598, 0.2331283233007179], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwtkT9OAnEUhB+4oJTaaKmtXkErscMGai2EChON3kBI5AJ6AMyiidTsAbSF 5RpaYeKf2m/ym+Jrfjs7M++9vYvr9lU1InYhg0U9Yg6vMIXztYgzGCN6gttK xA3MoIARmnvoQg+WaEt4Q/sOP7WIbyhhCVvrEZuwQvsFO7BdTxppp86W58ia lTupWxPP42rqoC5HvB3aQ14DPO6gDR1YMNQcZlBkqZO65XScCN5yeIDHLM3Q tae8T8howgY0KmkHY3dQlz/++XWGsjrO3oeDWsqcOWPiDGUNYAin0MrSzrS7 ob+1/O0Fj2fPNLCnvJWpbM2Q+0a6VcNdP7jlZ6Sdl/aQV+Hb9eHS9D2jZv0H cJFJQQ== "]]]}, {RGBColor[ 0.8758772958295229, 0.6417734547563493, 0.22996227334278954`], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{1229, 92, 1270}, {1287, 92, 1244}, {1206, 92, 1229}, {1296, 92, 1287}}], PolygonBox[CompressedData[" 1:eJwt0DFOQkEQxvHBB75AiQ0mNNR6BayATguk1oRghYEEb+AjgQvAASAPSaDW A0ircA2pJIGe/5ed4tfM7sx8u5V2v9m7MLMystjlzLb4wBJfGbNPdPGKu0uz Kkq4xi9+sMIaDe7UkUfBe7pea3hNZ3/s2qPO8hoG1N4yYaZmH9l9wpyzmd/R XdWOnlFZh4ROcI8HHOj990zKtqHnG2lktohCRmUdYYyr2KwYhx71Lv3t70gw ZebEd2iXMg78T/Q3z8x8ikJGZdWO1Gs6W9CT+oypZ1TWLWe7KGRQlg5eXMf/ WH+deJZHtHKhR716k97W8rMb3OIMIuU97w== "]], PolygonBox[{{1244, 92, 1206, 1189, 1190}, {1324, 1323, 1270, 92, 1296}}]}]}, {RGBColor[ 0.8818074329547965, 0.6278668388563388, 0.22679622338486116`], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{467, 35, 419}, {439, 35, 371}, {364, 35, 439}, {419, 35, 273}}], PolygonBox[CompressedData[" 1:eJwt0DFOAlEUheGrqEOwwWAjsbGXLUgFdJAQrSEkUOIiHBLcgCwAgpDALqBV 6HEDWmGCtf8Jp/iSyczc+847d53nZv80Im5xhu15xAYzzFHCPfK4wjs/TfGG ESYMj1FBFb2LiC4eUMYrhn6nb5cnETl8c9YPPnn3gQWWWLNjhWmGs5DlzAQ7 zvrCL//sPaPZubO+IHXGvGc0+4eD76S7DdiRoo4GrpOIQnLcqd01slWdUVm3 ZNhkjpmUrey73aCIJ3Y+uiN1pYw7d6Sulr7b0F2kzqoZzY7cpTIpW9G7D86u DtRFC23TszpX9w3fRRmV9R8h2jyZ "]], PolygonBox[{{273, 35, 364, 326, 327}, {582, 581, 371, 35, 467}}]}]}, {RGBColor[ 0.8877375700800703, 0.6139602229563282, 0.22363017342693278`], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{709, 76, 977}, {1274, 91, 1240}, {1143, 76, 1090}, { 1283, 91, 1274}, {1191, 91, 1245}, {985, 76, 1143}, {977, 76, 1103}, {1175, 91, 1191}}], PolygonBox[CompressedData[" 1:eJwt0LsOAVEQxvFxWZfQ7IZEqDwAr0Bl1RJqq6DjJSh4DcQl4VWw6y2oSFbr P9kpfsnknDkn801zshjM0yJSQxbXnMgFa2zQQB2xI/LDjHqKDrrY83iHHnyE 9DxwwtlJzvQuSok8MeJsiBba6HPmo4QydtjChWdc69HeFW+W9of+1bVZ6jZr NS9SwYf6a7S+4W5ulvFqGdeWSbNpxtgyhDajzurCwzEjcsAYQSbJFNnMOrtn vQUUnSSTZnux27ckOzlZBs0S2F+6Q93lH4haMF8= "]], PolygonBox[{{1240, 91, 1175, 1157, 1158}, {1090, 76, 709, 935, 936}, {1289, 1288, 1245, 91, 1283}, {1158, 1157, 1103, 76, 985}}]}]}, {RGBColor[ 0.8936677072053438, 0.6000536070563176, 0.22046412346900443`], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwtkM0uA1EYhj+dGQ3RTSdsWHAD3IKfhXZrUWvdsGJZN2Akehsd8ZNwK1ok 6hpYkRA2fd6cd/Ekkznf+d7nvBv9s4PTRkSsQw6vcxEvMIIabrOIGziCPpzM RxzDNuwYfa/CGjwXERO4g3vYgk1oQ1mkHdpVE3oNU0LfoIJL6JLZgSVowZCd V85UdstnH7h+Rrqju1N2vmcpU9kXUMEh9Owglw6Z+430Rr31l38/dpb7P7v+ 7CS3bzK/4AnGUHKnbceuOxr5n84emXmw89CdqBtlKEtvru0gl8quPbvukbmb p87Vfc6/rEhOcltpRiw3k5PcFjlb8Ixmx3aVg1xKd68ZzaojdTVg17kZOFPZ MxfdQm0= "]]]}, {RGBColor[ 0.8995978443306176, 0.5861469911563072, 0.21729807351107605`], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{329, 21, 275}, {310, 21, 258}, {269, 21, 329}, {354, 21, 310}}], PolygonBox[CompressedData[" 1:eJwtkDFOAmEQhUfYlQRLjTZQcAK8AmKBrQ3U0EgjLVxASPAaQkASvIqiJq7X 0ESDhd/L/4pvs5l/5s2b1+iPrm9LEVGDDC75tGFVjljDH/97+IAC7g8j5nAD Q3g/iHiDB1hAnVoNfvKIXziBY6jCETzxtrWGtAprT2GWpR71ZpDDFeY6pbRD u16YebaGtL7hyzW9XUDLHuRlg8Yj3MEUzioRp5U0o9mZdxfc+llOPertQs83 6JYdvOYpE2XTh4FnNDtGYwJLvC7sWd5VGztTZTvwrHrUO3SWLXvPfbsyV/Y9 e2nCuT3sfNPGtaYzVtb/1AM+Cw== "]], PolygonBox[{{422, 421, 275, 21, 354}, {258, 21, 269, 237, 238}}]}]}, {RGBColor[ 0.9012353538450585, 0.5673153424785593, 0.21358965246786565`], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{238, 7, 258}, {1328, 106, 1368}, {1386, 106, 1381}, {1381, 106, 1338}, {1300, 106, 1328}, {247, 7, 221}}], PolygonBox[CompressedData[" 1:eJwt0EtKA0EQxvGKk55Z6D5BUPASce9jEZc5wiSbcWHW5gKZAb2GIz7AXCXm ARmvkUCCgv+PrsUPmup6dNdFPh48HJnZKdoYtsxy9HCJGi8e090uNdtijm/c UdzHirs1zomdYR/MDrjmfOUx3T3jCQXu05ij3AWWIcYKr1HtKGEuama8Ykbs y3uo19JrP/DpdJ6ixDu1b95Dvf745C82aNDNzDpZ/NPO/zT3GZqV0iOEWKPa E87HHtNd471KVJjgETe4bcc3174j7eqHNzRJzJl4jnL1Rr1VO1z5zrX7ynur RrX/kbI92Q== "]], PolygonBox[{{311, 310, 258, 7, 247}, {1338, 106, 1300, 1291, 1292}, {1416, 1415, 1368, 106, 1386}}]}]}, {RGBColor[ 0.9015261522604331, 0.5469385804328815, 0.20971107523441915`], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{909, 62, 826}, {1292, 105, 1338}, {1373, 105, 1337}, {1161, 90, 1243}, {988, 90, 1161}, {680, 62, 868}, {1286, 105, 1292}, {1163, 90, 1271}, {1271, 90, 1235}, {1378, 105, 1373}, {826, 62, 664}, {914, 62, 909}}], PolygonBox[CompressedData[" 1:eJwt0LkNwkAQheHhsitAggSLKiDHEEBGCVwBliCHBiAwbWCJQ4JWzJVAGSyC hH/kCT7JWu/MvNn6YN6f5UWkjCKaOZEGHN8frEsiK0wR4YiDnem/HsVd3Kl5 oEOTNnYFkT0ij1q0EMLhjRQX3OhxtZ7ae0SPoWXQLKHV1hDgx52v1WjtmbMT Ymy8LINm2SJB1Rep+NlMZ3diy6TZErurM3V2YLN0hs5assvCdtLd9E30bZ54 SbZDahk0S2RvNcYEf6bBMzA= "]], PolygonBox[{{1278, 1277, 1243, 90, 1163}, {940, 939, 868, 62, 914}, {664, 62, 680, 586, 587}, {1382, 1381, 1338, 105, 1378}, { 1337, 105, 1286, 1277, 1278}, {1235, 90, 988, 1146, 1147}}]}]}, {RGBColor[ 0.9018169506758077, 0.5265618183872033, 0.20583249800097253`], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{556, 48, 462}, {1278, 104, 1337}, {914, 75, 940}, { 1417, 120, 1454}, {1460, 120, 1423}, {1163, 104, 1278}, {1463, 120, 1460}, {1136, 75, 1122}, {1122, 75, 1060}, {587, 48, 664}, {643, 48, 556}, {472, 48, 587}, {940, 75, 1094}, {1370, 104, 1334}, {1387, 120, 1417}, {1279, 104, 1370}}], PolygonBox[{{1715, 1714, 1678, 1679}, {313, 312, 248, 249}, { 1818, 1817, 1783, 1784}, {1379, 1378, 1373, 1374}, {1383, 1382, 1378, 1379}, {1679, 1678, 1643, 1644}, {1236, 1235, 1147, 1148}, {357, 356, 312, 313}, {910, 909, 826, 827}, {1272, 1271, 1235, 1236}, {1644, 1643, 1604, 1605}, {1605, 1604, 1567, 1568}, {1749, 1748, 1714, 1715}, {1568, 1567, 1531, 1532}, { 1784, 1783, 1748, 1749}, {249, 248, 222, 223}, {1532, 1531, 1494, 1495}, {425, 424, 356, 357}}], PolygonBox[{{1148, 1147, 1094, 75, 1136}, {1495, 1494, 1454, 120, 1463}, {1374, 1373, 1337, 104, 1279}, {462, 48, 472, 424, 425}, {1423, 120, 1387, 1382, 1383}, {827, 826, 664, 48, 643}, { 1060, 75, 914, 909, 910}, {1334, 104, 1163, 1271, 1272}}]}]}, {RGBColor[ 0.9021077490911823, 0.5061850563415254, 0.201953920767526], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{1456, 119, 1422}, {1459, 119, 1456}, {1383, 119, 1423}, {1379, 119, 1383}}], PolygonBox[CompressedData[" 1:eJwtkb1OAlEQRmfl7x0kMZBoB60GsJUHoNREEghUINBDhbXwGtC6Rp4CGlE6 eAzWQPR8uVOc3N3Z+Tl3ttgaNF4uzOwK0jDPms2gB30YERxCC9pKyJj9cT5y Pjl6voU7WMEnxPABTXj2GtVWI7MKJLz+Qp0ZD1CAImzJ+4IxTCAm9u5Ocpv4 NznJLSF2VB18Z0NP9d7DAXbM/HEnud2nzGow5dKvcCZ28hzlJvQ8uoNcyuSU YI3zJgqOclWNapfEFtCBbhR2oF2oh3rNmPXmMzU7nzO7zAXnxJ23fsfYd97z nWg3Xe+tnWl3cp66k9zktHYHudww8zodZmp22/+dYvr2DyBtRPU= "]], PolygonBox[{{1461, 1460, 1423, 119, 1459}, {1422, 119, 1379, 1374, 1375}}]}]}, {RGBColor[ 0.902398547506557, 0.4858082942958472, 0.1980753435340794], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{426, 34, 463}, {456, 34, 406}, {406, 34, 350}, {358, 34, 426}, {1496, 134, 1533}, {1569, 148, 1606}, {1369, 103, 1339}, {1273, 103, 1335}, {1609, 147, 1573}, {1339, 103, 1331}, {1280, 118, 1375}, {1610, 147, 1609}, {1149, 89, 1237}, { 147, 148, 134}, {1246, 89, 1233}, {1613, 148, 1611}, {133, 147, 134}, {1137, 89, 1149}, {1375, 118, 1422}, {1455, 118, 1420}, { 1464, 134, 1496}, {1457, 132, 1534}, {1534, 132, 1499}, {1459, 133, 1461}}], PolygonBox[CompressedData[" 1:eJwtkD0OAWEQhge76wYaGgUdjc7PBeh0WiQqdE5glaxwD4RNXASFRDiGFeGZ zFc82Xdn3vn5ptifdidpEcmBB3dfZM53Bjt0KyPShDmmECL0ysU0V8MzwtuD Bw1ugcgVThDD3vUL4YjuENuiN9BGJ/B2NVqrM3RWBapQCsyr9T/qL57N0plv dCMlUoeE/w988SzEZhQDi2nuCS+IfeulnjO6kBXJZ22HxO2su0ewdqgewwSW vt1G36RvG7LDAEpQ9mzH0OUPvsU0pzfT2/0B68c0VA== "]], PolygonBox[{{1420, 118, 1280, 1371, 1372}, {1372, 1371, 1335, 103, 1369}, {558, 557, 463, 34, 456}, {350, 34, 358, 314, 315}, {1646, 1645, 1606, 148, 1613}, {1233, 89, 1137, 1123, 1124}}]}]}, {RGBColor[ 0.9026893459219316, 0.46543153225016937`, 0.1941967663006329], EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData[" 1:eJwtjzEOAVEQhmfJPhdQakRs6wAOICEaKokoHODROIGSwu4JcIDdVVCtvQYh zqCn4J/MX/z5/jdv/nnzmvPFyFdEpAFVoY8TKfVcEzmAGXSEhs7owTuUwl/A BNrDL8EIiuFbvNeszugGInVwFlhvyvqY9Q54RiaHv4FfsbrmPN+Nwb6z3AB8 hSJr+Edo7+Tcc4fzCtyAU/qt9rD/CZ6gBP4H9rhzxJ0L7q26cu6Ec3RewXrG vM5pO/uD7vzmfcnsHzryMQU= "]], PolygonBox[CompressedData[" 1:eJwtkL1OQkEQhUd+9h0sCRE6KKQTaPEnNDyCwVZteAKjlQWXAlrwAUALrAg1 lNBoMMB7QGL4TnaKL/fszN2ZczZ3/9R6TJnZOWTgJpgN+Y7gFl2mWYLFmdkS NlmzF3od6KL//JzAP/o9G3uqTdA/zPhEz+EQ4gzN6sMA9izdwQrWcOSfGf+O 4Rd9DT2f30B/h9iTxx46SeMDalCHN7y+umd5r+LhCi6hAgl3Pix6mqLvQsyq WhNdxEMhE2dqdj7E3cqz5f6F+xn6Wz37e6kmr3qDxM9fvlO7lVFZH6DtO4qe eeU19eqeRRmU5QS6KjiC "]], PolygonBox[{{1419, 117, 1369, 1339, 1340}, {239, 20, 251, 225, 226}, {407, 406, 350, 20, 339}}]}]}, {RGBColor[ 0.9011421170359014, 0.4428496905448711, 0.18983387907108548`], EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData[" 1:eJwtkL+OAVEYxb9YM6+xmZCoJVso9ERUKrWE0mzhCURFJIgWD4BWjHkHhcIu IRIewANss7+be4qT35l7z/3+TNSKG92MmX2iD1QNzVbwG27gAW3Rhe89nMN2 1qyJP8FZ6O93cGn+zUrcyp+VP8Jfcin+T/m1srfArO/6wDHq4YdwovMrnDJg DV+gzgN18F+cl5UfwUrWZyJ4d+/xOXqVAp8vBr6f65ugJ+La3to11dwxhwtY D30N5928Ff0f958S1dkr5zJ57bXQ3Uv1f7Rnoj6R5hyw0z8/Xja2 "]], PolygonBox[CompressedData[" 1:eJwtkLtqAlEQhkf38grWXojlrmBhIVoupNQUqQUtXQufwEJBERYVtDF5gGAr Qp4gKVKkCFESfBW/cU7xsf/Mmcs/W+ylnWFeRArgwzwQGfMdQAP9mRP5gC3s YEbxFCKIoRyKZNS+wAO6Hlivzmiij+QO6Hf4RZ/JTdz7El1z9c/w49sO3dWF J1jT88bbHlJ02xNpeeZBvVzcPPXwH1iP9kYQQ5WZj25+3zfP6l1v0ttGzHwV 87gK7Qa9RXMJegMnMQ/qpRKaF91XQn/5Nlt3JOhvF+tNV/TC/c+7x8B6Mhf/ Ed8AVvgvHQ== "]], PolygonBox[{{900, 74, 913, 830, 831}, {304, 303, 239, 6, 227}}]}]}, {RGBColor[ 0.8972290677771415, 0.4174295763186835, 0.18484761129946656`], EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData[" 1:eJxNUDEKwkAQXBPufmGh+AXFRvxDXiCCoI0p/EAEQZDkUmgVfYCX0uJ8i+Bj nGWnsBhmbjc7M2S0Lot9JiJDIAeeQATuwAaDBXgGPmeml9BzJ3KAvoBb8BEI QMK7Au+c3T847+jX8F59TrndqU/FXaAO9FT9glcNHniRL/PG0I2zbz7O+qnn Ch1L7HroK3jLnlP2ieykaJnTsFsgd3//QDlRv8V8E3Vkhs5u3jqp58TbrmeO +tf0/QGLAS+I "]], PolygonBox[{{1684, 170, 183, 1753}, {228, 227, 215, 216}, {1497, 129, 143, 1500}, {1385, 128, 115, 1384}, {409, 408, 340, 341}, { 341, 340, 304, 305}, {1418, 115, 129, 1421}, {305, 304, 227, 228}, {1612, 156, 170, 1647}, {1537, 140, 141, 1536}, {459, 458, 408, 409}, {1330, 1329, 1238, 1239}, {561, 560, 458, 459}, { 1536, 141, 128, 1462}, {1231, 1230, 1095, 1096}, {1572, 143, 156, 1612}, {1096, 1095, 1057, 1058}, {1239, 1238, 1230, 1231}}], PolygonBox[{{608, 61, 647, 560, 561}, {1333, 115, 1336, 1329, 1330}, {1058, 1057, 900, 61, 869}}]}]}, {RGBColor[ 0.8933160185183813, 0.392009462092496, 0.17986134352784763`], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{1330, 101, 1333}, {113, 127, 114}, {459, 47, 561}, { 126, 127, 113}, {588, 47, 552}, {1232, 87, 1193}, {1536, 127, 1537}, {1384, 114, 1385}, {1376, 113, 1293}, {1380, 113, 1376}, {1239, 101, 1330}, {561, 47, 608}, {1193, 87, 1064}, { 552, 47, 440}, {1462, 127, 1536}, {1096, 87, 1231}}], PolygonBox[{{1059, 1058, 869, 870}, {1333, 101, 114, 1384}, { 1385, 114, 127, 1462}, {1293, 113, 114, 1295}, {1294, 101, 87, 1232}, {1537, 127, 126, 1458}, {410, 409, 341, 342}, {870, 869, 822, 823}, {342, 341, 305, 306}, {1231, 87, 101, 1239}, {229, 228, 216, 217}, {1295, 114, 101, 1294}, {1377, 126, 113, 1380}, {306, 305, 228, 229}}], PolygonBox[{{440, 47, 459, 409, 410}, {823, 822, 608, 47, 588}, { 1064, 87, 1096, 1058, 1059}}]}]}, {RGBColor[ 0.889402969259621, 0.3665893478663078, 0.1748750757562286], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{1167, 98, 1282}, {1294, 100, 1295}, {1024, 73, 832}, {410, 33, 440}, {427, 33, 402}, {342, 33, 410}, {1059, 73, 1064}, {1192, 86, 1026}, {870, 73, 1059}, {99, 98, 112}, {1380, 112, 1377}, {1232, 100, 1294}, {402, 33, 330}, {1295, 100, 1293}, {99, 100, 86}}], PolygonBox[{{1064, 73, 86, 1193}, {1282, 98, 99, 1281}, {1193, 86, 100, 1232}, {307, 306, 229, 230}, {1376, 99, 112, 1380}, { 1026, 86, 73, 1024}, {824, 823, 588, 589}, {1281, 99, 86, 1192}, {589, 588, 552, 553}, {1293, 100, 99, 1376}, {230, 229, 217, 218}}], PolygonBox[{{832, 73, 870, 823, 824}, {330, 33, 342, 306, 307}, { 553, 552, 440, 33, 427}}]}]}, {RGBColor[ 0.885489920000861, 0.3411692336401203, 0.16988880798460967`], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{230, 19, 307}, {1192, 85, 1281}, {825, 60, 743}, { 293, 19, 220}, {589, 60, 824}, {1176, 85, 1164}, {1164, 85, 1023}, {1281, 85, 1282}, {307, 19, 330}, {316, 19, 293}, {743, 60, 562}, {824, 60, 832}}], PolygonBox[{{554, 553, 427, 428}, {428, 427, 402, 403}, {1027, 1026, 1024, 1025}}], PolygonBox[{{403, 402, 330, 19, 316}, {1168, 1167, 1282, 85, 1176}, {220, 19, 230, 218, 219}, {1025, 1024, 832, 60, 825}, { 1023, 85, 1192, 1026, 1027}, {562, 60, 589, 553, 554}}]}]}, {RGBColor[ 0.8815768707421008, 0.31574911941393213`, 0.16490254021299064`], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{1027, 72, 1023}, {554, 46, 562}, {825, 72, 1025}, { 1022, 72, 745}, {992, 84, 1166}, {499, 46, 411}, {212, 5, 209}, {555, 46, 499}, {428, 46, 554}, {219, 5, 220}, {1025, 72, 1027}, {1176, 84, 1168}}], PolygonBox[{{317, 316, 293, 294}, {404, 403, 316, 317}}], PolygonBox[{{411, 46, 428, 403, 404}, {745, 72, 825, 743, 744}, { 744, 743, 562, 46, 555}, {294, 293, 220, 5, 212}, {1166, 84, 1176, 1164, 1165}, {1165, 1164, 1023, 72, 1022}}]}]}, {RGBColor[ 0.8777354220535178, 0.2903048995430576, 0.15997322337012693`], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{405, 32, 386}, {404, 32, 411}, {317, 32, 404}, {555, 59, 744}, {744, 59, 745}, {742, 59, 501}, {713, 70, 991}, { 1022, 71, 1165}, {1165, 71, 1166}, {386, 32, 308}}], PolygonBox[{{991, 70, 71, 990}, {745, 59, 71, 1022}, {295, 294, 212, 213}, {1166, 71, 70, 992}, {990, 71, 59, 742}, {213, 212, 209, 210}}], PolygonBox[{{308, 32, 317, 294, 295}, {500, 499, 411, 32, 405}, { 501, 59, 555, 499, 500}}]}]}, {RGBColor[ 0.8744545707635819, 0.2646719442798419, 0.15548980440812796`], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{990, 58, 991}, {497, 45, 389}, {728, 58, 710}, {500, 45, 501}, {405, 45, 500}, {742, 58, 990}}], PolygonBox[{{501, 45, 58, 742}, {710, 58, 45, 497}, {214, 213, 210, 211}, {296, 295, 213, 214}, {387, 386, 308, 309}, {309, 308, 295, 296}}], PolygonBox[{{714, 713, 991, 58, 728}, {389, 45, 405, 386, 387}}]}]}, {RGBColor[ 0.871173719473646, 0.23903898901662624`, 0.15100638544612902`], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{485, 57, 712}, {728, 57, 714}, {297, 18, 290}, {214, 18, 296}, {205, 4, 207}, {296, 18, 309}}], PolygonBox[{{211, 4, 18, 214}, {290, 18, 4, 205}, {390, 389, 387, 388}, {498, 497, 389, 390}, {711, 710, 497, 498}}], PolygonBox[{{388, 387, 309, 18, 297}, {712, 57, 728, 710, 711}}]}]}, {RGBColor[ 0.8678928681837099, 0.21340603375341052`, 0.14652296648413005`], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{297, 31, 388}, {385, 31, 292}, {498, 44, 711}, {388, 31, 390}, {711, 44, 712}, {374, 43, 484}}], PolygonBox[{{484, 43, 44, 483}, {483, 44, 31, 385}, {206, 205, 207, 208}, {712, 44, 43, 485}, {291, 290, 205, 206}, {390, 31, 44, 498}}], PolygonBox[{{292, 31, 297, 290, 291}}]}]}, {RGBColor[ 0.8646120168937741, 0.1877730784901948, 0.1420395475221311], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{202, 3, 203}, {291, 17, 292}, {206, 17, 291}, {483, 30, 484}, {385, 30, 483}, {381, 30, 373}}], PolygonBox[{{292, 17, 30, 385}, {373, 30, 17, 281}, {281, 17, 3, 202}, {208, 3, 17, 206}}], PolygonBox[{{375, 374, 484, 30, 381}}]}]}, {RGBColor[ 0.861331165603838, 0.16214012322697913`, 0.13755612856013213`], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{202, 16, 281}, {381, 29, 375}, {279, 16, 276}, {281, 16, 373}}], PolygonBox[{{373, 16, 29, 381}, {280, 29, 16, 279}}], PolygonBox[{{276, 16, 202, 203, 204}}]}]}, {RGBColor[ 0.8585248699794351, 0.14021482279768563`, 0.13372120953956632`], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{279, 15, 280}, {15, 2, 1}, {204, 2, 276}}], PolygonBox[{{276, 2, 15, 279}}]}]}}], {GrayLevel[1], RectangleBox[{9, -14}, {14, -5}]}}, AspectRatio->1, Frame->False, FrameTicks->None, PlotRange->{{1., 14.}, {-14., -1.}}, PlotRangeClipping->True, PlotRangePadding->{ Scaled[0.02], Scaled[0.02]}], {900, -180.}, ImageScaled[{0.5, 0.5}], {360, 360.}]}, {InsetBox[ GraphicsBox[{GraphicsComplexBox[CompressedData[" 1:eJxc3Hk8Vc/jP3D7vlx3tVzcxZ4tlRJlikpIKEvIEiolaaGISguKtFgiEkkk hGgR3dEqSkiRolIKyb5G+t3v49058/nd/pnHs/Ooe+eeOfOamTPnMLfsdvQX 4OPjKxbn4/u/8r8/Q+b/Ss6/vwD/v8V4TOAxmcfyPKbzmMFjFo/VeKzBYy0e 6/BYl8dY/fjgvxL8/xbjMYHHZB7L85jOYwaPWTxW47EGj7V4rMNjXR5j9RP7 Z6x+mMV4TOAxmcfyPKbzmMFjFo/VeKzBYy0e6/BYl8dY/Qj/jNUPsxiPCTwm 81iex3QeM3jM4rEajzV4rMVjHR7r8hirH/mfsfphFuMxgcdkHsvzmM5jBo9Z PFbjsQaPtXisw2NdHmP1k/9nrH6YxXhM4DGZx/I8pvOYwWMWj9V4rMFjLR7r 8FiXx1j96P+M1Q+zGI8JPCbzWJ7HdB4zeMzisRqPNXisxWMdHuvyGKsf45+x +mEW4zGBx2Qey/OYzmMGj1k8VuOxBo+1eKzDY10eY/Vj/TNWP8xiPCbwmMxj eR7TeczgMYvHajzW4LEWj3V4rMtjrH5q/4zVD7MYjwk8JvNYnsd0HjN4zOKx Go81eKzFYx0e6/IYq5/GP2P1wyzGYwKPyTyW5zGdxwwes3isxmMNHmvxWIfH ujzG6qf1z1j9MIvxmMBjMo/leUznMYPHLB6r8ViDx1o81uGxLo+x+un8M1Y/ zGI8JvCYzGN5HtN5zOAxi8dqPNbgsRaPdXisy2Osfrr/jNUPsxiPCTwm81ie x3QeM3jM4rEajzV4rMVjHR7r4g4B4z8S3/MB6hGKYZvtHGewv+9itJYAYGno NI4Uz3C2p31eE3ZAEBi+Wh4sLTfN6Vr1bnLnMyFgtn8DQWvfBMd9pD7PkyIC rJW2l6x8O8p5m1nj4uAnCpwfRdhvXjzMCTN64R94Ds1Pag48XiXpPYpbvLpa vcBgAre9wD3htX+ncKeuKev+0TCD+3N84dPozDnchzYMpQUXo/lOybFP8lbC Ari/lTZcVPUQxC3/pZo6WSaE25ZQlNwgLoI7yjyDfN1bFHcH+7yfdr8YWH2v w7hIc46j0CVk+1ZFAjSYTmxzejTDcco6uCDKQRI4c2TS/nhMc8579ivqnZAC n1Zq1uVOTnBe0b0F3t+RBlufmc+suzDGEf/wpvdErwz4tdZVd0J3hJPzx/qA cgGan/UpURZO/hDHbbj001CjuiTuUNcbRQW+UrirQvftOJEtjVsweZmm5ycZ 3Cm2fjI20mi+13Q1hPrjMrLUdLTKcX053GvWp2qocpCP5d7Qf7CeiD5vptLY 5TPypMPL5aPBJNxajga675cQgM/dlevT6X8572vsPpk8JoCMqSfH5EdnOafn B124tE4OtJmsuZP84jfHNPvMqplWOUA69KKXmDXF6ScUTblvIQK7Khvlc6ET nMtHX96s6ieC+D+v7KXXjXHshn56Kh8ggdrl9idOs0c4S05Y6u/gR/PXXUdP cFJOIGdHPLF/LErB/e6gUNfgaWTJEMt9dBkqbrDnhNDa88ghu54kh5BpuAsC hDSvXkSm271w75ZH8+VT2h99715AnhAa3HlKSgG372f+/e7RyI0PyBF6fIq4 l13UPPE3DPnG3qXxTaPIVLt1STm7lHCf0PbOCPmBHHov6+4rfTLQUolkvrD8 y7nzWvOJZiEZaNR4D3qv/8OZ+F7cGKVNARp+ltVTm2Y4i+cWdXy4TgFqolpx 5/ymOQco1b2L1KiAVSC5SWv3JOeeruXE2WwqYKwb1IBh45wpi3qBPhUaUBlq HnM5McpZ4u4oa5nBdeKdR4MJwxxGU5prhTdaL7ix55du43tkI+IK/p+Oyrgf lCW9FX6JbLmh5wZjlQruhlHTw6YPkZ2Tzjo6L1bF/XnhV409Jcg7wns/Paeh 9Qmf8IeBCpuRXcMTp3dcRV4fvj266gfy6vBlJBk9Jjof4cQsr73IC8J/6Jbe RdYOr7ov8AfZv2ST+HpTebBreVr7Y+JfjhJNu2egRB4k57h7WZr94TRFTj1L 0FAA1WIq3574z3Bivj3P1c9QAN27Pm9fdXaas8zm4okGOUUg/ebqr6f3Jjmj pVt9g2IUwaIl/ntXd41z8uWNV8r8UQQ+lzUnn0mOcTyPCDOL9yqBUwJ9h9Ys GuGQv7f8XdejBEq3FfLVeg5xLNwaKm28Wej3Dd8VNvAEedUlqSXntdm411Te nFiQgGzVbl3xbgT5WbDLJbkktL5zUKpj947l6rjn5W9Z9bgHOdhFSSnAlw5W XL2Q6L53jkOMs7+o/ZEO7r+pvrrp7Cyn/OFJUt9GZTBfuLfUpfA3x3mk8mzB K2Vww5hc4/RiijOlPiS5c7UKYG43b9zwfYJzaZN67DyOCkhL2/HJQXCcY3rG Taif2x4o9ckD6xmjnA549mghtz2cmYV/1i0b5uTD7WXZRE38+4xVnJS0vca7 /kQHF7161m4dFoQtVEOhiyVD5rq9r2e2r//LYcmGrHULHzXvHDp9J/fkLGeP aGWCsuWE+dmpVXu6Hkxz4N+5N5+lp80BH7+u6sgER2bKQuFa64z5iGjVd3et Mc7moVjPbdlz5jmyB7JTPYfx9bNgRdOXKZa/OW66PkOiFWh9qxionXt4bhS3 oNMPg5DACdwuAQWv51lN4y6M3LW7iz2L1scuGMqm/Z3DHd1pLLSqC62X0UWG GWnLBXCX6t1c9uuSIO7VTv5uKyaFcH+IUD2QvEEEd/C194m9t0RxS3dbLd5F 4wOjindrL/SIwvWne0W3efCD0hDqVGqOCDxvcLrNO1sA7G4M0bziKQybW3Ru uH0XBPrz3jrnKghBcnh92MZ5wqD/5MLomy0C0Ek10NouWATc/JxYUXqWH158 IqVkVSEKAkxHv9215oPzjv7w2WHGAPlzj4cK6XOc/eOTEWoxDLBlI5D/+GyG U71DLLWziQHoBVXmknumOSKf5W+n0png3d8l25YqTXLWO2k3OG5jgnNOFQkB T8c4F+tMeqXKmMD65vw7qbtHOJ/MrYWezzKBGH9xx3MFtL6Z/mJlv5/jH45G 0oAq/xRab7ymcGNAeqkEbtYV32rFCEncV9RU4jUfSuFWLmhzW8gng/uSQaL2 ipWyuP8rxEDDSusX3y4IwJst+nzPTdF6Jo1u/t3qFfIx3/Uv6zzlcA8UeJXZ DiFvGtmd2hBFxP3E5OhhexIJt2HUOb/ma8gfJGnvnOLFgPpYj3bBPlFoUH42 /X2ROGiyCfbTcBSBxz3EfDa/lgCROZOZVw2FYatQlMaXIUmgPXP4vYqsEJxX NP3TjygN3jqKkNN/CcAjTntLexbIgKiCM3a0l/zwzZ++0EAnWaAnQDmVWMAH 3+8lBsxtZ4ElAYF3pe7Ncqa1j72Y62MB05KB2+L5U9zx2rD230A2WD4ZXCKS OsZZkupz+u8AG6xcPlooGIvWm+UXzo0Puf/h8AssskoxROu91e/WMu6WIR+8 6TnVupCCe+HRfY1Td5CHNsbmK5hQcRdqXz669AHy9rlSV/dlNNxqb54ZRnCQ /ysIwCbBMtakUgjGdo+tCDdF680S9ZVtu0uR40qO7vbXVMAtlbJaxP0ycsIh qcv2JEXcBJ/mBatPIZ9bnVpn+heZqOvpMz9ECXeinNqUxk/k9wtc3WYWEMD6 1PU24qmi0FJDsDLoNgGE3Z6OY6WJwBL5YoUuIzmQ3ZDz0vSSMKRLbgpzKpMD L3rXSTulc+vzR/B97XwiGBGaWheUIQjHBouXmJUSgSLjakLMZQHo1bUp9ZYh CVia2r7OyuSHdS1CU6wSEgh0npCtvMIHf4y/PPm2VQ3U2ac2bVgxzRE7JPh3 70d1UKX5TXQ7fZjzfKvIxPHNaD0+5uq0g9Jr5NWd/UVlQBm3iOJncesy5KdO b/y/sFVwnzz/rOZgMrLFq/vKBFFV3ILiRWF5B5EfWWa9Xd6H/F9BBkdtxSZ3 GwnBayuy6qsWoPsD30yaZB7sQ1YzEnC8fxvZT2dB8t1R5Gssv7aKBUz07xWT lcr3IbNJzzzLbiP7Sk5ml4wib04JUNYAZLDmje7T20dEYdTXFYOMUjKYWxLB fHhZBOYaKtYosSigIrM+svaBMHwROXKBmkgBu4SU2pvfC8FfdXV+ckJUoLZj h3HHpCCUk88xlgqhgo+v71/4QRGExv6HxES/U0HiIvHB4QUC0K1sQzu/Cw3Y pLvazDrww8N/5xXOPqcBQf78PJFgPtj7p0ZOcLMGuEcY2vOD9ge/v2MbFH/3 +Pdpjk6P15zEBhb+/Y+cfxHVcR/5zdIFwiUMNm6tbxmxx2KQI86ISDkNIP9X yAPFRRtvbz0vCPN8a/xXXkH3Y9IOvHl51ksdt670uw5/IA/yuzdYLuT+XsW7 +qMn8+VBjprmCKFYBM5vEDA8JacAMn1/X/n1URje1ld4rxiuANKuvlpXJykM jc8aHCvsUgBJX7Jmri8VgvcGV81bbqMIzjL23zgeIAhN7T1aXt9WBKe91rh4 pwrAqpK9kT50JRCTqSi87Dk/NJc7pTF6Qgkc6/hVpjDBB2v2XHl94pcSOEyv 8Z5Q44PxdoeedZDooGeL+D7LNlGYHLi8iB5FB+80juc++yMCM0/zJ7kP0MGT vtlWK7YIzMt/En7JXRmUFodK1FsJw5JnMT7va5VB5t4hs3VBQvD+N2sreWMV EG+8Y/frREH4SEDGwCVHBYT9/prtcF8A1jOaKCkEVRDwcHPLm05++HZ50mxL pCpwPtYq4izEDzs9XL6SfqoCy9UOJm3a3DxzV1ilB9D9LYJUpXXkY02e86EL /o6VEz5nz+H385a7qsfLTAv8O04Hl7+7rk/4LIs7aipwXVCcJPxM1slS+DqP 5//jA8WqoWXnr4rA1y4XZYTJw+YKG8sP/gkRhRPXnj/73TFqflIvI0NATgSq jEweHsqbMB8WOQFFC4XgKnOtxd/3TJtv/rzzm9QaQRgY7zr4wXTWvO7+BjFi Fz9Meh+b1yT819w40VSXFonu940cV9unqycEF++7cG5Cexi/H8cKaCss1h3D Le2l8mKrwSTuyY1+3SpGv3F/sS7gb134BzdBcK9HJpkBHo0uToguEoX72lsK p3wZwDil0FY5WAS+K138x5HbXxQsYUqWGwlDk1OX1hUJMIHKh+QX1uOCMMP7 z2VRRya4ECkR++WuAJxb7D3gk80E4owjqw+G80Mf2cfLq4aY4PCjUSHZZXxQ OD/VKlAR3T8UCjzXNxHLj2wYGx81KYBbcOyIvtRWIdwC9w40prQI4+aP2L2X aSGKO9f60kKd33zAvcK//q2wLNwt8+cYGwiA88MCkR850nBps1cTPVoQPNPL 0v8aJgWFUh6pUl8KgdmAZZ97F0jChk3qQbJEEWB0vf380C9xmKocWyXmKgq2 dx2wmMwTg8czOUs9ctD9zvTmspXeY+K4y0WuW/utksT9amma4/YUKdzdQfFu gT+kcc9dPbIleIks7n8lsDXWm7MOlPxnFjhcYX8iJZ4ft3pUR+fVA4K4X9ru MLm1RRj3PvnJxAfrRGHB4ogak0Q2cGPK/pa/zQ81j/pTZJeh+7M+Hz+8f9yM nL7EMfPgdjncb5Nqt+jNIcsOL9fsSiTiXruu4meKNgn38RvzSmw4yF77LfXq a8RAdtyD5oXLZeFSIjFX7oM4ePbrl9uAmgwkl3yiu45JgP71jK95ktJwcF1R Uqa0FJArc9zpMyIJ636GS3VrSANj8slRxfcSMPeU1Yl5QAa4h9491MIRh0c1 qbN7NsmCo229ggnXxeAhL9+XymvR/WZ/q5BXX18gr58f03DDmoLbRDHt9e56 ZLbgzcZFtlTc0v1VTTMvkSdbGppr1tFwf6n+/CamAfm/kgC2OsyfOGkmi/uX /XuzmRKJf1YDjpHNCxSm+XFfVpiKmXMTwt1Vofzxa5UItEtSERCKVgd1xScn B3/ww1O0r4fbVqL753ou6wt9byE3pTx4P6CkgDvknaZoeCyyAjVpofA4crUT 35ZzPoq4fZIDzyo1IAu9bau6vlQJdz55Vd/8POTi1X87+cgEcG0v/8q5VlkY qrZmVi6OAMh394h+7JWBywXOKrAF5MCJmS8v789IQ+HP74wXhsmBcXPHCxel peGrapWNq7jzAf8Tj1xCVKVgcvrWPc7biOBtrZHyhvmScHNYccK2TiJYLZ3T ZWghAdVdJm4edCKBOw6kfBkncdi/cPmLUy9JQCvl+K7+rWIwNfNFnpQc2k9g qmlObQhC7rxVfuLsS+SoJTqj9jrKuNVqrvgQY5Gfr6U0vulG3tF8enmyhQpu KXe+Iuds5FtfQ5Tk/yI7Bv489d5DFff4mPfUpUrk/0oymDpkHdQ8KYVsYlrf cET8nzWA68+51wevo/0czSGl79UShWChc7dAtBTaL3HvTFnhPTPkJ0+OOP8M RG6aseVTuYzcaaRYYP8KuS/gx4bjf5Anssr/VODrTdz+uC0qr2czsqzsegel BGT6avrMuofIWpG9144OII/udF8IXMhAUWvtxSMOsvC0+HQV8QEZ/OqXjm4/ JQOZeSmrulUogFPavH/RI2l4z3Jhw91jFHA+9KLvud9ScH1Xk/Pp7xTga+rh +NNICnYf2f3Jw5oKjPmYK1bvlIQRytLbDYqpQOxpt0F2jgQkPSgY4ifSQPup ApXZD+KwwNUqrCWEBgrtdku7kMXhiolu/rz3NHCYtHC21FYMRntlv7O0Y+Hf t85rS4z6C2QZb/YSEUs2bnvvbz3fHyL/V8qD+4st+qLdZHHHPj3Z8MtSCrfz htqyjQbY+dUCFQnBVT7SItDpxNugu1RtcHPghiUrVxC+mLjeZ3Eb7XfpCf0a 2SonDwyJJkIOH2XhTcqKiN9b5UFBS6SopJEsDCrPDFeukgfqFx9JPI2RgYYb Zg8C7vgxa5OozJEOaTg6vOmA71YFoEi3lTNZIA3vnLsbEv1AASR3niOPxkrB MAPK/hsERUDIfksr6pSEZg179770544ffRWVti2UhH8DG4MHKxWBkIaXCvO0 BKyR1N9NJCiBIz05zA+fxOHxgrhdi/yVwExBj1ryInG4am3vTtdKJRC6S09r fZwYvKBKllotQAcdsPXHvhlZSGpuiDvoSAcf3Lf0yLjLwqQTpyRvXqWD9xP9 PTcqZSBlsWVcxwgdtJ4/0GupKANTeuckCBbK4K2uQN+nMGlIy7h/emWiMnjz PL4v/L0UTLXbLxHyVRk0baH9pJhIQQV+g9N5C1TA6z/ZP0tSJeGl273i7cdV wKtU3X6bKQmouPXaKakWFfBywd3+7y4SMF3eS9xcTRXUNaz4FXVXHNLrFU7t 2a8Knge8/EWnicPMyBaxa09UwVMhl4G7oWJwi5Ns1KYc3v1HOmBW9sXAcQoa Ty4IECk4/IqEO2npvLIwHeQxSfvK/TFE3Bs79j/a/U0Od0VxWt2OFcjUow+b /TMJcGNHCgx6OmzufL78ipWyLIxSEdtyKX/MnDM001B2Uxre8goTfBY3aa5l bzFHXyoFP2b1XRsO+m1+4dZpvZhaCSje5b5a2fGP+YxMs8ewM9YeGWBUh7h5 RhX57+UHa9fvl4Z6NUc+HRYZwfdLfYy+/rBywzjuONtXlyeypnAvJY5FGA3M 4O5tVfQIMv2LO+/uJnkJeQbwZaZltl6RhZ+i3/D7OjLA8W+lU/vuyECa87qf D+IZICevzpHwShquV3/eQn7OAE93fC0s/CoFY8bAw138TPBNb1Zk7W9JyHlc mffMlAmEhsk+3QRJOHlh4XnVUCZgl+s9iNKUgAZbisMPljDBygOrKSrLxeG2 +Vp+TX1MsGWp1+7KjWKwpPRvQsQibDxKgM3hRqaPagVwj1v4/xD1EMJNk05N XDcojHvpuzrzxGOiuHO/B+8Q/8WdL8Q/tz50igQlciK+Ca0UAIeKa8786STC 3V6xnnwXBYFV44PGIwuJsEUpqW3mpxCgjFSQBE7LQZO2K46TQAR8JZU4n/hE gFeSbr4cSRYFpYsK0kQWEaB1mWxF4l+0P+2PtG9c9F4J3LcC7viEdUvi3vJU fEmgqzRuCnOzjFe9DO5/7RjILiWHaBuQcAvN2K3bUoP2q5226J/3KBztz1Pe Uxl6yFQcd0lmbM3CWeSVL52lBqokcL+dVnPJi0Tj2+2ao9ney6Vwz2ys6Vf4 i5xw7OziN9zxO2ZmyeZj8UdlcJd3zHu1aoUsrImOoz9oZ4M/35rOkJLFYPwF oe6DcWzQVPFrJ71ZHLpkRhYZm7FBbrS4tbqsJGQVTISM9bNAmIu6lr6tFPxV sXt52WUWWKe1QmTxKW7+1PSIBHPzgDXt8c38mQxcw6y3cVJC+/8KCW3HRB8i y/F137/vLYc7ZHB4aKcgEXd755ymynVk8wZJr0YrEu6cavmUYz+RxzYp0Ce9 xIDIhtE9Qo0kePpwqtWtSHHwAN5211pBgqo5tJBt6RIgWH//KtsyIqx4npKt el8SqGcsNAhmE6F1P6Wh9Z0UaBcfl09KkoOfCcm/z45Jg7MHKgTuCcvB0EVk TSuiLFjVHdL/IZQAzy60HX22H+1nHBrZ6ezzG9mxNO7+zBEK7vLdN+kpwlTc VP36I4ZxyAf6+7rqCDTc7wskVvunIP8rQe/bT3sufSPiLu03GHGxx/o7NWDx O/X383S0/1Ohq12e9EMc99AL+mJPI0ncz0o9nW5ESuG+nJa1b6xWGve+qK7z 5mRZuPF76pdTI+qgeGtGWNsiMdgwFrOpMlYdPNP9nEbtEIdWggea+lTUQecI u3LjCUn4SG7rWqUKNTBxb1v7hXnS0IzhVGNjowZkjtz83dgsA71e6nWSKGj/ p4C5U1FeGHJuaUSEaSfyGrVrNq9XKuDuS6lX9M1DPiM+2jshqYjbMELx/ulg 5DcDK2JV3iKH+AS4lJko4ZZvOaexOhNZ9JEne4MDAUwvy/5YWEyCB09mmDg9 JYDYcN9nBUtJsNeqfb2LiRyg3VUvyX9GhG5S8ls3FcmB66M/0q47EmH9a6cI dyYRLDIsOH6tUw6aJSZe2JxMBE8CA3dd3SEHi5yb8r3ESWDDDX2XrAkCVFGU 5fhEkkBX9xDIPMZtXx22b32HSWAP67ZOhgwB7tcrDJ3lR/tj7VYs2y9phazl 1LBHMQFZIMBrt3YL8seIocAlisq475yL2rHGG/ncNeJ25+vIO+7l+Pv3I696 udB3v5EKbtXPT72PH0T+PerseeEhcotoj3u2kCruYqWwTSXWyKcMJFw455B9 LdI3NrxD/q8kAwLVzz5hKwn3DrOs17L2RNxPtny0O28ih1v1lHwDkY32A68m OixwdUH7n696xdC/C0viniusFt5fLg0zOkObC3drgrMn1e7YrpCAzz68tTlz QwP0nstvrNskDTc+6vX7JIH2I6s6C9It1JH7eulvrpsjl0can5ZwQz4iZ78i aD+ydW7AVFMCMsXk+K1FN5A/v8zYmvYY+ab3HeU/HcihY69bvKeQQWxv3BMi E7ckXdBCSw/57S3677g1yFkWxqWDPsg7Wtdv3xCBvGhngOrdFOS/c8feKZYi 113IOHO4HjlJ445lVzdy4b3Tppz5ZLBxTcgT0ECCP6/r08XjyYCyqenrxD4S 1ElunnX8TgbvdugJFimQYMDx0I4MQAEXI06xfDlEmL9H8eH3SxTgmtC9QsGf CL97Pcw0HKcAxawVPq8liFDdbsuR8PVU8KH08tGTJXLQz0zE+8kNKsh4PH3F 1FkO5ugUABkhGtj81okzPEOAXfJ2TFdPGlD5UdqZl02ATNER/qv3aODTlPTc 5jVoP7pmqHPpZw4J9yXL7bNHJ4m4pUnha5gGyEe/xF2o2SqHe/TW5Q6fTLT/ /Lr9VcaElhSMY6iy10hqg+bI4/u+NktCiU9GbcZt2Po29/qn5a3e8ATtZx+u S53cxe0fZRdtE7vQR4ImO8x++LnKg+fJj+XT80gwSvzzO/d0eXBkQlX7mh8J 1uYff+bI7S+XuESYFDFJkGCleWctUwEM3W1be4c7fnL5UZcL/BTADflFbpx0 IsyMDkpezO0/t4Sd31Hryv191Ykn9fu48532X+FNFCLUe1qxX11PEbxZah3X 3iwHQ/w2+dG5/Wlc+vX0r2flYJXgnw2k24rAclagsN9WDgrlZFlITCiCWQ+v qnFxOWiz0nIBP7d/rah+8HLuGQEmfvnBmjqkBHapyHeInuDm+9E44uBDJaBx ZP8vwgoCnPST/2a4TAewAzN3m0nKwkizSFt9WTo4/vjY7aYhEkxIVPfTB3Sw N7A9vYl7fq70vTqkv4cOfChGJ5oSSLBkRWiiPnc+ZP/wVGDTZhKsSVW5qf+G Dsy3fdnYpEuCzYPPHukLKQN9gsmyphki/Lp6d7v+ImWgfP+celMdEY5dpo3o b1UGUlt6pJvSiFB4nCNucFEZzEiAicbtREi13c40qFUGfbcvdjYuJkLNHIKJ wbQyeO8x+KxRhAiX/L5nb6CjAmqF19xqfCsH1zr4bDdwVwF3izMvNl6Tg275 4kcN4lXAdZeJI4375ODOv6UXDapVQDKf3fbGlXIwwtntlsGACjhxI9e+UU4O JhQJPDdQVQV7Hf8safzMHc8K3ew0sFcFPjMbmY23CLDUfcOEQZQqWH+tULzx MAE+KpuRNixTBcvXCY28Xsftf8WvqRt+VQW6E+7tr+kE6OXXPmu5VxNvX/+V 3N93KvPlpQ803OYlfYu8U5FnthlfUXdCvqN6TOynHPLe1ld7ShqouPXPKnwI iUPuXe1vaWqFnDtXUsQnjOx9Z5b6rIaCmx5kdTTuMHKbelKvvSlyYscnR+oU ep7CLnle1YdyZIl1B9Sz9yA/E3qcsFWfDAdqD6yZusn7/AcfdzwStq+MTw4e 6q1OePNuxDz7pD3dxpoEvWvnf3w3Mm7ec2bUyvo4Ea7Ky9Vul5k2N0hJCVlb JQd1ohUOdOjMmodmmly1GidAWf8zTz6v/mtedf1jwxp99DyJtVvet14B7Psz QE/K9Nd50STcZMW1mRe0ibjB5VTX6ZcEaPtp87mSUGz/CBlKuFadqF0xibu2 UTHss9QM7pNrw3ZNtc7hzk3+FisgxgB3WowHfg+S4IWh9z2/VBjgg4qtvtoj Ejxi89rq/SJufgT4BK1LIsHA60/yn9gygPrt0OJQbt5u4q8UK/FlAOs/cQNX lpDgao9b29PDGWD3mmz9FxIkuODutdro8wyQfP5O0MhHImQQL2ntzWeAyg/1 xUq3iFBm19nYzRwG+KT+ZcAyighnnp/osXrHAELBE/pBG4iwlxVutfAXA2hX Su6+qE6E7yJ356sKMYGdEPMWnJSDT9r8xCSVmGCfnfFg7ws5WLrAbfvEfCZI S7UxIGXIwSsJ62u/WDHBwy7v3WZBcjC+11LrlRd3fqsbessfyMFwy6Wx97jz WYkDcYMJRDm47YpBT84ZJjCoyTK4940AnX6rWZ29xgROknd2f7lDgCudFPPD HzBBuFP9LYlT3PFjiazY1mYmyLryeXCBOwEqSwpvd+hlgqe94wab9bj5usLO IGU1Nv8lwxiz8R2+dEHcgksyrhuOCOE+usCi689zEdx2aT9dPRn8YNOC028a d9Pg0JkZ85w0ASBmIuCtf5sKzx+T1OwhCoG7y8P74yYocMEBJRm9eGGw1XLk YK8JBb7dOW98j7AooFjvEF4TSYZXsncfCEhCzyflz9NebGUngbukomtCQ0wK 9z3zjDvCj6RxwxdOod8OyeL+rxQDR0ZWj0WE0nDXJa/IqvXB2jMLpMZKpm/6 n+ezNn5oj2CzkAn6BZ6/LJBfHg0Dd/2RY99YsaJikC005IVsbiD/Pfijm1yP XFl/53lnP3KISvSNfBk53PP3OMXtNUTuf6y2y8wROZ86ZieyH9k34LFhYzKy atUF4qW7yO0yW8Z83yOn+Mx/pzeD7FDOd2+STsQtLdqYVrMcuXbTlUNx3sgn CoM2Ox1DNv+7zFz1GvKMgzSz9ynynWsfBW7/QN47efNbhDgJt571oWer55Hg 58BIOd0ZNgAawh154tz59Zmbe4L62KCzO5/Onsdt30Xvm0res0FErq1Hpi0B 7nslajRaywaK/kPpCkEEeO3XoguL7rHBPbWkD0lnueNFab+RA3ls4PxtsRKh lABF9C84VqawwVjOB7e4ZgJcbAfLZk+ywXnfI5dExghwe9AA0TyEDQzY7PYo ihxMS6Dvi/Jjg1ddzxT+GMvBumLrN483sMHOqzs2HXSVgzMNBxeIWLCB+BaZ tNEwOag7eD3RyogN8phlbUHpcnCz7NvR00w2WPXFSb6P298mGAhufEVgg69Z 0y7+3PkUZ/38clk+Nojyvnzx8185OLTbi+w4yD1/jBWt3HkXZJ47sz+pkwWq P32jtq4kQseSBy3vXrGA+5VYZ0c/Ijze2LtQoZoFpj11U16dJMLyIVqyeyEL XFRpfGuVR4TdhNXjl9NZYFHnPsqTWm7+z9/v9Pk0C7y5THMy7yPCNQ5XK1jh LLBn84OkSknu/HBPI8U/gAVklb1aFumRIARjqr5x6PnAirfFfksc5XAX7Ai4 Ia1AxJ31lz3Q9Qk5JanT6N51Eu4B51pilr0YONWSPnGrlQbJGy8bj8eKgwmn Ur+TpjRo4rDXzbpGAvi2Pmt2u0KFXnZrDl+ZlgSNrh+BoSAVnrChXx2bLw2W tw8XC2+jwAKr4adrd8iAm+6iyh/qyPD1qme9mVdlgXwHPa6Em5dFzcAq3g09 z0jR1Q75OocceVLu6tIcCu7uzumG82uouO2WdM30/ES+c75OC5yj4f6vJABr jw1yQIiG2z7pS5dzOQW388vd5bv80POQYno7rstooOc/y55PxQoXIHtsidk5 q4fWQ0T+UOxGS5FLLl4z7FtExL3JaAHpy31kwVc1463LSLgLttm3NdSQ4P3y UlPHKXWQkJIR6y5LgHos+2/Ex+rg+gOvxe1hBJh9diD+zRl1wPnM+u7KzRfK n/hFSa7qoE34e1KrnRw8tWNe50a2OhjSuWHhfF8O/ml9EU0Z4NbHPnCkhU2E wau2G7y7pwaYIQbZGxKI8FuZSFvKcTWw9NLI+uYp7vidkXvUxU4NOHIq5ux9 SfDlGQtteQU1EPDtYNHrVyRY4EM+5qmGnjcVuRidI5SCvOXl1JMCUQXcD/l3 frcPQ1Zc3CE62YccGrhe+7KHIu7m7BpriwZk/dYFgb3mSrhPSV0/c7YUeZ6F WXL6ZgJ4W/V4h99VGvR1ZNkdayeAy0UdpZHqNJjuIyYa4CIH/DMnp1LyqfBN 8ABnfYsc0DsrB0rmUaHk0ZaDxg5EMH5kXsyLYgq0OFs5X7mBCKqDVzV0zafA iMysPkEbEjjh40WZ5Y7/Koqic/qek4CNY5gHZQkZvhO+1ncDv79JhuTr13KK rJEdV+d6lB5HPvc9l1JRhdwQfb3h3jiylGZeTJW+Mu61z/MA3IYcsy1/+nEW 8lPRG2XP3yML5t/YWU9UwQ2sCtRe2yAf7inoaD6B/CD2Zsq7auRprcL17RPI xi8KxToNVHHvCyiq+bIduVS8OLw7G3ngRvGC3nbkfyWorc8dTKqm4d596uRv 1+9U3LQ1/sLKssgPhVYRviym4N76SE0p1xs9n2w2GULrNUfrL107g9qoeF5q gJjPW9Ms75BgyI2TVn9fawJa0VgQvzcBsubqLEOWaYIqwR2hlJNy8LUjYcXP Ag2wxe1TpHYBEUbkOS3zkdcAoqUbTy57TYK+JXb0rYLo+em43vNvVaWRb7Pe JrynIn9wl7dKZCALJrvzr9NBnteQWSmyEHmDaNc+uAz5EFDXC1+DnBO2/fsC B+T6sptXfrkhj/4ccM3zQ1ZSNyL6BCFbeIbUKx5E3nnx3omWKOTExpllCXHI D8TNJ9ckI39deayE/wqyZMTTgAf5yAsqxNghZcjuAzYf9auQj2ueTe55inzT u9nu6mvkN2kUMY/3yDPNrjWUr8hsqYzw1/3INqs+LTg1gbzvMOvXSj4m7vS7 /tdnxZEfD+V73SEh92n3ywcrIxN9DZq1NZGXZuyN+2qIvOVtheXlpcinZab/ OFsil60xu0uwQ24/eiS4zgVZoPKR9gkfZJ1R4a/LdiI76K7NmNyPHOYf71R6 GDkr87XMzljk2lZirdoF5EGCc1RnOjLNOm1pai7y8uMfRx1uIW+tUi2SvI98 ZnzL1qeP/uf7GrzMqaGTwVzjAo/lX2nwN1upbDiMDEQ+flsnE02Dw/I7ILOV DGR/JJt3atFgr/T9BoeFFEAbWT2/uJ4KvwiIdUSdpwDVP5Osw0FU2Dbp/LN0 gAK0xG6Q7eSosLE/d/qLDRUYktxEVLj5+/zLmCjxBhWYqEhO/XKmQM47C+pK ERpYoV3VWz3NzfP6C2p7fWnAeuGuD2cyuOMF+MXoKqSBDeYqrzabc/sn97Ia 9hgb//4pC4bYFR3IE5L60aufIzt/29nTWoJ8p+qGdcAlZGryj8Lfx5FDd6nL xu9CfrfKd4+yC7KxSvabYvA/nz/RuQjo/M/nN9BTm0j/8/l5br+3/GGhzz+S 6jH2HZnq+u7hyUbkUEMyk1aJ/E7M8Xh+DrLxl7PdJmeQ/yvlQe9d1yVPvtFw 8x+ayvi9BVlxeSr//C9U3Eb8S7Zu80K2ftJad7mDgntLzAGDFnfkcGtakkQ7 +rxE6btTwBW9L0JF0pdv7rIcnNeSV8Aq0QIFLiUFlVeIUF50oeGFp9h6JBm+ L2nXP3QE+ZJblJ6fCbKbkJbuulH0fgql4gYd4yLkDy4h2qrbkC/z07XEmMh0 IrP+jpQ8+Parc+HaURqsvCa8wm6tPFjt/vth6R0adF3cd6f7pDzIr6WsVQyn wYkXDbqRj+SBhPH8N8eW0WCSx+2r5L/yIDDHdvNPPho0GrwoX2iqABoI239s eMJtz1ERCRYHFYDh4eN7qmKoMIjsI/ShXAFc+Jk5o2ZDhVJ5q8L3DiuAMdfK k2dkqLDARGdIXF8ROD97KzvRRIFWL2W2Zu9QBPcWDKd5JlPgd8/RD0vyFIFi tpTac1cKPDnc6tD4VREcktEqNqBTIPtE1fNtDCXQcchiSeonMnxEzV7210MJ LO/1fMSXQ4beN07eTklTAlnO4bYBW8lwznSHtv47JSDwJPldkzY3/x1jv5jv nweE3QfNjtLkoNeN9em3CXSQ7VziZztIg30veoPPGNAB1Zh6dm8jDYb0HV+9 zY4O4igR91NLue1HUoW+Yhd3vDL+5evDCzQYN+/esGI8HYS0rJHp3keDVFvH 52MFdNB3u2iJpBMNZgf2ZzS8oAOvRJLvfGMa1D0TvTe/hw5a9oadcaHR4N0i htUxUWWw1vHT3cgpKlzZUKnsoaEMHs5f1ZXzngpfDWwcXbRKGSyQuylVV0mF rrKDtbJ+yiB/iLB4KJ0Kvxqcyuw9pgyUG0N9qJHc39+evf9xtjK4cOtjnJkn FU4HV6+9DJWB6NmVd7aYc+cn511UD3xSBhFB+Z9jGVQoWzY8Zj+nDIbXyUje 4qfC9Oa4Oh1lFeCvt3/R2y4K1BhVzxIyUwHtUu1eM48psIw7pOh0UwF2/ean mbkUuGyhm829MBXwuD63fE00BdZuHGNcSFUBS25KftrFnf9sDEmY2HlXBRSe 3iOeZEWBn5O1Xq56pwIYO1oXVGpT4M47j7JVx1VA8tplnp8lKHDinceBaZIq kNDOiRXpJ8NjkxO2b4xUwWEx8du6r8hQRv48q8hBFYz8COpwLCbDtCXzpqKD VcG25y2iYWfJUG3T01feZ1XBx+tLja4Ek+GtMK+cpcWqwCE6y+OpAxmaXpo+ SH6lCp76i8T8NCLD55WJdgM/VYHJqsBSOTIZetxza193WRO/fqQ8/t452Yne B1P1NyexWpX3/TC64NqSD/PD1mDzGR0QVZ5h+HGYhlsgwMTn3lfk48rvzie9 RRZq3vso+DnyiWjZUdv7/3PctJCtfRP55KDVRuHLyCLXuk98SUCOdj1WUX30 f45Lq35P24scU/OAGuqHLBrqusbRGTlWZ/yAvhWy2Kfz+RJLkU8l6r//Pg9Z 3Kpe/LHy/xyf3bb0iiyyRKnQzkP8yKf9s9NdRqm4JRWXv1zQjRzf0D4r24os dfyAXn/t/xxfTPasrUSW7i9JuFaIfCZrHedoJrKMU9+gxznkBPEYhskxZNmH bAfKfuSze2HUsD8yQXNz2SsX5HMfprturEWWO5dCijZFPm+5wHKLHjJx+vX+ 5arIiUWBuYpyyKQt4u8mBP7nOPW6yJsxCm5y/crFt74jJx35tC2uDZmyMCJ1 Wx1yco/8C4sqZOrlimnVYuQUB0ed2SvINJFBt7bzyKmVcXHlx5Hld2tVnQv5 n+Psp/2B25AV2nyU125CvhQ/t07dBllxRfph/mXI6eOLb3XoIysVtHy6z0DO 8NxDSCEi00kyK/YKIV9+XrDHbgK9j0k5Ys1VnR7kTMNvzSLtyCrdRwW/1iNf SVNeyKlGZthV+qXfQs4ScEk+kP0/x++OPt2QiJy989yEwUlkJkNPU+oA8tWW Fy4925FZp7bGPnFDzlkmeD/LFpk9cqU3YjnytetmipsMkdXc31svYiHnyoYe +r/+CrP6E2LhL2Ey3K3ULOHfw/u+KjqoCqWY7ypXwv1Rv15vnSXy7PejdL0W Rdz0K8aS0n7IZi790/2jCrg9ZK/2vDyOHPHcpbWQhJxxRPpZfA56X1XV4sfl gQvQ+7BWKDT6jbEp3PHxBdnM70PmEiuVIlyf0eBmd5Jb7PYxc23tQ70d3P6g 62Hitb19k+ZWhA/OvsJUuJ1FHvQInDHfOrn0SY8aBf46mWSyZmDO/GTnpflB luh9X4ve0e/Hd9Nwl4fkDW+sQzaiGOko30IuLa/a0p2IbLhxTXrRQeTi0aY3 IZuR9RI9pJavRL5p9MNSRBNZp3lPZIMk8o09sxUpQ1TcmnIxA55vkXNL5DQ1 K5HV7DO8BjORcwY1Uu8eR2aeLW08sh35ir6ZuNU6ZJWGZysIRsgZuxzC26jI StIfy7Jm0P2yS4Vbf27/jCxvO8ye/xQ55echj+kbyJQ4keSaBOQknfOvTu1D JtYpiTi6Ip8PuL5ccRmyrPj8A11M5IT8B7cKRJClrFb37P2Jzmfcj0aGaSOy eIz7JsEK5FiN7+fr05BFngXXJR5GPuk/I+DhiywkHG2qZoV87Bphf7/u/7wv zjK9sFyODNtIxHlL9LDnm+QhPT8pQuTROG5vM1pDi/Nv3Nca01Rzfs7hXnh/ knpcmAEuniE0T4/R4FEhMtNAkgH+TrRWZ/fS4Mv1hvM+EBhgq/eVG2s7aVA+ 3XZRDJUBXr3YmjzcTIN+37ebL6Bz2/MC/ag07vigZP7JtZ+Y3POZMR64oooG ZyOyN8RpMoCgSLVrbwkNWtVWb16sxwA7dp+wPJ/LHb+T2rd9NWKApjYbQ5NL NPjZc2LP2SUMYLKSRP+/8YJuATHCdDkDZN1sFz11nAYPjutH/7BgADHK1VFD bvt/AmzOJa5lgODDAZ/aAmmQEL/tkvl6Bmj7YVh/1IcGPVqPX/u5kQHMHabu aHHHD/msrOKLbgxwvZJztdGaBsd2Vd2z8GYAabWYhIPmNAjutz0a9GeAkDN2 4YyFNBgvNP4yfScDdExQttZy59Nt6+Va1+xhAEvvDodg7nhCLV3vy2go9/p6 cW2ZPJEGg7+v/XklggFICwK1oQgNVs3fOm5zjAHCMxZQts9QoVjksb+TMQzQ JTzDR+BebxtrM8WvnWGAtbsf9d/9RoVZpAck+0Tu9d52qs2LO77u92xVnk3l tveVDk9EG6hwScGoZn4mAxy9KV9y6xF3vDwua7TxGgP0kD+nu9zlzneArhlf AQOsP5wX8/cmFdLjrVYX3mKAOz+C9uVlcfunVj971wru9edg7LU+mQrLWVFu Qg8YILryj/XkKe71F3TZrwQywC/2U+Mrh6nQ9v79II9nDOB0Jp61Zh8Vpgq9 Oyj2kgGqJjbIDG6jwm/rR46VN3H7A2+l3ykeVGiYLnPGu5V7Pbzo6l7uQIUR 33UuSnUwwKhRQdP3VVRYO39N9r0uBnDL2FOdsJQKyZG+N/16GOCRsMkNYwMq 9K49UkEYYADt3XzJnWwqLCRlcKpGuddn2/Oj0fJUOOV578X2aQaYXnE2UF+a ClcVtLwh/2UA75vOru+484Pz40MdUIgJnpNVLA9PUGAnkO4JlGACg8PdBho/ KVAnXntEnsAEKT8KlRo+UeCB1lWzTyhMMGe/XzS0hQIfs7aI7FFiAv9K01Hl FxRICDpMUGYywSu24Ken1RTocf+S4gsNJlh4pq5uVxkF5gvdVQvRZYKMifN3 KHkUOL7+jT7TiAkEvTddrU6nwJXpg0teLWaCnS8YCf7nKDDhu6RF2DImaDbq CZM+SYEf5mutU7dggqUZt/wrwihQM9LSpcmKCbKFDzhsDqLA/bXePpF2TCC+ e/kyYV8KhKTIndobmSC4TVi7yIUCpb3SQt5uYoK2Fa/ITrYUuKmg4kiUFxOY 30zi+wMo8Pp40yk9fybII3v0X1tEgSNgIPH9DiaQOcxus9WhQPN4icyTwUwQ +qPv8ZgKBca1auTPD2WCDvuyWxkkCmxlWZR1HGKCVZVh6ZZiFKgW5FV1KooJ itgrYvpnyXDP/UPPFsUwAfmM2L6kYTKsFkpt/BLPBBETrz3NvpOhhH15+5kL TPDV66L1N+54xzm98ZtJKhNYv/A0jn9Nhjnf+we6LzNBmZEGa+ETMhycLz59 PocJFDN+SX+8R4ZmkeqCy28wQZRwxfTxIjKMrV0h3VfMBD1BEd3zrpLhW5In LaWcCezbLJrepJAh0yucubKSCe6tkKw+FEeGQQUp8wY4TKB6szmffZQMK8fL Fl16ygQx5EtJ9fvJUHTFa/PV9UwwEOlzdF8AGW6I/7l2pJEJnH9oBSp5kmFW q+jGzHdMUG0/5PLYkQz7WWqe1h+ZQL3yrsXONWR4f74C5cBD7P6/PNwSxZw9 LyKEW7JJ+2uhnQjuHQ+J3Yrh/KA+K/TMyEolCFWeCfssEQRZQ/TI176KkHok TCNvQgiEgMeBhScU4M5Pumt+lYsA63MBHqdy5aHX25fXC1PQ+zlbRkMDPTsl cFsRmUYEDWncDw3rJ2t2yeL+rxQDorf2RVVnKuEuE3407/ZpbHzEAs6MN82b J2i4C8H13Af9yAI+YQcVviK7RtnaHHiPXJytqvL2NbLQo5Eho2fIbl1PH5+r Qi4RSEsZKEMWYQcG2N5A9rAwNyu4glzmS5QVS0EWO9H9xT8e2fPavfLHx5DL n8TFMMOQJbo93Y7sRvYWNtLr8Ee+oy7MZ+qBLLW6rTnVEXnL1pu5E1bI96IP H9xojiyT52BTtgjZ77maCkEXufLH5NAuFjJBrP5xvTzyVq3MFG1Z5CqrPQEx wsjEAEuz7hkq7u2naLIWI8gPb/R9yepBJtdVl891Iu/oOxfj8RYZSvi5VdYj U+ct1pN/hBxoI8EXeg/50c6O5jfFyPLxJbnzc5GDCo8fPJuO/OSls82v88iK v7RVbGKRg6X/DOUfRn6m1/hYJASZbpeT4rcTeW9QaMAjH+TahLVmDFdklVt0 2cN2yPtfD375YIlcN/io3MQUmUFIibk4HznUMMBtXBP5pb2Z3gYVZNYeWb5S MvLB813NMpLIDaUVuYH8yGrNsQfrJtF+mfARdxutAeRGooFK9DdkjQUCw1/b kSM2vH28ogm5eV9+ypXnyFpJhwL+VCMfLrczcy9Hbmlhyt4vQNYZH/tCzUY+ Sqkt338R+d2i9JjmM8i6zkFuhieQj4Wu0EsIR25LIfP1ByPr3/3RvHYb8onW yty8zcjtk2cOCm9ENpT3sfG1Ro5eslClBiB/dBUdVlmMbBTW/jhCDzk2rSil nY3cef9owBJF5IXtG8xSCMinf2vIjokgf1b8/cXhD3r/srHpq/Jbo8jx7lkx 0n3IXYf2ue38jLwkY7Xei3fICVUKfJqvkL997G8+8Rh56R9Obtd95HPKiQdB CfL3ZVttMq8jm3maqMxmIF84LDW8KRG5J/PT47unkJdzylIoR5GTPp0M2BeK 3PfX1awpEBkwdGUNfJFTwN8v8ZuQ+72by/vWI6+Myo2xWo2cmn3Q7boZGY7u r7FgibCAEjXy4INRGvzeeyzGUor7e+r+Hgr9QYPvPS3rtxJZwGHlgQCjD9z5 xRth2VPy3P7FdezLrwYa5Fg9d7ypwgIxQXvcbjyiwbLq2JRXaixw9cRAs98d Gsw1sm4f1OH2h5d22jAKaDA1T1KFOJ8FWkt6Hn+4TINx9Fc+CxezwPAzf7OL 52nw8PmEXOdlLCDZ0VXueJIG94jY9x604F5fo156Mtw88Dskp5e+llt/8Y7c F9z5g8tQc3D1ehZwV3VTOelNg9b+SeWfnFggZFFrCthIg8vanab4Pbjny2aj 7OwaGjRcTzNT28ICBT5NMXdNaZD9pO3I6u3c/u6AHd8+Axqkmlx6vD2IBT6d qT+oz6ZB8WJ30bj9LPA7x2q4l8qdH7GUbYrCuf1z5dOAXAkaHLzYmfD6KAsY NK7s8p6jwi6prObhaBZY+53jRuf272+jfKjkM9w8mTV709rNHU9PsNyME7nX O7HSJpE7X3iw89tl1zTu+dBa/MTuFRUWf879En6FBW4vLzeTqKHCbKdt6pdz uf3TxvkVT8upMKlOK4Bzk9t+dhTrReVTYYx5X+GXUm6+R827bpZBheHlN4cE 77GA8sV8lamzVLhLe9dCjYfc9l6kfvE2d77vnal/0OoJCzg+viq7+wAVbiAN PdhRxwK73qvG6nD769WxpX/jG7nnczCD77snFZr82Wtx6x33fAorhmU7UqHu 3oUxTR+551Pp4rDHaipU/TFeN9rFPZ/zyTvkufMDosddGWov93yuOd/1Ro8K hZsOOi4Z5Oaxp4z7WSZ3PrBqaYrbOPd87o97Y02hwr7KmfcRMyyw4rSYrYg4 FX40qFa+ws8GHlknn9TMUuDra4d9akTZIPSOwLLIIQp8pAByv0qzwbmXRyqW cPvf8gT+XmEyG9zsmtUba6XAPMHHulqKbPB0Kuz6rXoKTDt4ItiawQafZSZV dnIoMP7XqvJADTb4rbb/osZtCjy8RXQqQZcNKKbDsl3XKXBPa61pqREbGDgE xV6+RIG+tqePvFnCBtbbfvJtSqBA5xqbx+PL2cAvcnsY+RgFWhlLi8qvYoMj id3Dr0Mo0PRmg/VSGzZIu7FlR1wABeoxziV4OLBBOedT12puf8pIdmg+7MIG DW893AUcKJAoQaJmb2aD3p/v31RbUqDwkZZNj33ZQFDAxTZsCQVOjiZf7g5g AxX5licLdSmwd7vLF9FgNjDRd1g2pEqBHzvk1XVC2WCDZUPFTe74/7Vj+3bb CDbY5Wajv02UAmuepxcGHWOD2ODa66wZMiw32zx0LpYNrkavUu0cIMPrpSoL byewQXXGo4tpXWSYpvH5wNskNmgtMyc4cfvHuPTsB5OX2GCktiqWUEeGhwm+ fxWy2UDqkwn/y2oyDD6pZmGWxwaa43fCYkrJ0Pd3d7RnERuslFw4sjKXDJ12 59Udvc09n8zSHXOpZGj1bbtMzn02OLBY/+v9eDJcuknH8SmHDc6vu+kewu3/ 9Bp+Jv94ygaFvlothtzxvqpF0Xvxl2zwLCzXtn8bGRLvBSnrNrPBl7Osp3nu ZCikZ+hj18YGM7lXlvly+7vJ7OFrwZ1sQK2i31GxIMNe6u2eC9/YwLA5Tb/d mAw/xu3XrehjA5seal6yDhk28BkHtw6xgf9coqqDChnWhEzenp5gg6NkuVQp Ihne7rs3qfSHDS7pJBBqhcnw6JT0QfFP6P36PyWCvl0VI+J2Um6wNzMi4b78 +1HRD0vueP2YinZ8hxKk7npFeVctDkLXKoyTmUrw7KfWyCfGksCEQK657KcI xRy7ustuSYHZdzJnNPIV4NEn/euytWQAvCy+6dZPeThtPFlxNlsWHPcTUl9i IA9DnGjrpv3R+/2TKk5+3lVCwX2bMrav6zcV938lAXgfrD3LFlbCPX+R7edL RQq4+UdeGxKd0fv+sXzAjOUDZiwfMGP5gBnLB8xYPmDG8gEzlg+YsXzAjOUD ZiwfMGP5gBnLB8xYPmDG8gEzlg+YsXzAjOUDZiwfMGP5gBnLB8xYPmDG8gEz lg+YsXzAjOUDZiwfMGP5gBnLB8xYPmDG8gEzlg+YsXzAjOUDZiwfMGP5gBnL B8xYPmDG8gEzlg+YsXzAjOUDZiwfMGP5gBnLB8xYPmDG8gEzlg+YsXzAjOUD ZiwfMGP5gBnLB8xYPmDG8gEzlg+YsXzAjOUDZiwfMGP5gBnLB8xYPmDG8gEz lg+YsXzAjOUDZiwfMGP5gBnLB8xYPmDG8gEzlg+YsXzAjOUDZiwfMGP5gBnL B8xYPmDG8gEzlg+YsXzAjOUDZiwfgvJsO+6JqAG10q2rEkZo8KNdWuUeaTVg teXVaXo3d3w60X1Rh8ztH0kLGwtaafDeZaOQr4rc9vrkEsWkjgY1Vh1xzGBy 20MIv/vzKhpM6q83cNJSA20a27OcbtGgQJK8tIyBGphtbej+mk2Dwab+fc8W qQHGqUXz9ibRYGdX6fMjZmrAcmlGMF8MDdqenru2xEINbP8pcCeB2z9Wzrc5 NrxWDcRnBMzQuf2j1vuLXgX2aqBkXSO46UmDKUe/mfm6qIGWOeNoEwcaFNKa r0j3VANTty7XP7egwb2vIydb/NQA3UdIztmYBj+H1rWc2cntb4k7nb9p0aCd Cq1s9f/r6szjYmr//19ahPZmqWaaaZ0VRaFNXUJludMmShThThKVpURCIhVK 9kqEREWohHSVVMKtm5IliTYtQjvC9/wed+9rfo/PX/N4Ps6Z8+7MnHm+rvPH qxNCXf8P/j0TwmLiew/9Dv8Jo66vzeYfpJSZWLTheuDtXdT3Z3SWd1iKuh+g /ZoXHGOIal7KBer0MbD8vXl8UYIhGtgfmHeV8uFmv+OyzUcNkZbFi0GLV9T6 enzzhzOnDdHMTgvrqmoGdr5hXOJ+zhCtOpO+26OYge977khRumyIYhaOrWy5 Rq1XpR+FV+RSv/9fGxRDzzPw6cv0JbvyDdGz3FoX6WMMrOC8ysz8niHq97E6 cXg/A28dylX7VmaINNXON+hsZ+CWtJ89WY+oeWUK+tmBDOxq7/hkVY0hWhm6 8W9LHwbGn5OzWPXUPMOX2VUuDDz52IeY2ndUftRZ93rMYeAU68mrE1qoeTEZ M1qnM/D4lu2z7LuoeTPG7wwVMnBYXCXnzzdqXsemMmk2A7dNpY0UDhsi69P1 Y48oM7D7G9/Xm/5Q8xbY/MWRZuCy3TkFQnkjtG/kQlJ2Hx2bCH8c/ahohK7k THhl2UbHaTX2wWc0jNA/K0J0Hr2iY8Wwo07u2kaoT+X1qiWU77Zzm8RKekaI WWp7ubWYjj9VTBxXwTdC1iGXPodep9a3QeFtkZONkK+BkumYDDoup1c8mDGN mlcbGnbkGB1PLVY/99XKCGXte1PMOUDH6at9IrPsqHnTZ8nkbKdjZcXsZavm GaHe9kxHqw10HHFz2JzlTM07pXzokQ81z2suo9aDmjd/y4slrtS8MUl98cup eT/farZRfivPaqyZu9oIRWfbrdg8g46nuIhzfwdQ85ZnZYwR0fHZ4W1xhcHU PGXVjiNs6vzSy/03hVHzSrZO5qpQ5+egZi/cZYQYwe9Cc6TpuL1nucHHfUbI Sn9OkVU/tR49fkXqTDw178WV34/aaLhs5tA7t6PU+UWrzVn6moaNW2ffVTxN zZsWFtv2mIZT44+cfJhuhJ62Nf6z+T4Njzd7tyUyk5p3Yi5NhvJZ2Fuh24xc at68bM/EDBpu3bPV5Ostat4P9bPc4zTsJnqglHXXCPlcDW/JOUDD+F+VrpVl 1Pl5NwmtI2h4crh3lfYjI3RZyWFj9QYaPqObdfHFM2re/ZxbS31peFzVwJ74 l0bo20bajzZXGt660c537jtqnl6E7Za5NNzCODzzd7MRsnz+IVrGnIZd7r/V Luyk5u11rE6k/FWyRjC88ZsR2mt2TUVXh4YnKm2pEwxT81rpi3NVaPj0rdIb H34boSfHd5y2HkOtvxdPVKiKkjwfapFB2a3oNm3CH19euxS8WRVxhM6eh+JY WEvDP6FdQw21d58I0ezWxs6LdDcvv6mGrl9/H3d+oTaOiXvl9cJVHW3fzL84 kVpfFlcemTWvVx3NNt94v0BJC/fLzBOUJGogxZGCehSkibc5aNzz43LJvPPH 59TYmXMIP2nd0qLnokN40CxzWCrgf59fRUONd66naixlEb69Zd9p0SZtwkkm XidmHdAiHNg1OXlpuuR5VuBvYPA3MPgbGPwNDP4GBn8Dg7+Bwd/A4G9g8Dcw +BsY/A0M/gYGfwODv4HB38Dgb2DwNzD4Gxj8DQz+BgZ/A4O/gcHfwOBvYPA3 MPgbGPwNDP4m80b9DQz+JvNG/Q0M/ibzRv1N5o36m8wb9Tcw+JvMG/U3MPib zBv1NzD4Gxj8DQz+JvNG/Q0M/ibzRv0NDP4m80b9DQz+JvNG/U3mjfqbzBv1 NzD4m8wb9TeZN+pvMm/U38Dgb2DwN5k36m9yfqP+JvNG/Q0M/ibzRv1N5o36 m8wb9Tcw+Juc36i/gcHfZN6ov4HB32TeqL+Bwd9k3qi/gcHfZN6ov4HB3/tn 7ykYkqfOL+xnkirlL+X9shu+KPFQy7dBI70WJj5WHWPQTuOhlwG9t6e8ZGK2 8rg3jSweqmr+vMCuiokzXOKOvNTnoTveHY2ud6j12jElh3+E1O+9riXYL5uJ 814d/vXQhIfSnJpkN6cxsTlb/VbxDMp/lW9PRB9h4hKf5IB8Gx7ag+pFx/Yw sX0GQy9nLg9tLnpefHEzEz9tO1l/YSEPrZ36j3PBWiZ2F7EOpbjx0NKrj5or ljLx2w2pc5K9eGi+4cOt9fOZeFUe92fcSup6S8XjPlkzcUf/uby9/jw0mXEv ZXgytf41N/SP2Ej583Ch8Tg9Jh6KuMQJ3cpD6go3y7Q0mDiyRFAXsJOHZHfn LhbJMbGczNW4VdE8NPg965PlEAPH20+y84rjoU8hFyMWdDCwxsFrwy5JPPSm K13Z+y21Xnw65dq8U9TnuzrlXCB1/62ndmvNrHQeuv/uhNnOEga+7D6dbZFJ +dfjaGVCHgMbn7z93CSXh84/O+SVlsHABW8tYwX5PJTsePBzLuWrmdxiW917 lG9K90WVUL4qX2U7yHzAQ2GWuzVqwhl4waXSbJVqHgq4ueNSE3W//bxjtt/Y f3nIe2KYxbflDOw5qULrTz0POV0MfSLtzMBNmxxrBhspf3M2+qjbMfDft6pj elp5aOqJgF59MwbuGVo4s62byjPVtftMeQy8xepZ37s+6vqLXak5R5OBRyJd rtT94CGFMcuvuo9n4L1lL3yfSvPRj+1LbdZQ99fj5T2YDxX4qLvP7d8tPXSc OO/V03sqfNQYuGh1TBMdayZ4Rd9i8FFN6/yh48+p9VlNg2W2Dh+VrbA/mFlO xzyaz7cMQz66VT9L53YBHecs+ZB5RsxHl5xnXq+6TMdmZ/xWHJ3KRycfmc9+ Td1P321spcVZ8FGsndnLjng6ttP3f7wH8VHEXeN1PyLp+NGazt3bHfgo0Ew8 Mj6Yjp2zAs1DnPhoRQ7vMMuPjuu7e3rWLeajRTx9/YmL6XiFSfDFld58NOus Tr61Ax23hvYt8/TjI1NNLce/LOg4sHCLuksAHxkm0t4uF9Nx34+hKsdgPmKM Vw0K0qHWkzbbd6EwPhq7d4L0LspP0ntGppnv4qPvP+WTD1N+OvAwsts4ho86 N4/hp/fRsMo46Qx+Ah81fP5VdL2Vho8v3OvJTeajp2u/Lyytp2GdI3KqzDN8 VPK+//2/j2j4wov9Fcrn+Shv6deQj3ep9Rlz/E75LD46/2+XXF8ODd/yijf9 fY2Pjs5vPymTTsNWacqdAwV8tO/BRzEtiYYffDiS/rmYj7ZaN943jKbh+UYa S1rL+cg//7XLtK00/Nz/mNK7x3zkObmuZa4/DXtmM8trn/PRgsyabR5eNPzh y6ntT17zkbXuk/F/L6Rhf1P2lPImPpp8qjJ1mw0Nf9ma1n63nY+46g9MDpjQ 8LY7umk3e/hILe7+g5P6NPz713n3qwN8NEb2jkcWjYZjZhlNyBjho/4d+R1F 8jT8fV7POuUm6ENp4t6jDS/YWMJd76pnitMl3MIvyrSIkvC74Ew1R18Jv7x7 LMIDSfiZXHTral0JVy0KWRQqJeHSU75Fu5skzzO90+xkcARL+OakmQlp6RLO 3iYeyo6S8MVSrZV3fSWcOkHh8SMk4eOLB81e6Ur40NmWtLb/7/mp6+vPXc9e RUPHBCsWuaWycKlxx6feThqyrWEwlegszDxgomcRSkcd2541VsRr4w1N2zx3 /aSjo9wDl6JktfED85LEh3sZaGYlCrLcoYW1EuWrJygyUXvQ92n9fZo4qOOv Ma7JTJTEuPErZ73k+a63MrT3Nx9jEY6f5i+/fEib8JrK/H0vl0p4pqeMnPMd LcKMLufoRywJf9mRJjN7p+T5rpAvwJAvwJAvwJAvwJAvwJAvwJAvwJAvwJAv wJAvwJAvwJAvwJAvwJAvwJAvwJAvwJAvwJAvwJAvwJAvwJAvwJAvwJAvwJAv wJAvwJAvwJAvwJAvwJAvwJAvwJAvwJAvwJAvwJAvwJAvwJAvwJAvwJAvwJAv wJAvwJAvwJAvwJAvwJAvwJAvwJAvwJAvwJAvwJAvwJAvwJAv5PMZzRfy+Yzm CzDkCzDkCzDkCzDkCzDkCzDkCzDkCzDkCzDkCzDkCzDkCzDkCzDkCzDkCzDk CzDkCzDkCzDkCzDkCzDkC76Y1642VkD6UVEL/J4ZKAtIPwp9oxVOowsk/agT FWkObAHpR2HrsBhPAwHpR0V9FAatFwlIPwodeLt45xSBpB81OWHmYXMB6Ufh FzZG52wFpB8VFf5V8aa9gPSjEPd8f/lfAkk/6qFbw0t3AelH4QC58k/LBKQf FaVaePXHKgHpR6EC/6OKAQJJP8pbO4ITLCD9KCz9ZJVJmID0o6Iyd8632yUg /Sj0l/FU9xiBpB/V16S1NkFA+lH4ZJJ0WLKA9KOibOZ0xJ4RkH4UahmoOXNe IOlHHcy8nZMlIP0obOyZXnJdQPpRUXXjD/xbKCD9KBRxb2PzfYGkH6UXtGTg oYD0o3AF13bsUwHpR0UF/svTqhWQfhRS36ssfiuQ9KNumw1afxSQfhRe3vbO qUNA+lFRMicf+n4VkH6Ubda8nJAhAelH/XH6mRz9W0D6USX92TuOywlJP2rX 6RWrLysKST/KBqkuvKMhJP2o362lpk+0haQfVRwXymrUE5J+1I4pRjJfBULS j7Kuf9kpbSIk/aiRHQeea8wQkn7UXX3LO0Y2QtKPiqjqOjdjrpD0oyyDUmPn LRSSftQPjUXBy9yEpB9VVCTlucFLSPpR4T430K6VQtKPMpdbLUj0F5J+1PAV umrGRiHpRxU6Vw7d2iok/ahtg2HvK3YKST9qeoqo8lW0kPSjBmc15HbGCUk/ Kr894fhIkpD0o7Yk2EYqnxaSfpSZ6bc1uueEpB/V9+r8X1MvC0k/6mak+7Q5 14SkHxViKK/jUSAk/aip1YWy/sVC0o/6tnFdd3i5kPSj8uis2rjHQtKP2nT3 yd3U50LSjzJZGZlx7bWQ9KO+yJvElTYJST/qWvaHkBftQtKPCnI96tXaIyT9 qMnDc+yGBoSkH/U5dVA47peQ9KOG89oWubtrIgUnretXr7KwKc3A0fm5Jnra 1VB4bRILB231QQudtVBSbHrJzWvaOOvVGXPHf7TQEv7qysIp2rjF8pXJnIXa iP2Q/+zuTS3MTaUJUbU2+rCq62XJNC3s9cdZz9qRhS5JXWt8UEitN1cmaJlX sFBAWkhbpQW1Hq39ksgaK0IVHroNVZT/LLPeG8xQFqH4HHQ7kfJf/c5n+a50 EXKVXZnsRflvs2uJQxBbhDSX7d5kQPlPjX/tdayBCDXmnVvYfZuJc3+mrb8o EqELCmWC/CtMvKDm0C88RYQCfD7KRqYw8acLkYcbzEXIpGDMB3vKf/vCg/SG bUVoUNGgWIXyn77TipsaDiJ0z2/2qVfBTFyi7zTX2EmE9tzx23LOj4m9h2bW z18sQo5q0S4Bi5n4++NJ69Z6i5Cy/4VJpg5MfDxd5+duPxGqvV8+bsSciU23 KCWkBojQaXpra7mIiWvm/eIUBYuQb6BcWQKbiTdwPl+vDRMh3gOjNA9lJh7f 12D3dZcIdWvZb+dKMXFm5ZPaCftF6MamtR6fvjHwnJR7a/mHRCisMmZqXjMD f9iUPWx3TIRsOJnK2+sYOHJuysEVKSIku6Wy066SgVna8eztGSJU/bi9YkIR A9/uicg9dkWEjugrZNReYeDFD9ajvDwR8ggX7EpNYeDeE8ueP7ktQuwax2Vr DzHw4cAFqz+ViNBH3roZxlEMPHGW1aBMpQhd3hmrMRzMwI/o4gPcf0QoqDbr C/Zj4LWd2tpWdSJkJq5+HLuYgWVKxmd7NIjQj92dma4ODJx+9MfMkGYRwq/G R7MsGHimf+ezhE4RijEW+7aIGPiN9ZuVWd9EaGHMAuscNgNvU6vuKx8WIY13 6zW3KjMwra1oX9MfEXptGt9vI8XAeXeymCPyYnT2YHbN2F46djp8KoupLEZr PjzJrmmm4y6/WCtTuhiJzT8fOFVH3e+ahz91YotR7yGlNasq6dhIaZ1PgIEY 3W6dNEtcRMdlH5Z+2ycSo13WTjr9V+jYp8Bx77kpYmR/NOj7vRTKfwfN6cXm YqTYeahu3yE6PuUjyHxlK0bP0bU8pyjKN2aaFv32YnTqxLMEZggdv1BQeKzi JEY+PV/WNVHrr03vhrzFi8WIN1fVPotafyndaO+x9xaj7jMm+iHU+utKTH3U Kj8xutnr/NuSWn85LKtUjwwQo+3zgt/IUOuvFuPCC6eCxQilJxY8YdPxbtnM 6flhYjR2KC/pmDIdc14fr6rZJUZP/3oetEKKju/kxHh1x4hR8oXe+fxeGl6y Z2v32ENi5PVTnf+1mfKZx9pIg2NipOdqKlNUR8NHxB6qtili1H7Z7f3uSup+ Xsr+vFeGGOX+Cb07v4iGq2qnmW29IkZbPJJPaFyl4TVZRhWJeWJklXMrtCGF hsdE0pfm3BYjadm6RRcP0XCaq1xnVYkYVXkNiIOiqPt//kBES4UYHcqjK8wI oeH6ny1KUv+I0WKF6S1//Gh4c03tWVadGLF8PHDVYhpWvVg+ZUaDGH3M35qS 6EDDOeG3Hrg2i9FlxRNhXhY0PM/pwuKgTjHa6FfobiCm4Tb95PbYb2I07U69 STf7//Xl94ZfHBajEdVhxXxlGuY+CZ1Q+keMyv7W7NgpRcPXZ5u6VCaxkfO9 J7nmG1g4oM99Y3ygDjquePVI6FFtbJixNcHFnoMavGNDcou0cKPryasMXS7S z/nbveO9Jj455s6jt9+5yP/X3OmG8nB/OZH4DBh8Bgw+AwafAYPPgMFnwOAz YPAZMPgMGHwGDD4DBp8Bg8+AwWfA4DNg8Bkw+AwYfAYMPgMGnwGDz4DBZ8Dg M2DwGTD4DBh8Bgw+AwafAYPPgMFnwOAzYPAZMPgMGHwGDD4DBp8Bg8+AwWfA 4DNg8Bkw+AwYfAYMPgMGnwGDz4DBZ8DgM2DwGTD4DBh8Bgw+AwafAYPPgMFn wOAzYPAZMPgMGHwGDD4DBp8Bg8+AwWfA4DNg8Bkw+AwYfAYMPgMGnwGDz4DB Z8DgM2Dw2X/MRlFumjmXkriEn7kVTzcv4RDmuK/Cj7p0CG9wHzt/maaEi92z X3TPYY+yFJpycMuzF42aeGRmgOPDmF7b3Ztac5xWsLCHcaps1fVBW9GtV7+f umnj67o1uPrND9vaoceL/pqnhRXVZXY+lf1ju9OqJP2JDfhRF015q3+6LoVF WNZV5LtmuoTrq6bwBp5pE86yteiOXifhHQXoBk1Gwk6THMMupGgR1ruwyMZs uoT7tJfIlj+TzK9IXFHttk7CJxXWHmkeo4mPNcjnJ0fD/z9mY8YM47ndzt8J n0hcUjdb5w9hzfSZPpyreqimJHrWgyxNbIIi7lt76KH0XeP2xrhpYcem2zrL pPXQRttD5fN+aWHfqMEd4dm6yPaPurxSpjYO1zVrOLFEFymXnHCocWbhRBxs VTBGFzVGsmOP/mDhG9tuvLeMG4Ng3svbCR2NcXKEz1naLnKtlUbXVvm+eknn 4g7Gm1hFOVkU169+N/yXDjbp21xeMU0e+cc8TGW3srHYMz/k0kkF8v5vprLB eW8nEC5Udtt4j6NC+L9XBbRjbemsuE86mNYlZXlvsxrZfuGBc6QoVIOwR/gC +xW3x6HFs9801Bhwcdcev8cKFyaggzZOp39O4uCo+Ajnm4eVELYoW8Iz18H0 40frlkeooAGz6XQXOzZOz4p/+fs+43/mq6JzZmperGNcwrPD78cqSXMItxav L/oTyMbH24tTpV20yPuXftHsyLJSRZdV2xke5Vx8tsTzp4mOGlqJLsk++8jB bYdPK93+rYa0N63pdaCON8n3Lde2SR29OGvYhLk6ONSEPbWiVAMlPGt+amHD xpaFC2aUzuGS44c262xy38shnKPy9XJ7qQ7hNquyD9ulJKzrn6ytbMsm/N8r Dd0tslVZVsUl/ONG94PSdA5hi+xTYYJwHcLhF+0nHXaRXH9wPLj+gOH6A4br DxiuP2C4/oA/776tc1lEQxqRDh+X1HGxh5frsJ0SHV25mDO2uJeD8dTu5+++ 0BF6qjFJX5WDhRNicsKeM1B9f7jr/kk6+Ggz94BGPhNtYDdt654P56uJ5kS5 Tnz/hUs4XmUp13CshGvTlquv43AIsyf7yeVO0yG8uth/uHchG494x0W30TSR bMbmCK0uLg4o9TkRaaeFjtuk++8u5uBXRmZXGJu0keDN48Udh3Xw3IMKxbmp LHR3y5Cdyyr4e9go8NyQpXubHuHOX3phofoSXue1MD9phe4oS6HTgcOybmls LBrn0sR50W+bX9zlYP6Yg22toipVZH/YmnzjKo9E6mC3Dddypab9sb1q6F5b MhXmfbVdp3DVVXkvHE8XqRZMyLcq4xIuTXBc3hjNIRyyZp/cbgcdwgYzy3IM xrOx2qdw/yda8P/ZdXGqkmVsTvFvwqHOv+wj5+khLR+5EJkNOrg9/UfCSJIu mnp/fIv8Gw4OO1lZ8SlYBsH+nfFm2bWJYwnn5u2tL/0sjZI1uAcPR+vhkWcH +Z41skh6oU5Bx2NdvKAncdvXG2PRhmjWx9kaurghy8Pq2GpF8v7/XhXQ2axH +EqSHuEnb8x+j+fpYnM307K8n6pkf5/H3StdqhWQ4Gl05vqneriW/zllwoYJ aEJBuWaxoR52jP5c/1BFGfWkyR5U3gHHV0XeHPOe51iP8OOtDY2m93XxuZ56 S8skbXJ8/X/mc964qKIvJ998Va/Xw8YRl8Wf09WQf5k4INZYD1sL5C2kvqqj j107mv/s18Wb/Sd5/fOIS94vHxM24nmTQ/hExoO01hQdwoJS5VnBMWzC/73S EAvXtY8L0SNceafv1uOLku8H9ofvB/jW3OYCFRU64i0/ZBgWpofpSzfxJxxj oMEXDoHb8+H4mmgYvcz87K1H+F1cRoHpZV08TeWFtuoZbbQm7Hjvthu6mHPO 5m0q5a/ga77qecvh/WwUfaHnrYfYYJSl0FefGplZa3SxsZtuTeaqb7anB37K XX2hh5Nm+H7t0h+2Vf7et/v8T108yEpXNWn+bbt7pOvXKQPJ9Wwh7Z3/wUYP fxf+uf9dH55Hp493nh4cCIofIbwgq+FJUI4uyvcwME101cOr9z1Mcv8E16M+ lveuuPl9kTT67a98VDrbAG/a49I5YCOHVp9dv8/uuj7mzb+gXT53PNkfri/u c72YCEcDXNi3PTO0Uo1s3//yCtNoyzi0Yj79TsF5A1z1M34uw1gJKZemBFne gverogur937MkjfA66v5rKokFnm/zJU9Pf4umoSTHZC7zXo1NL3hfZ3vfAN8 +GSm0sk1Gui26cTvpn/p495Z1ZPVJ3LJ/nIL1/OOhOsQhush4sg6t6ydBoQf n9N8bewp+Xxg/0M/vjTn8umoaIzCIUGgAWaMPDI2LmGiAWmWv78uHE8Tec+J SJw/3YCw2ZWhyaksfRyouO/elDIdVB1erNfOge1sdOL3RwvmW0Py/Yd8PbdF /EcfZ1ZFnE9v6bPtirnetX6vAU6suiizcmTEtsc+7n2oL8zTRZPCJsmcyjDA D8buO+BgNzj6/Rpip8Of5KXrxiDg/qAF85dlyqLZhhsmCV8aYt5i+uq+C4pk O3x/9w37raQijHD1ogazjYbjkHJ31dSWAiNsf/J3m3An9fv3RDH5vrC/Khr8 0V6vvd8Qm4nHNB2co0WOZ/SatdPWUx1t0AiZ5fvCEH9ObB4ovcEl20OKBtTH yuv8z3waSpNVWb6y0xCrLb+T9rOKgcL+PW+y5wxs10Qfe94fuLfDEBct2jit wZaLDJY6tqqRv4eNWhwbwmUK+Vh9X0mP88kh2xUqgo8DikY4KNCxuhvD9c/D 72OnqXLeSqMDqb0R5rF8jJtTvKTk4PPg4QFNlqqtjzJ6YPHdysSfR873c+mt aoc4Hi4uDEufXKBJ9r/PrOBs2KmO9PpTNs0r5eG22Ts/tqtwyHY4vyONXxLS n/FwcvKs/T4OTFQwzcfa2Ru2a6L+JvenQkdgKbS34brRP1U86ve8Wbt35i/b 0u1592Yt5WGGo5TjvAvw/ycEOO7gqYWfVOXR8tTX3Q8jBOT7DDq522HuPYoH Puk9njkB4bJ9MxJMhOR8Yv2HfvTuEuLnet6M1aYscrwVSiZPZdpVkcv3v7Ui 42F/GmrTfThW46wQX0hzajKl1iO511+prA2H7ZrIkPO2f/lkIf4/DkitRA== "], { {RGBColor[ 0.45934363059475947`, 0.1094293569143995, 0.5373609509819556], EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData[" 1:eJxNlM9uUlEQxm/USs9DuPAt3LnWTQXduKhccGFMSy8ubUETjeClmjSRAq1u 2kJpaSko0gpaW62v49KFG+M3OT8SFl/m35mZb2YuXM9GqaVLQRC8EC4LX4Vv wpHwXTgTPgqfkGb3iZk9EH4In5Fmn/P+DP0cv/lOybUa28KOsC7UkGY3kVZ/ JBwKB0L7ShDclbw163v9pK+9r1NjiP9C+CUco3eZ7QgeLfIG1NgVesxuHNv4 h+SOye/CZ0xui3odYV84oc4pMzan9ncBnyF5A/oO6WW89x3zSlbZ0Tq1rccH 6+88j65kPxEEKel/E77OHtxNbqJvMXePHU123HZ+r3uSdeGt9IbkS+G59JLk O9Wdkx7PSF4NgjvGSXLDeS4tR0z67xnfc4O+JhvMuEX/beTk/i1u1+SN+apT +ZbbcT5Wc77+G2JjbjHibj3mrFO3Qb0+Mxvf91O7/MJ31edGO/hG+E+wO9Tb pWYb3W72T7tISt5OeF6rcMsJK8IS0uxlu6VmKEmuOf/+2VTOKvXNV8Q+5pZ2 20XhKXXsd2B3D7FzxB+q7hPJR5Kv6W3xNG8tp8SOyzYzd7R72rcRBz4vgnsB Pnk4rcH/lfP8zFehT4GcPPlF/DGxmLcFbmR2jX6T/4Aqehl/GbtIXoV5JvF7 7CIjZLEzzGt3eYAdws3sBXaVJRZhL7DfPDHzP3bef9/5N2lqpNl5yJ0q3C5H bJEZG8Ry9A/Zf5leSd6nmDFizghulmO/uXn6mj6H/WfW6/YbzbCHkHdJ3t7g e7DvIoZThd2vsMObzte75nzuPLtYhqNx/Q8u8N+r "]], PolygonBox[CompressedData[" 1:eJwlkLsOQUEQhieCc/YBlApPoqbBoVFoNCISohSFQuh0bgmJuF/OOeLFlAqN +CZTfNkvuzs7/06u2Qu6CRHJQBImTmTKOoAh/k6JlPAylNIiMXsx/lTwM2zx B1zwrycS4FW48uAhbbUV+OEn7mzEao74GmZie3rWgj4+grGzDJqlA238BiEe wR2vOztrQB4vetZLM7w8y6TZtOaKF3zLVoMlHjp7S/8U6d+d9dZMK3wJe3wO O2eo64wWeNZZb53Rx7eZ6Gy05oH/AeodMRs= "]]}]}, {RGBColor[ 0.43520689178427835`, 0.11075607074319854`, 0.5580508529458665], EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData[" 1:eJwtj80KAWEUhk+GMrdgp9yCpbW9srWglKZYjrJBoSgW8pMYI/9/c1WuwNLK c5qzeHuexel9vy9bbZWaCRHJEIf0XZEu9OCF7PCzkszxHnyQEI/g1W70dm83 S3giU3wNtyTAA+0mbdyHn7RIGf/CX1KkiOdSIit7wxAurFO7I9t9w5fu4U/Y sc4BHJMZPoEVJ+7Ubs86RzBPangB3u1tN9iwHu3zzevwaH/RP4W2e3DjDd3a wD8CFC9B "]], PolygonBox[CompressedData[" 1:eJwtkbtKA1EURQ+S6NyPiBDwF1KbTjIpFMFCSyPESn9BUIhJEYuRPHzGDCHx BfpPtloIClpE1+aeYjH73nPPa09593DzYMHMylCAlaLZGt8teEvMfpfMfmBK cAbVYLYKJViGU+jy9gw66BYcWbxTTDnKrVErhWfuRsRu4Qn9mcReDahwHns8 g2v0K71ffAbN8sF877C+aLbhSI8hhxk5N8qFKboXYi3VfED/8WYOKbXqcA4Z tKnZcdreQ70eQ5xVNe9V2+vrbhTiTtqtB/0keiJvvtDfjnTmvdQz9Z2028D9 k2d99A5su8fyeg8a0IR9GIbotXJyv1PsGE7gMsTdNeMVeuJn5Sg3d6/kgby4 8Hp6o9w731d+6V/8A/hiUCU= "]], PolygonBox[{{2436, 2435, 2438, 128, 2434}, {2406, 120, 2409, 2393, 2394}, {2449, 2448, 2437, 120, 2432}, {2433, 147, 2453, 2448, 2449}, {2365, 99, 2360, 2403, 2404}}]}]}, {RGBColor[ 0.41107015297379723`, 0.11208278457199755`, 0.5787407549097776], EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData[" 1:eJwtkL0OAVEQhQfVrfQShVov2UIi8QZUVGwhssUSjU52hVgSf6vzF7yQzvP4 JneKk+/cydwzc28tnHTioohUUAnlTuQML/COTvib1tAanzp/1voVdlGED2CM UvzUeanfwpb19GGPIQE+hCHnGb4NB9ajeUurr+DeZh3htyBSxf/gzvIz+EA5 /uN8lt6NYIO+Mr4JD7b/0Pk9dNYIvuy9T5hYj741s/yN87ma/3Z+J80fwzkf V8cv4B8TWSgR "]], PolygonBox[CompressedData[" 1:eJwtkb0uRFEUhddlcE/lCRCJqdQmUYwHMAp0WplpTamTKDQkfq9QIISCktdQ 6DzBaE1CQjJT8K3sU3y5++yz1v45d3azu741ImkKanAwJu3DJ/ShDnPQK6UP GE5IA3hE/AS/5H6gIncOjSQtQBOWYAamU2istcZa93Cvb3JfZXjsbREvwwVc wgva59zTvY/QHDPnCZymmKmXa7jWCppW9tjrGT2ra7r2DsvO412EjVFplxp7 rgXXxEO0g1rs7N3vUty53y1xlc/2HBK/F/F2rrlN7ZsUWs94RXyWz/ZU+U38 Nm3owMO4dA9/IOZ95UNJTUKjiJzvvJN3WyNezR57+/lfOee7ZhFez/RG/A/3 DkKV "]], PolygonBox[{{2444, 2443, 2458, 144, 2445}, {2361, 106, 2368, 2334, 2335}, {2441, 129, 2442, 2443, 2444}, {2401, 133, 2432, 2423, 2424}, {2405, 2404, 2408, 114, 2402}, {866, 57, 862, 1274, 1275}, {2410, 114, 2434, 2411, 2412}, {2412, 2411, 2439, 129, 2414}, {2424, 2423, 2406, 106, 2400}}]}]}, {RGBColor[ 0.38693341416331606`, 0.11340949840079657`, 0.5994306568736886], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{2419, 119, 2353}, {2301, 100, 2369}, {2425, 131, 2428}, {2356, 100, 2301}, {2450, 131, 2447}, {2452, 132, 2451}, {2405, 100, 2366}, {2444, 130, 2441}, {2400, 119, 2424}, {2402, 100, 2405}, {2375, 115, 2378}, {2424, 119, 2401}, {2446, 132, 2452}, {2445, 130, 2444}, {2412, 115, 2410}, {2414, 115, 2412}, {2418, 130, 2421}, {2378, 115, 2413}}], PolygonBox[CompressedData[" 1:eJwtkc0uQ1EUhfd1Xe59CiXhESok+gJqoDqpmZozECmJVIKZv4QQ5jXQYfsY JIx4AqYkJJq0A9/K3oMv2Tlnn7XXXme6uV3bGjOzGRiHxcJsAaagBJ+52Qf8 wC9scNai7wQuqHfhiPoY9qnbhd+pZ4f6oPA7nenuYcKsAzZplsBl3EvjnHrA jD+44e4W9jDXgjYcBqobqdl66j3qPc3MzuA65kvzirrGrNWYqdkjlhzCLL1z me+k3cr0zsMIrSE80tOFOmdrkYmyeUb3CcoJ/bCJh2bqmtKWB3n5gu/MNaS1 zIxq7m/0dgkqiWegLKqwEqjuQR9e6XmBN3hPXFPa2km7KYNGeJAX7aTd9Gf6 u1L8pTIdhAd5uYP73DWlrYyVdSW8aaZm98OLMlE2/6a7TLo= "]], PolygonBox[{{2359, 2358, 2366, 100, 2356}, {2372, 2371, 2410, 115, 2375}, {2417, 2416, 2441, 130, 2418}, {2353, 119, 2400, 2387, 2388}, {2413, 115, 2414, 2416, 2417}, {2369, 100, 2402, 2371, 2372}}]}]}, {RGBColor[ 0.362796675352835, 0.1147362122295956, 0.6201205588375995], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{1407, 86, 2299}, {2359, 86, 2292}, {2356, 86, 2359}, {2418, 116, 2417}, {2381, 116, 2384}, {2417, 116, 2413}, {2275, 86, 1407}, {2384, 116, 2415}}], PolygonBox[CompressedData[" 1:eJwt0s0uA2EUxvEz/dCZu9BEWLcbokmFaAgdi2LDjq5Z+Egrqi6ALWHPgiWX oQkrroCt7kg64v/kPYtfMnk773OenE55Z7+1lzOzCRTQT8zOcIBDLGAei2jg umR2hYui2aXT8zeG+IvNsjjc0d2h/9YaM1vHOcP62MqbbaPGO7MYRxmb2PCz mndQlwqqGNDxBdOR2UwUzip+R3eVqexdtPMhU9k/dPrFMc9H6OIEH2S8o0On LjKWMMIknaeKYYZm1TEXhQxlaQfaxRtnr56hrGfOnjBChhwipFgrhZmafYpe EmZo1ieZX3F4J/UMZS3zzhJWsJqETGU/0PGxEDp3fKfabUpGEze4jUPnundU V/0H+i/ucO/0HHnXnnfTN6BvQTM0S5nKbvi3oE7q1vZda2fa3T/ec0t/ "]], PolygonBox[{{2415, 116, 2418, 2421, 2422}, {2299, 86, 2356, 2301, 2302}, {2279, 2278, 2292, 86, 2275}, {2379, 2378, 2413, 116, 2381}}]}]}, {RGBColor[ 0.3386599365423538, 0.1160629260583946, 0.6408104608015106], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{2275, 72, 2279}, {896, 72, 1404}, {1273, 72, 896}, { 2391, 117, 2395}, {2279, 72, 1319}, {2431, 118, 2429}, {2420, 118, 2431}, {2307, 101, 2310}, {2426, 117, 2422}, {2310, 101, 2374}, {2397, 118, 2399}, {2376, 101, 2373}, {2422, 117, 2415}, {2373, 101, 2370}}], PolygonBox[CompressedData[" 1:eJwtkc8uA2EUxW9nOmqeQuoR2GhIdE/H39q0NsKWFUmbiHqA2hL2LFjWY5C0 Kx6DnT8dfif3Ln7JlzPfvd85Z+oHJ9vHiZnNQRWK3KwFm7AF37NmX3BdM7uB EqbwyOUn2J0x24F7eIBzZs7Ycwp9zr/M/kAJfzCPVs99p3avcF4OTd8GmdlF 5jOaXURbgDbsQYHWglu4g0bFbAlWoVlxD/KS4DGFS8INoJOadQOdD+Eo9UzK NuTNK3jF94v5Tu3+RPvIPKOyvqO9QY+d/cQ9tSODsjTDyxgmwThmNKvO1J0y KMsGbxcwgueae5K3KXfKqmuj6Fzdd3LvVh3v554xiR3atY62Fv9Q/1Iee9GB ulDGYWRStn8JA0Tf "]], PolygonBox[{{2374, 101, 2376, 2379, 2380}, {1404, 72, 2275, 1407, 1408}, {2303, 2302, 2370, 101, 2307}, {2385, 2384, 2415, 117, 2391}, {1278, 1277, 1319, 72, 1273}, {2399, 118, 2420, 2354, 2355}}]}]}, {RGBColor[ 0.31452319773187276`, 0.11738963988719363`, 0.6615003627654217], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{657, 58, 892}, {1415, 87, 1603}, {2315, 102, 2319}, {856, 58, 657}, {2319, 102, 2377}, {1273, 58, 1278}, { 2382, 102, 2380}, {2307, 87, 2303}, {2298, 92, 2338}, {2355, 105, 2399}, {1278, 58, 869}, {2303, 87, 2300}, {2338, 92, 2364}, {2380, 102, 2374}, {2390, 105, 2355}, {1603, 87, 2304}, { 2383, 105, 2270}, {2324, 92, 2280}}], PolygonBox[CompressedData[" 1:eJwt0D1OQlEQxfGj7wm+3sbSZWgoYAOABJXEh4UdDfaCCbAAbDXaa6ElLgMT rbRgEdiD/5M7xS+5uR8zc+7R9U1nuCvpEDk6hXSKC/TQ2peaeMIzZlyeosyk PvKqlKGFNj6wwAZbvFP0LU81XOtvT1qjW5HO0NiR6vjCd/D6B78Y0es2err3 K29eKqmne59w5zhquFY7ZlnELO7RjTd+24tslyhxxyxjTDA1Mk2ytOeze8xj Zs/+SM2Hatrz2TayOqOzrsg44B9LHFC/VqS1986jp3v3cVWkjM7qjM76yb2l UiZn+wdlrzYv "]], PolygonBox[{{2377, 102, 2382, 2385, 2386}, {2311, 2310, 2374, 102, 2315}, {2304, 87, 2307, 2310, 2311}, {2280, 92, 2298, 1944, 1945}, {892, 58, 1273, 896, 897}, {2398, 2397, 2399, 105, 2383}, {1409, 1408, 2300, 87, 1415}, {861, 860, 869, 58, 856}}]}]}, {RGBColor[ 0.3032816368966112, 0.13147899576881147`, 0.6779653598878215], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{2329, 103, 2339}, {635, 30, 474}, {2386, 103, 2377}, {2392, 103, 2386}, {2398, 104, 2396}, {2383, 104, 2398}, {861, 44, 642}, {488, 44, 652}, {462, 30, 329}, {856, 44, 861}, {329, 30, 482}, {2344, 104, 2349}}], PolygonBox[CompressedData[" 1:eJwtkD0vBFEYhc/s7uzMhISClohG4ResykdvV7KiUGmo+AGsZKeh89ERegpK fgYJNYlq1fQ8J+8tnuTemfue95wzt3Owsd+QNAst+CylD5iqpGk4z6Uz+IHf hM/9trQJ93AHrULKYZyZMZiASbjm21URGtY6hgEMoYZXdr5AJ5OWIGNGUEBZ xY5+2uFdz2g9wR8InyvMLMMbvMM8M7v82oMFzmvMrLZD09o1YRe5zsAh50FT OoIh1M3QtPYDZTzCN/dRGRmcpct5HW7gFrar2OWdW1VoWGuQsjpTJ3m0V3fq bq1p7a8svNjTKIsO3WUXekV0UKRO3e0pmid5ZHI2e7RXe7K3OnXrN37bS1ru zN1dkvmiEZmd/R95CjnG "]], PolygonBox[{{652, 44, 856, 657, 658}, {468, 467, 474, 30, 462}, { 2320, 2319, 2377, 103, 2329}, {2349, 104, 2383, 2270, 2271}}]}]}, {RGBColor[ 0.2942002551494927, 0.14770632853798632`, 0.6937226078728643], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{197, 16, 323}, {1410, 73, 1406}, {468, 16, 322}, { 1416, 73, 1410}, {315, 2, 208}, {963, 73, 1411}, {462, 16, 468}, {906, 73, 963}}], PolygonBox[CompressedData[" 1:eJwt0L8uRFEQx/G5uLv3JCvZLUhWI7IKCl5AJxS2Ygt6D8ATUNCS+NMRegpK +wIewBOs2MZV29735/yKz83cMydzZmbp8HhwNBURi5hBUfHBCz+vuG9G3OGq jLg2xb+YYEBuD28Y4rkR8YSSuIHNIqJNSb2xQbxNbgtF4gx9znbwhTEOyO27 hmpN/JbOlBv77jfqIr9Ruof/Xuh9Fw94xA/qKs+gWU6nI05whnPM08Ncynd0 9xOjKp8pV/utCwa4NMU3uDXFqqnaQ+9CO9QuPzy7dvAeeWbNXiGlvGPtWj2r 9+RcC7NYxQrWsG6KR+61Q9xGFwumuIdl12j5TsdnPddU7T+GmTcH "]], PolygonBox[{{323, 16, 462, 329, 330}, {1411, 73, 1416, 1604, 1605}, {899, 898, 1406, 73, 906}}]}]}, {RGBColor[ 0.2851188734023742, 0.1639336613071612, 0.7094798558579073], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{1776, 88, 2308}, {1612, 88, 1776}, {2317, 88, 2313}, {2313, 88, 2306}}], PolygonBox[CompressedData[" 1:eJwtkb0uRFEUhdcd5t47JQUJDckoKHgIPwWVqxi1B+ANKO5UhGTQEXoKSmpD P56AmMaoqX0rZxdfcnL2OXuttff83kG135A0B+PwXEhPkJVSA5Za0iIsw0rg 8we1T9jhbRV//HeW2gy0YQH6Y9IL1E2pC2uZtAqbsAWXiF/AIW+O4Izzady5 9sefX+jk0i684fFVqYd7XaN5BT3enDeTZjs82/sJPY/DQz80rFVDFx4J/QDb ZKnK5MnevmAI92jeQY5GUSQPnbhzzZq98GivP/QYlcmTvTmzs6/zdiNPmnV4 srd3sgwik7NN4nkiZuhZ2pO93cAtTHM31Uoa1rKnPHbgXYzw/J2lGXqWw8ji O9e8U+/WmZ3dO/Qu3dO9/wGwNUMd "]], PolygonBox[{{1606, 1605, 2306, 88, 1612}, {2308, 88, 2317, 2321, 2322}}]}]}, {RGBColor[ 0.2760374916552557, 0.18016099407633607`, 0.7252371038429501], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{668, 59, 693}, {693, 59, 901}, {907, 59, 900}, {900, 59, 895}}], PolygonBox[CompressedData[" 1:eJwt0atOA2EQhuHZ7WF3LRU0KQJEEVSUi4AiKKatoJYLgJsoFhIODgIeBEiq OXi4AhpqKKIYsLwfM+JJNvt/Mzv/7MreQW8/NbNllPFUMnvEqGJ2iHphtohZ bvaFElLcEb5HhbMyFlArPKPsRWZ2iQH6eMA4857q3amabeEWN8g4yzHkeTfe 6Uw91OuEmlPMErNPHDH0MXbIdDHHd9Uzyv7gF31m6eEK17nXqPYM56nXqFZ3 0F3GMWsad93kWxvYRjfxnuqtGYdxh07M8D9LZD8wTXxH2pVm0Cy6YxY70W5q sbsGlvDCP3g2/6a+vcq7JtbQwhtnr5FRdkLP99z/UT16NKJGtetoF55RthW9 2nE2jVm1U+32DwAmQKk= "]], PolygonBox[{{901, 59, 907, 964, 965}, {661, 660, 895, 59, 668}}]}]}, {RGBColor[ 0.2669561099081372, 0.19638832684551089`, 0.7409943518279929], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{2332, 89, 2323}, {2274, 91, 2352}, {1955, 89, 2314}, {2328, 91, 2274}, {2323, 89, 2309}, {2318, 91, 1264}, { 1786, 89, 1955}, {1264, 91, 2193}}], PolygonBox[CompressedData[" 1:eJwtkLsyQ2EUhdfJ7Zy8g0ZDwWu4FEkKkoLSA/AU0jITVI6hl4IZCmqk5xVo REFD6Vuzd/E1//7XZe/FvYOt/YakBWjBG7zCC8zgopRqmLSlEzjm8xGcwhm0 KqkJN4hvYbcj7cA1TOEPzW873jxb7kpLsAKr8Ij3Qxke9ppl9lohrReR4axz qOG5KT3BIZ5j+EIzr6Kju87RfBbR0V2n2aVi1oWxtelhrw/+vqfG2k3+bkAf Bp3YeZI7eJd7PO8a4WGvOrv5zTNnOGsIozJ28C496Ce9zHT2ILO+4QeG7LIN l3BVxU19W795Nkpv38y38w18C3d293+96kBn "]], PolygonBox[{{1778, 1777, 2309, 89, 1786}, {2348, 2347, 2352, 91, 2318}, {2193, 91, 2328, 2284, 2285}, {2314, 89, 2332, 2342, 2343}}]}]}, {RGBColor[ 0.2578747281610187, 0.21261565961468573`, 0.7567515998130357], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{2348, 90, 2343}, {976, 74, 1006}, {669, 45, 662}, { 1962, 90, 2113}, {1608, 74, 1414}, {662, 45, 656}, {1614, 74, 1608}, {2318, 90, 2348}, {1006, 74, 1600}, {2343, 90, 2314}, { 513, 45, 663}, {500, 45, 513}}], PolygonBox[CompressedData[" 1:eJwtkL2OQVEUhTf34vICai9DZYoJCjoPwFuMmtCSMVoKEgpqM3pegWaIn8ZP 41s5p/iSk7NX9lpr5+rNz0bczLIQwikyO0I/ZTaAj5hZEfZwgBmiKZTQlKHA X95rpH0kzO5QTZrVIMOONJShAgvM5vAVmLUCt0O7vmEIKzRLCHknIqeRdg2/ gfvTTBmU5eCz/cMROszavoO6KIOyjGHi0VuZlG1D5z9zHdTlxuwKT3gl3Q10 iy6denDB8xw6D3lVfDdlVnZpuv4GusWO3VvvIa+X3/2DdgRvLRY61A== "]], PolygonBox[{{493, 492, 656, 45, 500}, {663, 45, 669, 694, 695}, { 1956, 1955, 2314, 90, 1962}, {1600, 74, 1614, 1778, 1779}, { 2113, 90, 2318, 1264, 1265}, {967, 966, 1414, 74, 976}}]}]}, {RGBColor[ 0.25051481997877756`, 0.22974246584885596`, 0.7706569585974746], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{358, 31, 494}, {500, 31, 493}, {493, 31, 487}, {350, 31, 358}}], PolygonBox[CompressedData[" 1:eJwtkb1OAlEQRmf5WYi8g4lvojZSaWLCUmDlA8hjYI1B6DCgjSRQQCKF1IiV FPIYbEQagcLz5U5xks3cnbnnm3tyW7++y5jZMeSgVDA7ggSqsKL2DQv4hKRo VoEe9OEsNjuFX9jCfdasAXP4gMe8WQv+YAcptXU29Kj3hTue4RUG0EGmDW8w hRH/DOPgJLdyZHYBl3AFKQ5r6HL2BBl6Ip+hWRNCjXPBWe5L7v5yh9Qd517T 2bkywQ89G4j5zhfDDM26waXmTnIbuLt61Hugto9DJmV7oNZ0R7nufBeaoVlT z6qdaXfKoCzamXZX9bd4h1khvIHeQjvQLra+e92pu2f+r5zlrgzKIge5/ANb SEvd "]], PolygonBox[{{494, 31, 500, 513, 514}, {335, 334, 487, 31, 350}}]}]}, {RGBColor[ 0.24951413997720556`, 0.2501919818376601, 0.7777213259009912], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{202, 3, 214}, {215, 17, 344}, {335, 17, 328}, {350, 17, 335}}], PolygonBox[CompressedData[" 1:eJwtka1OA1EUhIcWdjcB0ycgPEqLQSNoBZgKcPAarS7hx0GgGEiogARE0S0O DIpXYDeFGn4Svsk94ktu7p3ZM2d2rXuwuV+TtAqLsJJLy9CGDvxl0i8MOV/B KeITeIBH+FmSvmEbzU6W7vzWq0t9uMFzDa1CWodDGEAJVZE89t7CKEsaa2eE +YQWd034gjnsLUi78AElHDP7KDI4yz2eO9jiG22ok6UWmZ095y4rksbaeXzb O3rXTuw+hifYYEaDXlhFz/DK4QVKqOA93qx5U/LY6xmeNeVxEh57R7GrO3bX zuisF3BZpJ28mzM7uzsfRofusorZ7sTdnHN3lqcO3IU778VMz66ia2usdafu dhD/4h9RQk09 "]], PolygonBox[{{344, 17, 350, 358, 359}}]}]}, {RGBColor[ 0.2485134599756335, 0.27064149782646424`, 0.7847856932045079], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{1789, 75, 1781}, {730, 60, 958}, {1781, 75, 1602}, { 1032, 75, 1091}, {978, 60, 969}, {1091, 75, 1609}, {707, 60, 730}, {969, 60, 905}}], PolygonBox[CompressedData[" 1:eJwt0D0OAVEUxfGLYaag11oLK9CgoNBQsRnioyM+GhIKEgqzDBq2YISOwv/k veKXyLx7z/NOqd2v9tJmVkSAbWi2QTkyqyDgMIMJpmhwVscFMT4svTFgdohx 1myEL35YM7Pymcpu5cya2GGfczvaTfBCHTUssIxchrK0o91Gihl00MWczFno 7tTde5+d51shdJnK1oxmu373iSTl3qS3nXBGxGyIA2864kYnV3N36u4Hv+/+ m85i34V2tJv4bHWm7vQf8r4zdadMZdf8W9WxulaH6vIPLPk5kw== "]], PolygonBox[{{1609, 75, 1789, 1958, 1959}, {1009, 1008, 1602, 75, 1032}, {698, 697, 905, 60, 707}, {958, 60, 978, 1008, 1009}}]}]}, {RGBColor[ 0.24751277997406146`, 0.2910910138152685, 0.7918500605080245], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{1279, 78, 1320}, {1782, 78, 1279}, {2289, 78, 2197}, {1954, 78, 2289}}], PolygonBox[CompressedData[" 1:eJwtkL1qAkEUha/xZ9dCn8AmzxItYmmVtVBIpY2+jpo6xkZBCwMKKiQPERX0 FdwQO4V8h7nFtzvMPTNnznl87Td6D2ZWgRxU+TzBc8GsDkXWse9pVov5wx/r K5w5c4If2MMsMptGQSPtG5ePYAVrOMIBNlmzLQzzZgO4wR2+mX25Rtoid8Sw xOsTJtz94R7yambMEuhAF8rslSDRDBZkmBfCnmZd114gzQSNtFvYRcFDXi94 Jo7W7zCOg0ZavUlv+yVDmg0dqas8b855ZmVXxo1rpFWn6lYZlGXv3SmDsty9 ixaattPyDMqy9i7VkbpKPYs85f0P+i5AjQ== "]], PolygonBox[{{1320, 78, 1954, 1432, 1433}, {1269, 1268, 2197, 78, 1782}}]}]}, {RGBColor[ 0.24651209997248943`, 0.31154052980407254`, 0.7989144278115412], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{543, 46, 686}, {528, 46, 543}, {699, 46, 667}, {708, 46, 699}}], PolygonBox[CompressedData[" 1:eJwtkTFOAmEQhcdlF1wLuYANHdxDKKCzcykgdlDAeeAAoA2bQKEdyzFUErgC ELFS+Z7/FF8ymXl58+b/a0/jh1FkZncQQ/fKLIMBDGFVNlvCbcWs6qjOoAu/ idkP9ND04VQyO0KK2Q0c8ThAwpJyFDQ995T3np07eIcP6NBrwzPeL75DuwrY VIJGWmVUVmmkXUAODbLUYQJTaJLhPg6e8lam1HuaFWRde2Zl/0Zzhj89RhLe YOA36Bb1NNMO7dp4tvQab0f1K5o3R/UjvQzO1F9x2KFd6mk2gzlseaPPKGRS ttxvazJrOar/PeJw48T/QH9xAT2YQJU= "]], PolygonBox[{{518, 517, 667, 46, 528}, {686, 46, 708, 731, 732}}]}]}, {RGBColor[ 0.2455114199709174, 0.3319900457928767, 0.8059787951150578], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{1119, 76, 1136}, {1961, 76, 1611}, {1967, 76, 1961}, {1136, 76, 1774}}], PolygonBox[CompressedData[" 1:eJwtkbFyAWEUhe+ylqFAb4aU8h7olVYhSmbkfeIBkiqKKOjwGAkzvAIGVfiO /xbfzO79955z/rMvw/fuJGNmNYihwUsdvmEG/bxZCmvYwDRn9gH/cId5YvYD Zc4qEDEzaMIr/PH6C2mEVhRmTdeQVlow68EnfBWCh7yKPJfgxM4RErLk4Q2v gXvKWzOdVaAKSy6xiIOmtHfMtrDKogsdZm248M01Dh7y0o527343ecir6trq RN2MyTLyTMpWYqcILWjDjZ1rEjpQFzPvUhmURR2kriEtZXhmScKuMirrCc7Z 0GnZ/4H+xdnP5CnvA1Z771hdPwAMCTxV "]], PolygonBox[{{1774, 76, 1967, 2118, 2119}, {1094, 1093, 1611, 76, 1119}}]}]}, {RGBColor[ 0.2445107399693454, 0.3524395617816809, 0.8130431624185745], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{529, 32, 519}, {388, 32, 506}, {378, 32, 388}, {519, 32, 499}}], PolygonBox[CompressedData[" 1:eJwtkDtuAkEQRHth+UhLgHMHkMI9wDGpF/FJQXzOAweACAIcQAYcwzYSHAAn tgyR/Yrp4M2MenpqqrraH7dGGTN7hhiaLA3oQBfSotkrLGAJx4LZARLOJdjR s41Dj3qriFVgBWv4QPMd0sisDfe82Q2inFkGjPMfe4+9D19whSZaL/CTNfuG hD9KTuIe5VUa0qpBHabUJnHQkJb+1N8DGEYhU8d71HvBwtk9yuvavX/CCd7Q 2ECZzE+F4Enefnl7cx7nfMimDD1/o7eakWalGWlWbTRSn+HRNcte092BrHvP rOwn96Ka7uZknOXCzDS7umdXTXf/JQA9yQ== "]], PolygonBox[{{364, 363, 499, 32, 378}, {506, 32, 529, 544, 545}}]}]}, {RGBColor[ 0.24596968384331225`, 0.37199455997622316`, 0.814921915593136], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{840, 77, 1154}, {754, 61, 782}, {364, 18, 349}, { 234, 18, 351}, {220, 4, 226}, {1036, 61, 1013}, {1272, 77, 2120}, {782, 61, 970}, {378, 18, 364}, {2120, 77, 1775}, {1785, 77, 1272}, {1013, 61, 962}}], PolygonBox[CompressedData[" 1:eJwt0DESAUEQheHetewGBLZcgJR7EIuNYuUUZ+AWHICIgICQYygCmSPYxP9q JvhqprpnerqnXSyG89jMWkjwCWuOLx6p2R31zKyBTWS2xg8lOlxu44gTplye YIlV4mPKvfCOfQ3VupK7YVc128JqZhF67LshppyLfC/q6YkKsTic0dkBiX54 U2+rhmoVmAXan3FBzixNOIxTH1NOMeXKMJtm0mzqUb2O6NkF2u9xyHwNF/5I f/UHHh8lhg== "]], PolygonBox[{{970, 61, 1036, 1095, 1096}, {735, 734, 962, 61, 754}, {1154, 77, 1785, 1282, 1283}, {351, 18, 378, 388, 389}, { 1138, 1137, 1775, 77, 840}}]}]}, {RGBColor[ 0.2492875220795714, 0.3908735141214047, 0.8128815700123133], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwtkLFOAlEQRWd3H7gNkGBLo7byH9DaC7hSYwJ/sEb/Qj5AKyiwgFIa+AhI oNJOSyg8N2+Kk2x2Zu69714VT3ej1MxaECCtmiXwCENoV8xu4Q2mjr61o93X xOwFTnBO4o1uF/AJf4j/Qj0za8AEkzF0+O7CgJu+a0hrz+7Ob3R7eWHWhB70 oatbeIAixH+afcEa6rlZDZbMViFmUBZpSOuHN35b9JS3MinbBrZwZHbwHe0G 3pp5B+rihkzXMIN5Gj3kdY9nL48a0lJGZV17NmVStrN3JQ1pFf4WdaJunqEM 0VPe6khdlT6Th7ze4SOPGWbembr7B4t3OJM= "]]]}, {RGBColor[ 0.25260536031583053`, 0.40975246826658634`, 0.8108412244314908], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwtkT1OgmEQhJfvB6jEBEsbAi3cQ0oOID9qC4XcQAK30ANABQUUWEoDh4BE K+mk1MRnsls8zb6zmdl5a4NRZ5iY2S1kcJ2aVWAPB/grmP1CHVEj8Zne7hC3 4cTsCD9wSXymtwE8wFtu9gpJ0SyFm5JZFbrQg0rZ7Aq2aN8z10j7CE8ww3sa GZRlhccyPOU9YecFMjxyaCtb6rNJZFCWZxhn7invD9iVfEe7TWjl7invNWyK fnM9POW9i11lVvZW7OpG3dpldg9zWJT9Jt2mmd4u0ZU6VtfjyKbMyv7FH3zC N5yhz8296EBdbCKbOlSX59BKI+0/JcY5Aw== "]]]}, {RGBColor[ 0.25592319855208967`, 0.428631422411768, 0.8088008788506681], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwt0T1OAlEUhuGj3LnSiYl0NibQ4j6gYwPMDEiJjewAArvABWglBRRaaqOL cBKtsNMS4vt5T/EkBM79zg+X5U1/cmxmFwgoj8wKLLDEWc2sgTe8Y03xIz5Q 4fXE7AWndeqQY4B7PKDHmy5mhM9DylBWl889xMwsQwdXCNGshmuMcWCGPVr0 auObGXeWZtSsylS2MqJnKGuFuyz1UK8hRvji7adnKKvyXX7w6/RZO//vXk+7 PfH2OaRMZWtGzarv9NvAdx/77BtsY+qp3reYouBWud9Mt9NOLb+pbjv1Wt1M t2tSc+5v9Hbp/41uottsvZdqVPsHNLU5cw== "]]]}, {RGBColor[ 0.2592410367883488, 0.44751037655694964`, 0.8067605332698453], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{738, 47, 692}, {578, 47, 700}, {757, 47, 738}, {563, 47, 578}}], PolygonBox[CompressedData[" 1:eJwt0DsSAUEUheGLGTMhqiipgJR9EFkB7ZURsQOKXbAAcgJCEpZBxBLwn+oO vqqumtN37umam3WnWTOrIsILT7zxQTE1K+DMxwtGGGKOReQzyrqM2QAbrPHF L+MzyrZzZh30mdXDHofUZ5Sts0QDJTJF3PFAJTErow+HFbOWyMdmSaBzEy3c yFwTv7N27+jfYWft7sIsZZRVJ3XTTtqtFWZtsYv9DtpFMzRLHV3oqK67kI3y ZjEmGOOIU6CzOqiL3kBvoQ7qojtRuKO7f8CoLx0= "]], PolygonBox[{{700, 47, 757, 785, 786}, {550, 549, 692, 47, 563}}]}]}, {RGBColor[ 0.26255887502460795`, 0.4663893307021312, 0.8047201876890229], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwtkDtuAlEMRQ2TGaYFpNCkoSEtEayAtEOTHTCET0U62AEo7AIWAH0+gpI0 YRlQwRLgXD0XR7Ken+1j1/OPt0nRzJ7gAa5wgX7B7B1qJbNHyKEPv3z+gUpk Vo3Cm3IH+IN1bLaCODFLICUuQRNeYMaQKWTUdqNQo9pySk84M/vkDnJpM6sF HXgthhrVzumxgG9mfCXBUa5j4pG/KSdHuf7DMQo9Or6DdpFj7DWq3dNzBz1c chgSD9xZ7rqJbvMJy0JwkIt21K5Lz93A6P8MDd9Bu+hNuYbntLN210zNPrpr Rtx1MneQi5zktoFtGm7a9Jvr9nf/5TLh "]]]}, {RGBColor[ 0.2658767132608671, 0.4852682848473128, 0.8026798421082001], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{407, 33, 416}, {551, 33, 512}, {564, 33, 551}, {802, 62, 997}, {1101, 62, 975}, {1126, 62, 1101}, {793, 62, 802}, { 416, 33, 520}}], PolygonBox[CompressedData[" 1:eJwtzzESwWAQhuGNRBKtmKF1BK5AS+EISczQUHIDhltwAHpkKDkJFUfwfvP/ xZPZSTbf7nbz5WRRM7MWIjx43JGnZoWn+oQz+nWzHg44ooHUv9O3IWED3FDh lZg90eTfDB9mvPHFDx2+tVGgxDw2m+GCq6daPeqtfHYWsnPoMpRVBmbTwM3Q LN2gW8b0jLCh3kZuZ+0ek5l4sZ+p2epRb+pvW1OvIpehLM3QrB32gdu58Dfq 1j97dybB "]], PolygonBox[{{997, 62, 1126, 1143, 1144}, {395, 394, 512, 33, 407}, {520, 33, 564, 579, 580}, {788, 787, 975, 62, 793}}]}]}, {RGBColor[ 0.27166951528586936`, 0.5004517298399532, 0.7937661924161218], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{407, 19, 395}, {395, 19, 357}, {258, 19, 370}, {240, 5, 233}}], PolygonBox[CompressedData[" 1:eJwtkD1Ow0AQRsfG2AutHSlOB7mBuUJoicQRwC6ggDbcILlFIjgA9DEISnyO UMMNeJ93iieNvbPfz57dPF4/pGZWQwYffLxDdWQ2gTaY3cIrvMEfO8dQQpqY zdk5hwP8OJpXiD3BkvkK1swb+ILPLGpK+xKvhXvK+xTxE2jgArokesnzF+5z szvYQw8VGmWImtJ+YfEZCs4C1IXZFFroHM3fMBTRo/E7uquMyqoMYxYyBc+o rOqkbuqkbjOo/Q3m/maV/9NZ71mVQVl29NkmUXPUzmNWdVK3wbOpk7r9A/nl KRQ= "]], PolygonBox[{{370, 19, 407, 416, 417}}]}]}, {RGBColor[ 0.27765989765990096`, 0.5153401563795879, 0.784303835776708], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwtkDFuwlAQRNfGgIEWkDAVIjeIr4DbII6AIEUiBSmp4AZwiyByAOhJUCjh HFDDCXijv8WTrO/ZnZ3pjWejj9jMMkjgqWTWhwtc4bVqNoUTnKFRNqvDM+Rw YPgPWmjbcGfHDeLIrBSFN/3LoOs7tXuO2QLeK2ZvsIdfmKZmE9jCLg0aaV+Y GUIdrxoMoIjDTbqtibYFX3h+wjeso7BTuztoMqfjmZRNM5r9x+OYhBnNykNe K96WScis7NJIqxt1a9ezqTN1V8Mr9UzKlntXG/hx9C2NtIVnUYfqUhmVVZ7y VoexZ1K2B0vuK/s= "]]]}, {RGBColor[ 0.28365028003393256`, 0.5302285829192226, 0.7748414791372942], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwtkU2OAVEUha8uWvmZKkkxkbADtsBUW4KkGRAGjNgBuyAsgLmfMGQdbcwG +jupO/gqN+/dd8+5p2r9aW/yZWYxpGHNZwWFjFkROly24QJXaARmdfiDFwyz ZgN4wNNRXQrNIpinzGawgS1UeVPxGZqlHvXe0LxLF428a0pbZ7r7pWcQJh7k JeJt2T3Iy4KeJZy/zU4Q46ECeeocjGAMH3Z8Q4CXdCqZEbkneWuxcxN2sM8k mtI+wDFMZoxcQ1p775WGtORBXrrM+nFUK1NlK83AM5l7JspGO2t3eY49U2Wr f1BwT/L2D1nNLGM= "]]]}, {RGBColor[ 0.28964066240796416`, 0.5451170094588571, 0.7653791224978805], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwtkT1SwmAQhjckwUwSW+MQKCjwBuEKpJUjWACFSAOV3gBuoYMH0F5htNRz aK0H4Hnn2+Jpvuz7s5vhzWp61zGzHiRwnpqV0MAYnmEPedesgJLhAibQwveZ 2RdcZGYV7DDZJsFDXkdmDlDFZpfwjscb1Gj68BSZPUbBU94PaO/hmtlpHDzl /cHbJ1zxNoIf+IUUbQJr2EThTd/kIa8lWbeeqezWu6uTuilDWeqs7toxd420 CzrOfUftuvEsdVb3Adq+d1I3dVTXGZ3nWbhh4zfULXWDyjXSakazL/CahZvU nqnsf/7Jn4UdtesJyoEsyw== "]]]}, {RGBColor[ 0.29563104478199576`, 0.5600054359984918, 0.7559167658584668], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{792, 48, 706}, {592, 48, 598}, {598, 48, 720}, {797, 48, 792}}], PolygonBox[CompressedData[" 1:eJwtkCFyAkEQRTtkh6WKXSQgQMTADeAKwcINYgKCRYEiNwi3YIscIHgiNhLO ARo879e0eGKmu///3W8fq2lRM7M2JHB7NbvClscX/EMFnw2zOWR1syYsoYAh vQOf0ewlNTtDh94ubF7M1rCHEn6C2SFEDWmVXssIkcMMjSl847lL4p9q7zCB Bdpz95DXg8x3CGjUneCe8v7D4wQ9evtp3Em7yUNeyqisle86JtvIMyqrZnru Ke/Cd5emtJVRWXN6WyHeSLf6hWMj/uWuKe0n5NUoRQ== "]], PolygonBox[{{720, 48, 797, 806, 807}, {585, 584, 706, 48, 592}}]}]}, {RGBColor[ 0.30162142715602736`, 0.5748938625381266, 0.746454409219053], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwtkLFyQVEURQ/iPoX30oaZmFHJH8gvUEVi6FWh8Dqq5A/iLxg+gJ4iSslv UFNbe+4pVnPPPXufvZuj/H1aNLM6PMC8YDaDJaygXzL7gB+GC7jx5wqBWQJp MKvCFPIQd7SbIprBX2J2gqeKWQ26vHXgDXrFqBHcU94N/j7DGCZwwfsMX3h/ w5CdgXThH17LZm1Yw6YcPeT1y9+j36zbM2aPMGb2CVvYVaKGtFp4vJSih7yU Wdk3rq2MynqAfYg36lZpZn6DbpGnvOUhr9y72fuuOkm9A3Uhz5ZnVNaed6OM yjrxLtShurwDDDUvgw== "]]]}, {RGBColor[ 0.308239812643404, 0.5885603542743839, 0.7356687116923949], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwtkDFSAkEQRduVZTZx11QCLDO9AVwBI7ekJDYDqmAziPQGcgu32ANoDoGG LteAWFPfr+ngVU31dP//u2+el+UiMbMedKANZj9wlVGDP2q/EM7MMhifmz3C G80bOPE+wgvvVximZgPYQpPGmv40o9kSswd4ggnsu2Y76ON5Dd/0fsEU7xnc MXPrHvJqXPuCmRxqMr1DjlaRRA1pzWAeYo96l1DBPT0jz6Asl2gVnlnZK+9V JmVbo71yj9pvELymP3nmrintA7RJzKzsc8+im+q2E9+99V7dWLfWztpdO2v3 D/jM4o11a2VU1n+Y1C/r "]]]}, {RGBColor[ 0.3164525234685802, 0.5991246932079476, 0.7215234195041081], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{587, 34, 527}, {435, 34, 534}, {432, 34, 435}, {594, 34, 587}}], PolygonBox[CompressedData[" 1:eJwt0DsSAVEQheH2HolHIiBAyA5YhiqKVIjCZETsgF1QLICcgBDbICb0n5oO vqlbM9O3+3R9OOtM42ZWQhJbHhsUUmZF5NNmOcwRYhyYjXDCGc+M2QNlzhVk Y2YBFljGonf6duPOO67ccUGVmprTeYwJPgmzN1b8u3Y6d3nXQ5uZWjjgiB8z fy3qqd4DwvTxxCseZSh4jWon3ksza/aj36WMyqoe6qUdaBdNzg2fSbOFvgtl UBZlUjbtRLt5eW/VqHbpu9hhjz+vlit7 "]], PolygonBox[{{424, 423, 527, 34, 432}, {534, 34, 594, 600, 601}}]}]}, {RGBColor[ 0.32466523429375643`, 0.6096890321415114, 0.7073781273158215], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{282, 20, 379}, {432, 20, 424}, {625, 63, 818}, {424, 20, 377}, {854, 63, 1152}, {265, 6, 248}, {1152, 63, 1005}, { 818, 63, 1014}}], PolygonBox[CompressedData[" 1:eJwtkL0SwVAQhTcRQRV/EzMokpY3kLfQUWoFQ+cteA46CnopKCUvo/Pt3C2+ uXf2nj177qar3Xzri0gPAjh6In3OEFrcy4bIF0ZNkTFc6yIXiBC04UzTCTrU upCjWcMDnnBAs4cXFKHzUK83PZ/AeUSmUa16qNcMMqgIV8KkJjKFDVlyy6TZ CvNOuKfws+z6h6HnZugszaTZ7tRuEOM58F1PYp7qvaS2sJmVaWKr6Vtm2XQH uos/V1EiCA== "]], PolygonBox[{{379, 20, 432, 435, 436}, {811, 810, 1005, 63, 625}, {1014, 63, 854, 1168, 1169}}]}]}, {RGBColor[ 0.3328779451189327, 0.620253371075075, 0.6932328351275346], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwtkL1SwmAURNfEH0qMhRmRIrZYYSlPQWk6a4ExlvAS+hzSYaG9FFgaXgUG K8/Od4szk/mye+/erR5n42kmqYRjWJ9K31CdSTfQ8PMZhrl0Bx9H0goueSvh DdMrFCfSBdyiGeTJY++e712eNNaO0NzDOyxhi6bNksfelp2/cN2R+nBOli40 8AIT3p7gE7466a2JzM7uTM72AHWWdniXZ3iWZ3r2hiw/gb8907On7J5EBmfx zcO4wbf4xiJu8C3uqAqPvT26uYI5LIJ5dObu/uj4oKSxto6s7sBd/APcWi5V "]]]}, {RGBColor[0.341090655944109, 0.6308177100086387, 0.679087542939248], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwtkL0OAUEUhS/L0i4K4iexWipKXkJLpbcSlLwEz0FHQU9BiVchNL6TmeJL JjNnzrnnNiezYZI2szJkYJ0yW8EBjlDhsQwjGEMpa1aEPgzgmTN7QD1v1oBP YPaGDWbbjPOQlzwq3kNeT3il3R/9vaG9wzI0W8AFrqG709sUTQIzshKfqeyr 18acW7DAcw5dZugFLkNZbc6dwGli7yGvPR12EOFRCF2nvr/Tmzy6vpO6SRP5 GTWrPOWtTGWrs7prR9pVje5Vv1PtVh3U5QRn+LHzrzmNtH+leC61 "]]]}, {RGBColor[ 0.34930336676928525`, 0.6413820489422024, 0.6649422507509613], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwt0DtOAlEUxvEzDxhqhUSIjxhoh0pKXAQ1NCxgxsShlE3oOrSTQvux0NKZ rTDBwv+Xe4pfcnPved7bbbkqYjO7QIr7ntkSr3hDxeMj7hKzBUbcDT1GsQ+Z WYlfNE7n64HZDSbkjrHGBi80eU5DDdXa+FuDNg491OuIDnPkSZhBs5z3zc5Q YYcv1JjSc5aFmTW7YhTbeS31VO+d59ae+8PdNwpmLZ3OH/gchJpT31G7HiKz 9yjspN2uOF/iCXv88YcnC3d60x/oL9RDvVrfNffd9p6rmqr9D4zaLxU= "]]]}, {RGBColor[ 0.3575160775944614, 0.6519463878757662, 0.6507969585626746], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwt0DFOAlEUheGjCE4PEqJBIIFWKyhhD/ZSuADARChhE7AO6KCQHgotga1A MPE/ebf4kjczeeeeuY2P4dvgVlIFd3ji4RHv6KNUkIoYY4LWvdTECJ+Y3UhT rLHBM6rxzt/KeekBXfSCz0usMGbGF9o5qYMLzphTZhF8doaz/uh4VZrhWavI ckd37Uf3I06oZ1INP2T84pXsl1ya6dmb6O5/9r+7Qzs6uMspsnzHd53hrCGZ oyztxLvZYV9I7/ztG9ss7ci7OuAYfHYnd9vHXe/Uu/0H6nwvdQ== "]]]}, {RGBColor[ 0.3671526501047068, 0.6601928750803889, 0.6355552707507994], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwtkEFOwlAURR9tLS6gKImm2gFOYVSGugYWoAkLQGpiHcImcB06owOY4wCH wlYgEM/Nf4OTNP/f+/7pK8avo0lkZl1I4OnC7BG+4NvRd5aadWDXNvuD+0uz AmrK71DGZkMYQD8OZ7qbt8xmsIQGKjpTWMEaHpjVgwre4Jq3rtxBLo13b5h1 Cz84bNLQUfcT6UUSOuoqo+wzvMARl0McMsrKsfQz3f1ytk2Ck9zO7OAEOW/e tcIMzdrBPgqOle9Au1Am93/Uv37gVrujXPfe7ftutMPMM8pqh9qlHOTyD2Qp L9U= "]]]}, {RGBColor[ 0.3775932587492674, 0.6671305016255836, 0.6196944626211895], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{459, 49, 610}, {630, 49, 816}, {610, 49, 739}, {816, 49, 729}}], PolygonBox[CompressedData[" 1:eJwtz70RAVEUxfHrWwEWAbNWQAmEtKABRgGMFRDaJqjDZgTkBITUwuB/xg1+ M2/2nXfv2Wg6H82yZlZBHnHZbIETzkgyZhsccMQ7Z/bClvDO6VwrmNXR567n GWWfJbMHIma1nc433tzxZecHIbNbGDJjgD3Swj+jrDqpm3bUPKOs3oTeMfGO 6trgp5pYF81WuOCKLl06iLF0sXdU16tnlVE29S4B36ou8JmarR3aNcYEP1bS KNs= "]], PolygonBox[{{608, 607, 729, 49, 459}, {739, 49, 630, 823, 824}}]}]}, {RGBColor[ 0.38803386739382806`, 0.6740681281707783, 0.6038336544915797], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwtkD2yAVEQRnv8r4ARPOUnYAmELMEKGDlVCAjZBOsgIyA3ASHpe8ugvPPV 7eDUnZrb/d3T3Uhmw2nGzGLIwTFvdoBywawCNS5/YARjFUZmX446ZwMG1Pa9 R70PQu4wL5ktIKXmBgm9E1iTuYIbpNApmrVhAUv4ZM3esCNjDz2+u/5Pd3Iq e4ayzmSfouAo16VnPeFVDI5y3cA2Ck5yu8AV/uj5zYQ39FbqbnLqeIaymtS2 SsFJbjGzVvNhJ9qNZtSsqlGtdqBdqCb2HWlXW3eRs9y1k8Qd5PIPdo4xxg== "]]]}, {RGBColor[ 0.3984744760383888, 0.6810057547159732, 0.5879728463619697], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{609, 35, 542}, {445, 35, 552}, {309, 35, 445}, {460, 35, 609}}], PolygonBox[CompressedData[" 1:eJwtjzESwVAURV9EwgLMEF1QsIQo2YEloKYghZRsgnXQUdBTUNKyDMa5839x mv/vu3NuOp6PZiUzq0EZWoFZCmvYQK9i1oUl5PAgdIdFlTcYRmYD2MMhcje6 PcIJPpS/IQvN+qHLKFuPzRqx61DXGS6wo3sLCZkm/Lj5hu5Nfy8cntAm24Eb HdfYOcpVb/qTo1wDHMxv0rbcb1GHuqa4TbyjXOUktxUUsXNI/EZt1YbMO8mt 8Fk5yOUPe0IpmQ== "]], PolygonBox[{{552, 35, 460, 611, 612}, {444, 443, 542, 35, 309}}]}]}, {RGBColor[ 0.40891508468294946`, 0.687943381261168, 0.5721120382323598], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{290, 7, 257}, {444, 21, 387}, {309, 21, 444}, {299, 21, 398}}], PolygonBox[CompressedData[" 1:eJwt0DESwVAQxvENQUZvJqgYZoQbUMoJHMHQ0oiC0ik4h5TM0EtBScsxxH+9 LX4zb97bzbeb1nQ5WRREpAYfO8+dK2hzfnB5xyoQSbDmIcETLzRLIg2MEaPP XWQ1/9rA9V5wxbYsssENGeaEz/DGBxF6dqdvXXo6gZtBZ8msVzM0K7bsI1Ic qNn7biadbVQUGeKLHGd2OnkuI7JMzdYara16bnf9BwPP7ai76gw6S27f0gzN Si07ZKa6CW1H3fUHIF4p1A== "]], PolygonBox[{{398, 21, 309, 445, 446}}]}]}, {RGBColor[ 0.4193556933275101, 0.6948810078063629, 0.5562512301027499], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwtkD0OQVEQRsfPfU/oJX4aBcnz7ICSDViChJIKBWugZx2UJPQUlLQsg/Pl 3uI0c+ee+WYao9lwmjWzMuShkzFLYQNbWBTM5nCBK0xoHsMHvtCi1oQHn59Q jcwqsIJ15B1yneAMe3p2UHNmdedrektwteFI7eC8Q65lTAZ4wTv2PUnIoCzv 8KYMyiKn3H0YOJ9RWbs5sx6kcgSn3CVmF8PO2v3OzFvke9SrnbSbbqBbDIJb GZVVR/vl/E7aTTM0SzW9rcMt5JT7D7d2K5M= "]]]}, {RGBColor[ 0.42979630197207075`, 0.7018186343515576, 0.54039042197314], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwt0D0OAWEQxvHB+kioFaxCQ4K9ASUHcAQFHZ1VcAZ6zkFpE3pbUNJyDP8n O8UvefN+zTPTnq2my7yZ1RGgWTJrYIsdFhzO8cUPk6LZGGdccMiZ7XFFgrhi tsYNd3zKZm90WHcxYN1HjI2L/Y7u1vijigEi9KnZ8wzKsvNsD6R4EfoZZDVV +8T6iJBsLYwKZsNC1lwuyHpQL9rTmfbM3+ht6n8ro7JevFfNRLOJPJt6Vu+q EfpMNJvEZ6HMyq6e1bsyKusfDhcp7Q== "]]]}, {RGBColor[ 0.44236693663367505`, 0.7060558500896666, 0.5253886379151331], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwt0L0OwQAUxfHb+urAavGRmEiUN2Bk9wgWJkYM9QzsPAcjCTuDjqy8hf9J 7/BLmvT03nvami4ni9DMqsijXjSrIcEWTzwQl8x6+BH+YpAzG2JcMBvhhDM2 ZNZ444OYbBczzMMso6x2aNfc32mmZoccEeCAI5pkG75Du/oBd2CHvdPzBVen Z+3U7pQZL6wi7oqyTol3UrcK2bLP1Gx1UjfdoFs+3qXNtx2foVk33KPsn8Te Wd2VUVY7U++gLuqgLn9EOCpF "]]]}, {RGBColor[ 0.45494693529964725`, 0.7102811943020807, 0.5103906302922938], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwtkD0SAUEQRtusZRNCkZ+SUWW5ASGxI4hWQoqAM5BzDkKqyAkISTmF99VM 8Kq2era/ft3NyXw8c2ZWgTyUc2Yl6EIPPkWzN7QSszbsqG3hDBd4FMzukPJP FwaRWR8cYRH8CP86X9Pbi9oTFmQt4cD3HuqxWQNqZFVhDRs4UTvGvqa3XnCT g1xSsjuQwdT5mS5kKlvOctdMzdZMzb7CLfHOcl/Cquh30m7KTENmFnbQLiNc hsFJbqvQqxvpVpvgrpvoNtqpHnrU+weoKiqd "]]]}, {RGBColor[ 0.46752693396561934`, 0.7145065385144947, 0.4953926226694545], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwtjz0SAWEQRIddbEQm8xdSZdcNCEkdQUZAjIAz2JxzEFJFTkBIyiW8rp3g 1Vc1/XVPT2uyGM/zZlaFEJKSWQwrWOuNzJZwhRu8+PQMs5m0U8HsCLWiWb3o HnjDB5poDRjCCA5492E2k1bJmZUhgR50yGxH2Q7tCiFwj7w/yn6hH5gNYMvO DdzhATO0qf/R34drukm3jbyLOqv7x7tqp3brhppnKjsmo+uZyk7puIMzXLxz 4rPUZ9LkkVcd1TXwW/415yr1 "]]]}, {RGBColor[ 0.48010693263159143`, 0.7187318827269088, 0.4803946150466152], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwtjz0OAVEURi9mho5KiWlJ/OyAktISlCT0RsEa6FkHJQk9BSUti3C+vFuc 5OW++3O+dLIYz/NmVoUIukWzDmSwgg+8oVkya8GM5il84QcZtSVc4Qan2OwI tcSsnoQZzT5Z/opCTX9r2MCI3qHPaDamJ4I9HOCSMztDm1sd2PHeek1/B+9t MJvGwTlzZ7k/uHFPQiZl+7l7v2A2gAo7ytCFXi7caHtGZZWz3JVRWXWj4c5y 7/msnOSmndqtDMqy8axykMsf3DcrTQ== "]]]}, {RGBColor[ 0.4926869312975635, 0.7229572269393229, 0.465396607423776], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwtkDESwVAURR+SUNJoiZYZYgeUdJagZVgAKWQN9KyDkhl6Ckpa9uDcySvO 5M//c8+7L/F0OVkUzawOASRlsx6sIdW3YraCK9ygGZk1YAMZXApmZ+gi6cGw ZDaAEFkEL3gGuUOu1N1v+MCBtz3EoVkLfji+xdwh15zzzO/0VmNWFRLow4nM Mcw7qZs6dD2jbIeZ7UreQV12ZLbeWd3HZEfukCvz3e7wcHTWP0m8s7rLKXff u8gpt3YOfSftpp1in6FZfwBHK6U= "]]]}, {RGBColor[ 0.5052669299635356, 0.7271825711517368, 0.45039859980093666`], EdgeForm[None], GraphicsGroupBox[{PolygonBox[{{306, 8, 273}, {274, 8, 316}}], PolygonBox[CompressedData[" 1:eJwtjz0SwVAURm+IJAuwgISWGbEEyqgsQe1nA5KCNdDLOiiZoaegpGUNzjfv FWcmufee792bzVbTZcPM2hBCzs8A5rCAU8vsCGlklsEWNnCHB4ybZiOIkGP4 4Xwbrqbewmeppl6XrA4UMGk5R+4BargEZufA7aBd9nzvfE292s8qQ1llYraG K9wSt5N2y2OzYezeKPwNuuWF+wydI7dipoQ3fKBPrZe4Gc3q5tTfrNuVmXun 8o5cOXL/vpUp2w== "]], PolygonBox[{{316, 8, 306, 405, 406}}]}]}, {RGBColor[0.518411913484571, 0.7306513688929698, 0.436330572409084], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{1315, 64, 1186}, {870, 64, 1044}, {454, 22, 406}, { 863, 64, 870}, {406, 22, 316}, {336, 22, 408}, {1186, 64, 1031}, {408, 22, 469}}], PolygonBox[{{1919, 1918, 2020, 2021}, {562, 561, 621, 622}, { 1357, 1356, 1469, 1470}, {622, 621, 750, 751}, {1843, 1842, 1918, 1919}, {1570, 1569, 1667, 1668}, {2094, 2093, 1243, 1244}, {1470, 1469, 1569, 1570}, {2021, 2020, 2093, 2094}, { 1751, 1750, 1842, 1843}, {1244, 1243, 2173, 2174}, {751, 750, 835, 836}, {1668, 1667, 1750, 1751}, {2174, 2173, 2250, 2251}}], PolygonBox[{{836, 835, 1031, 64, 863}, {469, 22, 454, 561, 562}, {1044, 64, 1315, 1356, 1357}, {275, 274, 316, 22, 336}}]}]}, {RGBColor[ 0.5325963417740023, 0.7327282916760159, 0.4239734989961697], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{562, 36, 469}, {567, 36, 636}, {622, 36, 562}, {475, 36, 567}}], PolygonBox[{{2095, 2094, 1244, 1245}, {1245, 1244, 2174, 2175}, { 1920, 1919, 2021, 2022}, {276, 275, 336, 337}, {864, 863, 870, 871}, {871, 870, 1044, 1045}, {1669, 1668, 1751, 1752}, {837, 836, 863, 864}, {2022, 2021, 2094, 2095}, {752, 751, 836, 837}, {1358, 1357, 1470, 1471}, {1571, 1570, 1668, 1669}, {2175, 2174, 2251, 2252}, {337, 336, 408, 409}, {1752, 1751, 1843, 1844}, {1045, 1044, 1357, 1358}, {1471, 1470, 1570, 1571}, { 1844, 1843, 1919, 1920}}], PolygonBox[{{409, 408, 469, 36, 475}, {636, 36, 622, 751, 752}}]}]}, {RGBColor[ 0.5467807700634335, 0.734805214459062, 0.4116164255832554], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwtkDsSAVEQRdt3ZgHIFTkBxQYIKbMCJERsgELAHtgMCyCnfEJSduDceh2c meB1n9vd5fE8maXNrARZ/fkUoZcz68MhZbaHOzxglDEbwgSmsKR5AV/4QTMy a8AaNlHoUW+LtzaccB6hkjerwousJ6xieuJQ03Kn3F0yOp6pbNWo9gyXODjk 2sIOimQVYABJKuzQ80xl77z2Crd8mFmzK0NZdZy1OMyk2aa+q26i2yTu1k10 m5u7tLN2/8A7Cg65Nn6Lt7/9AZUTLiU= "]]]}, {RGBColor[ 0.5609651983528647, 0.7368821372421082, 0.3992593521703411], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{753, 50, 637}, {838, 50, 753}, {865, 50, 838}, {643, 50, 763}}], PolygonBox[{{1754, 1753, 1845, 1846}, {1473, 1472, 1572, 1573}, { 2097, 2096, 1246, 1247}, {1247, 1246, 2176, 2177}, {1573, 1572, 1670, 1671}, {1671, 1670, 1753, 1754}, {1360, 1359, 1472, 1473}, {1846, 1845, 1921, 1922}, {339, 338, 410, 411}, {2177, 2176, 2253, 2254}, {411, 410, 476, 477}, {278, 277, 338, 339}, { 873, 872, 1046, 1047}, {1047, 1046, 1359, 1360}, {2024, 2023, 2096, 2097}, {1922, 1921, 2023, 2024}, {477, 476, 568, 569}}], PolygonBox[{{569, 568, 637, 50, 643}, {763, 50, 865, 872, 873}}]}]}, {RGBColor[ 0.5751496266422961, 0.7389590600251543, 0.3869022787574268], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwtjzESwVAYhFdIvAMY0SroKRhOEeQEOgrOIMmM3IHLcAB6hig5A4XdeX/x zWTyz+63r7vczjcBgBZpkGMNOJAHeZJPE3iTgQOGzv/TbcLQ1NB3TgoS89Ym C5KSdR1YkZjlHfIiFdmxK7NOdVd260dAj+xJSXK6M9ugLT86voHvVHdqLm3W 9tKyN3KPvFPuJARm5ExOoXfINWbnyBxyFfYWOeRSJrGMstqs7Rdydd4hlzrU 9QedryxL "]]]}, {RGBColor[ 0.5893340549317274, 0.7410359828082006, 0.3745452053445123], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwtj00OwVAUhU9LfxYgUUOTmjMgrKKNbsCQhD20lbAHNsMCmGv8DFkDiXNy 3+BL3rv3vu+e119s8rUPoEPaZNUCliThpUcmETAmFalJEwK30GrqjWJgSJ6c fZHEA7pkTgryo/zrm1PuwvUO5OiZU+43+UTmkKuks4qtpp52aNeMrimpyda3 Gc1eyDW2zMqeBUAe2EztMijLmbUTSfmHQWgZlOVOHg6dtUO79pzZuT837k3q auppR+accv8BJe8smw== "]]]}, {RGBColor[ 0.6035184832211584, 0.7431129055912468, 0.36218813193159816`], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwt0E0OwWAQh/FRnwewUDsr9ixInaKiB7AlHKKthDtwGT0Ae+JjyRmI55/O 4pc0M/POdKa32MTrwMzaqGFWN4txQoFRy2yIJ8kXBg2zPnbYI6yYdTBHghux K8ZNswk+eDfLHuqVIcUZF+TkMq9R7YMed0T81DQoe4y9RrWJzzrgiC01Ob74 +ZvIY1uPKbesmq2q5ZuDz9AsxZQL2a3r9K0b6BZ731U7aTfdQLdIfZfCb6Wb 6DZ/JD4s6w== "]]]}, {RGBColor[ 0.618039241041257, 0.7435977832600501, 0.35224958038637066`], EdgeForm[None], GraphicsGroupBox[{PolygonBox[{{291, 9, 343}, {342, 9, 281}}], PolygonBox[{{481, 480, 572, 573}, {1577, 1576, 1674, 1675}, {415, 414, 480, 481}, {1675, 1674, 1757, 1758}, {1477, 1476, 1576, 1577}, {767, 766, 876, 877}, {573, 572, 646, 647}, {1051, 1050, 1363, 1364}, {2181, 2180, 2257, 2258}, {1926, 1925, 2027, 2028}, {1251, 1250, 2180, 2181}, {877, 876, 1050, 1051}, {1364, 1363, 1476, 1477}, {2101, 2100, 1250, 1251}, {1758, 1757, 1849, 1850}, {1850, 1849, 1925, 1926}, {2028, 2027, 2100, 2101}, {647, 646, 766, 767}}], PolygonBox[{{343, 9, 342, 414, 415}}]}]}, {RGBColor[ 0.6326982698187984, 0.7434281433139353, 0.3433053255167239], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{481, 23, 415}, {365, 23, 427}, {427, 23, 501}, {415, 23, 343}}], PolygonBox[{{1478, 1477, 1577, 1578}, {1759, 1758, 1850, 1851}, { 1578, 1577, 1675, 1676}, {1676, 1675, 1758, 1759}, {1851, 1850, 1926, 1927}, {574, 573, 647, 648}, {648, 647, 767, 768}, {1252, 1251, 2181, 2182}, {1927, 1926, 2028, 2029}, {1052, 1051, 1364, 1365}, {2029, 2028, 2101, 2102}, {878, 877, 1051, 1052}, {1365, 1364, 1477, 1478}, {2102, 2101, 1251, 1252}, {768, 767, 877, 878}, {2182, 2181, 2258, 2259}}], PolygonBox[{{292, 291, 343, 23, 365}, {501, 23, 481, 573, 574}}]}]}, {RGBColor[ 0.6473572985963398, 0.7432585033678204, 0.3343610706470771], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwtkD0SwVAUhU8SXixASWGGhp6CiT2YYQF6L7uQZ0ZWwjpYAD0FJZ3Uzpl3 i6/IfTfn5w625cqnALqkRcoM8KTHjz65toELGTtgQs4JcCI/0pCqA+zJjdyJ 52xnO9pd5MCcVCSQGXem5EXtN/ly9snjTG8j/jM0DWkF+1c72t0wy9oyKduT mR4uesjrwDJBhdghyWJmZT+S2sUZrKO61vYmDWk11q2gxjKNN9At5ClvzQrz kJc6qItuoFv8AdynKr0= "]]]}, {RGBColor[ 0.6620163273738813, 0.7430888634217055, 0.3254168157774303], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwtkDEOAWEQhWd3WQ6gJVHQrJ6CcAYFvQPsuoXdTTgJ5+AA9BSUdLS+l3+K L5nMzHtvMv1NscxjM+tAA2YtsymUUMEpMjvCF37wofeGcdtsAi9ET9hRl/BI ze5p8JDXz7VzQhZx8CzdQ17qaVZBDZem2RkyPEawpl55TzNlKluZyj6ws/dM ZesG3XKFGwzJHkAORRQ8M9dI28Oj2wgZytom7CWhp1nhWv1Av6j91oid2Ilc I+0fqxQrDQ== "]]]}, {RGBColor[ 0.6766753561514226, 0.7429192234755906, 0.3164725609077836], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwtjz0SwWAQhlcS5ABqRkMTPQUTV9BQO4BwC2KGk3AODkAvBaV0UnreyRbP zDff7r4//XW22ARm1oEI8rbZAb5Q6h2b7eEBT5jxN/Ud7e5Csy10Oe7Bqmm2 hBvc4dwyO8ELCviw845qTWlvG2YZXODq6P2DCo6EyyHAI4QJN+O41pBW6Vn1 p1nltyk386DOoCwJ3iMYMhu4p7y1k7qHvArPqo7qKs/AO6qrOqqrOqqrNBPv qK5/V3QrXQ== "]]]}, {RGBColor[ 0.6913343849289643, 0.7427495835294758, 0.30752830603813675`], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{296, 10, 369}, {368, 10, 295}, {577, 37, 504}, {651, 37, 577}, {588, 37, 670}, {505, 37, 588}}], PolygonBox[{{882, 881, 1055, 1056}, {1056, 1055, 1368, 1369}, { 1931, 1930, 2032, 2033}, {2186, 2185, 2262, 2263}, {772, 771, 881, 882}, {2106, 2105, 1255, 1256}, {1369, 1368, 1481, 1482}, { 1482, 1481, 1581, 1582}, {1855, 1854, 1930, 1931}, {1680, 1679, 1762, 1763}, {2033, 2032, 2105, 2106}, {1256, 1255, 2185, 2186}, {1763, 1762, 1854, 1855}, {1582, 1581, 1679, 1680}}], PolygonBox[{{369, 10, 368, 430, 431}, {431, 430, 504, 37, 505}, { 670, 37, 651, 771, 772}}]}]}, {RGBColor[ 0.7059161463263376, 0.7423807318741564, 0.2987908856245699], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{431, 24, 369}, {505, 24, 431}, {433, 24, 530}, {396, 24, 433}}], PolygonBox[{{1681, 1680, 1763, 1764}, {1057, 1056, 1369, 1370}, { 1856, 1855, 1931, 1932}, {2187, 2186, 2263, 2264}, {883, 882, 1056, 1057}, {1483, 1482, 1582, 1583}, {773, 772, 882, 883}, { 1583, 1582, 1680, 1681}, {589, 588, 670, 671}, {2034, 2033, 2106, 2107}, {1370, 1369, 1482, 1483}, {2107, 2106, 1256, 1257}, {1764, 1763, 1855, 1856}, {1932, 1931, 2033, 2034}, {671, 670, 772, 773}, {1257, 1256, 2186, 2187}}], PolygonBox[{{297, 296, 369, 24, 396}, {530, 24, 505, 588, 589}}]}]}, {RGBColor[ 0.719389652286132, 0.739154562428655, 0.29302011698734537`], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwtzzEWwVAQheFBIqnDBqKjiZ6CBVAo6SyAQnYhKdiAbIFtsAB6Cko24L8n U3w5Oe+duXdeut4uNk0z6yLAh88b+9iswDQym6BAGdVnurvjgTFGcT2j2UvD 7IyE0A6ObbMDnnjhFppdkfE/9DPdqUNdA2b7KFC6wjOVPSdzhhMq/Jj5RvUO 2qXdMguxQ44VXUvvVLc6M99Ju5X+NmUoSzsn3qGuHm9KgzpDWbln60x3le+i TnX/ATRBKY0= "]]]}, {RGBColor[ 0.7328631582459266, 0.7359283929831535, 0.2872493483501209], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{397, 11, 298}, {565, 25, 533}, {425, 25, 455}, {455, 25, 565}}], PolygonBox[CompressedData[" 1:eJwtjzESAUEQRXssu6qEKxHiAqukBBxgVUlX5AAk3MIKuACh1Dk4ALkNCDmA 92smeFVT079fd3eX6/mqZmYp1GGfmJXwhR/0+exB0TBbQNk028EDnjAlMwk9 6m0jSyGHWc075BqRHcM2MttE3im3/lR78/7AnRk3yGKzQexnFuFPNWWU1Q7a 5cyME8Q4EzjSc4AXVHB1Zh3uakHpvDMLGWWHzteUuTi/cx6ccssZh521exXc ulm3/wFPFCa5 "]], PolygonBox[{{533, 25, 434, 531, 532}}]}]}, {RGBColor[ 0.746336664205721, 0.7327022235376521, 0.2814785797128964], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{532, 38, 533}, {709, 38, 680}, {425, 12, 307}, {591, 38, 532}, {308, 12, 426}, {597, 38, 709}}], PolygonBox[{{1684, 1683, 1766, 1767}, {1060, 1059, 1372, 1373}, { 2037, 2036, 2109, 2110}, {456, 455, 565, 566}, {886, 885, 1059, 1060}, {1486, 1485, 1585, 1586}, {776, 775, 885, 886}, {1935, 1934, 2036, 2037}, {2110, 2109, 1259, 1260}, {1586, 1585, 1683, 1684}, {1260, 1259, 2189, 2190}, {1859, 1858, 1934, 1935}, { 1767, 1766, 1858, 1859}, {1373, 1372, 1485, 1486}, {674, 673, 775, 776}, {2190, 2189, 2266, 2267}}], PolygonBox[{{680, 38, 591, 673, 674}, {426, 12, 425, 455, 456}, { 566, 565, 533, 38, 597}}]}]}, {RGBColor[ 0.7598101701655154, 0.7294760540921508, 0.2757078110756719], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{14, 13, 27}, {461, 27, 458}, {458, 27, 596}, {456, 26, 426}, {623, 39, 758}, {27, 13, 26}, {758, 39, 715}, {597, 39, 566}}], PolygonBox[CompressedData[" 1:eJwtkC1yAkEQhXv/kkUQiSCKKqh4oJBELCcgsSA4AOvCLbII9gJggHtAgUg4 AHgQQSY636sZ8VV19XvT/Xoak3w4Dc2sBjH8PZr9Qj81e4VjYPZE/xm+qOdo hffIu+HxGpawgoI3n3CGS+p60tLIrAItljRhlJiN4fZgdoWMWQPo4X1hVx0O 7OugtWEBJZx48524nrT30GWT/416DzufSdnu7PqJXabC36Tb1JOmDCM/U7M1 Q7OUIaeekfkjcpmVfRs4vQrdwN2Ueo+8pc+qm3Sbbsr8n+nv/gGpWC2O "]], PolygonBox[{{715, 39, 597, 709, 710}}]}]}, {RGBColor[ 0.7732836761253099, 0.7262498846466493, 0.2699370424384474], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{1153, 56, 855}, {623, 40, 595}, {624, 41, 799}, { 1190, 56, 1153}, {461, 28, 457}, {42, 28, 41}, {798, 40, 761}, { 595, 40, 596}}], PolygonBox[CompressedData[" 1:eJwtkD1Ow1AQhNc2+YETUEREKYLAXUQKulDABaJI6YzEAQId3AJTxBdIGnOQ IBEjOAD0pIDSbvON9hWftHpvZ2dnB3f300VsZsdwAE3HrIZJ1+wK/nn8g2fq HHZts1+4pucmoDqHl45rpJVG2obhNWyhgq+W2SdcMGPcdk0ePOXdT8zO2eMM TqhPmTGEDM0tvDFjAyW8wiz2XmneI7M5mkvqFEaJk4b/h9g95b2EAta8reCQ vqPEMyrrN/x0/U1/j/CUuGcZNNJqpyxkUjbtIK8efESukVYZlKUKt1AGZSnC LrqpbrsHErE0aA== "]], PolygonBox[{{761, 40, 623, 758, 759}}]}]}, {RGBColor[ 0.7867571820851047, 0.7230237152011478, 0.2641662738012228], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{817, 55, 855}, {1127, 54, 1040}, {1040, 54, 839}, { 624, 55, 817}, {798, 54, 799}, {2269, 70, 2192}, {1262, 69, 2112}}], PolygonBox[CompressedData[" 1:eJwtkD0SAUEQhbvssopcqiRcwM8JOIBESEmIEBK6ARusCyDgIARUcQwCQkvk ezUTfFUz3a9fv5nKcNqdZMysBCEMsmZ9uMEdxhRb1Jsw4nxGfIIDHKEXuH4b lqGrqbeFHfzgCx9IoRw4L83MuD9zZg9oR2YdaHCuQwIbT+I10l6ZufgMZ79D uwr4FgOXWdnlIa/U79aMZld59vi8L/LWoBq6N+vt8pDXHBbwDp1WefUXyqis a4gjp5G26r1i3/tAGrk/0bx27jn/AZszMQM= "]], PolygonBox[{{2040, 2039, 2112, 69, 1263}, {839, 54, 798, 761, 762}}]}]}, {RGBColor[ 0.7989264089513062, 0.7179596979419476, 0.2592887852732125], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{987, 53, 800}, {1127, 68, 1128}, {1263, 68, 2040}, { 1037, 53, 987}, {2040, 68, 1938}, {1128, 68, 1263}, {760, 53, 762}, {762, 53, 839}}], PolygonBox[{{1590, 1589, 1687, 1688}, {1771, 1770, 1862, 1863}, { 678, 677, 779, 780}, {1688, 1687, 1770, 1771}, {1064, 1063, 1376, 1377}, {713, 712, 683, 684}, {780, 779, 889, 890}, {890, 889, 1063, 1064}, {1377, 1376, 1489, 1490}, {718, 717, 712, 713}, {1490, 1489, 1589, 1590}, {684, 683, 677, 678}}], PolygonBox[{{1187, 68, 1127, 1040, 1041}, {1863, 1862, 1938, 68, 1187}, {1041, 1040, 839, 53, 1037}, {800, 53, 760, 717, 718}}]}]}, {RGBColor[ 0.8093069587329568, 0.7103752720636065, 0.25563633337216773`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{801, 800, 718, 719}, {1864, 1863, 1187, 1188}, {988, 987, 800, 801}, {1491, 1490, 1590, 1591}, {1772, 1771, 1863, 1864}, {1689, 1688, 1771, 1772}, {1065, 1064, 1377, 1378}, {1378, 1377, 1490, 1491}, {1038, 1037, 987, 988}, {891, 890, 1064, 1065}, {685, 684, 678, 679}, {719, 718, 713, 714}, {1188, 1187, 1041, 1042}, {679, 678, 780, 781}, {714, 713, 684, 685}, {1042, 1041, 1037, 1038}, {781, 780, 890, 891}, {1591, 1590, 1688, 1689}}]]}, {RGBColor[ 0.8196875085146071, 0.7027908461852659, 0.25198388147112305`], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{679, 51, 685}, {714, 52, 719}, {719, 52, 801}, {781, 51, 679}, {979, 52, 933}, {891, 51, 781}}], PolygonBox[{{1189, 1188, 1042, 1043}, {1043, 1042, 1038, 1039}, { 685, 51, 52, 714}, {1865, 1864, 1188, 1189}, {1379, 1378, 1491, 1492}, {1492, 1491, 1591, 1592}, {1690, 1689, 1772, 1773}, { 1592, 1591, 1689, 1690}, {1773, 1772, 1864, 1865}, {1039, 1038, 988, 989}, {1066, 1065, 1378, 1379}, {933, 52, 51, 908}}], PolygonBox[{{908, 51, 891, 1065, 1066}, {989, 988, 801, 52, 979}}]}]}, {RGBColor[ 0.8300680582962577, 0.6952064203069248, 0.2483314295700782], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{1189, 67, 1865}, {1043, 67, 1189}, {1039, 67, 1043}, {1865, 67, 1773}}], PolygonBox[{{1493, 1492, 1592, 1593}, {990, 989, 979, 980}, { 1593, 1592, 1690, 1691}, {934, 933, 908, 909}, {980, 979, 933, 934}, {1067, 1066, 1379, 1380}, {909, 908, 1066, 1067}, {1380, 1379, 1492, 1493}}], PolygonBox[{{1129, 67, 1039, 989, 990}, {1691, 1690, 1773, 67, 1129}}]}]}, {RGBColor[ 0.8404486080779079, 0.6876219944285842, 0.24467897766903357`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1130, 1129, 990, 991}, {1692, 1691, 1129, 1130}, { 910, 909, 1067, 1068}, {1381, 1380, 1493, 1494}, {981, 980, 934, 935}, {1068, 1067, 1380, 1381}, {935, 934, 909, 910}, {1594, 1593, 1691, 1692}, {991, 990, 980, 981}, {1494, 1493, 1593, 1594}}]]}, {RGBColor[ 0.8508291578595586, 0.6800375685502432, 0.24102652576798878`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1382, 1381, 1494, 1495}, {982, 981, 935, 936}, {1595, 1594, 1692, 1693}, {1693, 1692, 1130, 1131}, {1069, 1068, 1381, 1382}, {992, 991, 981, 982}, {936, 935, 910, 911}, {1131, 1130, 991, 992}, {1495, 1494, 1594, 1595}, {911, 910, 1068, 1069}}]]}, {RGBColor[ 0.861209707641209, 0.6724531426719024, 0.2373740738669441], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1596, 1595, 1693, 1694}, {993, 992, 982, 983}, {912, 911, 1069, 1070}, {1694, 1693, 1131, 1132}, {983, 982, 936, 937}, {1132, 1131, 992, 993}, {937, 936, 911, 912}, {1383, 1382, 1495, 1496}, {1070, 1069, 1382, 1383}, {1496, 1495, 1595, 1596}}]]}, {RGBColor[ 0.8679049470857138, 0.6604692099233882, 0.23421864277771426`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1497, 1496, 1596, 1597}, {938, 937, 912, 913}, {984, 983, 937, 938}, {1597, 1596, 1694, 1695}, {994, 993, 983, 984}, { 1071, 1070, 1383, 1384}, {1695, 1694, 1132, 1133}, {1133, 1132, 993, 994}, {1384, 1383, 1496, 1497}, {913, 912, 1070, 1071}}]]}, {RGBColor[ 0.873549878105412, 0.6472314237112565, 0.23120486194265483`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1498, 1497, 1597, 1598}, {939, 938, 913, 914}, {1598, 1597, 1695, 1696}, {914, 913, 1071, 1072}, {985, 984, 938, 939}, {1385, 1384, 1497, 1498}, {1696, 1695, 1133, 1134}, {1134, 1133, 994, 995}, {995, 994, 984, 985}, {1072, 1071, 1384, 1385}}]]}, {RGBColor[ 0.8791948091251103, 0.6339936374991247, 0.22819108110759537`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1697, 1696, 1134, 1135}, {1135, 1134, 995, 996}, { 1386, 1385, 1498, 1499}, {986, 985, 939, 940}, {915, 914, 1072, 1073}, {940, 939, 914, 915}, {1599, 1598, 1696, 1697}, {1499, 1498, 1598, 1599}, {1073, 1072, 1385, 1386}, {996, 995, 985, 986}}]]}, {RGBColor[ 0.8848397401448085, 0.6207558512869928, 0.22517730027253594`], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{1697, 66, 1599}, {996, 66, 1135}, {1135, 66, 1697}, {986, 66, 996}}], PolygonBox[{{1387, 1386, 1499, 1500}, {1074, 1073, 1386, 1387}, { 941, 940, 915, 916}, {916, 915, 1073, 1074}}], PolygonBox[{{1102, 66, 986, 940, 941}, {1500, 1499, 1599, 66, 1102}}]}]}, {RGBColor[ 0.8904846711645067, 0.6075180650748613, 0.22216351943747653`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{917, 916, 1074, 1075}, {942, 941, 916, 917}, {1501, 1500, 1102, 1103}, {1103, 1102, 941, 942}, {1388, 1387, 1500, 1501}, {1075, 1074, 1387, 1388}}]]}, {RGBColor[ 0.8961296021842052, 0.5942802788627293, 0.21914973860241704`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{943, 942, 917, 918}, {1502, 1501, 1103, 1104}, {1076, 1075, 1388, 1389}, {1104, 1103, 942, 943}, {918, 917, 1075, 1076}, {1389, 1388, 1501, 1502}}]]}, {RGBColor[ 0.9010512945592762, 0.5802127039165536, 0.21604457697121904`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{919, 918, 1076, 1077}, {1503, 1502, 1104, 1105}, { 1390, 1389, 1502, 1503}, {944, 943, 918, 919}, {1105, 1104, 943, 944}, {1077, 1076, 1389, 1390}}]]}, {RGBColor[ 0.9013281072131407, 0.5608159490485367, 0.21235253739863197`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1106, 1105, 944, 945}, {1504, 1503, 1105, 1106}, { 945, 944, 919, 920}, {1391, 1390, 1503, 1504}, {1078, 1077, 1390, 1391}, {920, 919, 1077, 1078}}]]}, {RGBColor[ 0.9016049198670052, 0.5414191941805202, 0.20866049782604493`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1392, 1391, 1504, 1505}, {1505, 1504, 1106, 1107}, { 1079, 1078, 1391, 1392}, {1107, 1106, 945, 946}, {921, 920, 1078, 1079}, {946, 945, 920, 921}}]]}, {RGBColor[ 0.9018817325208697, 0.5220224393125033, 0.20496845825345783`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1393, 1392, 1505, 1506}, {1108, 1107, 946, 947}, { 947, 946, 921, 922}, {1080, 1079, 1392, 1393}, {922, 921, 1079, 1080}, {1506, 1505, 1107, 1108}}]]}, {RGBColor[ 0.902158545174734, 0.5026256844444867, 0.2012764186808708], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1394, 1393, 1506, 1507}, {1109, 1108, 947, 948}, { 1081, 1080, 1393, 1394}, {1507, 1506, 1108, 1109}, {923, 922, 1080, 1081}, {948, 947, 922, 923}}]]}, {RGBColor[ 0.9024353578285986, 0.48322892957646957`, 0.19758437910828364`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1395, 1394, 1507, 1508}, {949, 948, 923, 924}, {924, 923, 1081, 1082}, {1508, 1507, 1109, 1110}, {1110, 1109, 948, 949}, {1082, 1081, 1394, 1395}}]]}, {RGBColor[ 0.9027121704824631, 0.46383217470845334`, 0.19389233953569665`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1509, 1508, 1110, 1111}, {1111, 1110, 949, 950}, { 925, 924, 1082, 1083}, {1083, 1082, 1395, 1396}, {1396, 1395, 1508, 1509}, {950, 949, 924, 925}}]]}, {RGBColor[ 0.9010231801568456, 0.4420770478175813, 0.18968232178476568`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{926, 925, 1083, 1084}, {1084, 1083, 1396, 1397}, { 1112, 1111, 950, 951}, {1397, 1396, 1509, 1510}, {951, 950, 925, 926}, {1510, 1509, 1111, 1112}}]]}, {RGBColor[ 0.8972983264686836, 0.4178794975268605, 0.1849358653332659], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{927, 926, 1084, 1085}, {1113, 1112, 951, 952}, {952, 951, 926, 927}, {1511, 1510, 1112, 1113}, {1398, 1397, 1510, 1511}, {1085, 1084, 1397, 1398}}]]}, {RGBColor[ 0.8935734727805215, 0.39368194723613914`, 0.180189408881766], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1399, 1398, 1511, 1512}, {1114, 1113, 952, 953}, { 1512, 1511, 1113, 1114}, {953, 952, 927, 928}, {1086, 1085, 1398, 1399}, {928, 927, 1085, 1086}}]]}, {RGBColor[ 0.8898486190923593, 0.36948439694541846`, 0.17544295243026625`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1115, 1114, 953, 954}, {1400, 1399, 1512, 1513}, { 929, 928, 1086, 1087}, {1513, 1512, 1114, 1115}, {1087, 1086, 1399, 1400}, {954, 953, 928, 929}}]]}, {RGBColor[ 0.8861237654041973, 0.3452868466546971, 0.17069649597876635`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1116, 1115, 954, 955}, {955, 954, 929, 930}, {1514, 1513, 1115, 1116}, {1401, 1400, 1513, 1514}, {930, 929, 1087, 1088}, {1088, 1087, 1400, 1401}}]]}, {RGBColor[ 0.8823989117160351, 0.3210892963639763, 0.16595003952726659`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1402, 1401, 1514, 1515}, {1117, 1116, 955, 956}, { 1089, 1088, 1401, 1402}, {956, 955, 930, 931}, {1515, 1514, 1116, 1117}, {931, 930, 1088, 1089}}]]}, {RGBColor[0.878674058027873, 0.296891746073255, 0.1612035830757667], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1118, 1117, 956, 957}, {932, 931, 1089, 1090}, {1403, 1402, 1515, 1516}, {1516, 1515, 1117, 1118}, {1090, 1089, 1402, 1403}, {957, 956, 931, 932}}]]}, {RGBColor[ 0.8671899564333896, 0.2079142562061556, 0.145562408509538], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{932, 65, 957}, {1403, 65, 1090}, {1118, 65, 1516}, { 957, 65, 1118}, {1090, 65, 932}, {1516, 65, 1403}}]]}}], {GrayLevel[1], RectangleBox[{9, -14}, {14, -5}]}}, AspectRatio->1, Frame->False, FrameTicks->None, PlotRange->{{1., 14.}, {-14., -1.}}, PlotRangeClipping->True, PlotRangePadding->{ Scaled[0.02], Scaled[0.02]}], {180, -540.}, ImageScaled[{0.5, 0.5}], {360, 360.}], InsetBox[ GraphicsBox[{GraphicsComplexBox[CompressedData[" 1:eJxc3Xk8VO3/P3D7vsxYxs4s9kgqUVmuULKVIluSNUuFSpu0UHYVpRBlV9lD ImouKqKSKEqStdJqzc5vvo+7c67Pb+5/zuPZzZy5znK93u85Zw6KR+BObzYW FpYlXhaW/1v+99+o0b8l/d8/gP/fPEwmMFmMyZJMlmUymclUJisyWZnJqkxW Z7IGk7HxscB/S/D/m4fJBCaLMVmSybJMJjOZymRFJiszWZXJ6kzWYDI2Pp5/ xsaHmYfJBCaLMVmSybJMJjOZymRFJiszWZXJ6kzWYDI2PsI/Y+PDzMNkApPF mCzJZFkmk5lMZbIik5WZrMpkdSZrMBkbn9g/Y+PDzMNkApPFmCzJZFkmk5lM ZbIik5WZrMpkdSZrMBkbn+Q/Y+PDzMNkApPFmCzJZFkmk5lMZbIik5WZrMpk dSZrMBkbn+w/Y+PDzMNkApPFmCzJZFkmk5lMZbIik5WZrMpkdSZrMBkbH/mf sfFh5mEygcliTJZksiyTyUymMlmRycpMVmWyOpM1mIyNj/rP2Pgw8zCZwGQx JksyWZbJZCZTmazIZGUmqzJZnckaTMbGp/jP2Pgw8zCZwGQxJksyWZbJZCZT mazIZGUmqzJZnckaTMbGp/zP2Pgw8zCZwGQxJksyWZbJZCZTmazIZGUmqzJZ nckaTMbGp/rP2Pgw8zCZwGQxJksyWZbJZCZTmazIZGUmqzJZnckaTMbGp/7P 2Pgw8zCZwGQxJksyWZbJZCZTmazIZGUmqzJZnckaTMbGp/HP2Pgw8zCZwGQx JksyWZbJZCZTmazIZGUmqzJZnckaTB41qnz+Ovz5nXG83l41acGVv3sKd7FC Y8x5oRnc6pabBN3r53DnH6tLMAxepEvd37r6728u0HotIE2UOk4317VuPnGF EwQkeh8U+jhJP1mzw21ehwMIX3Qx4k2apt/daD99+gMbKI22JXJYz9E/PHK+ xHKaFWy/YDG4xLlI5wV7lc6TWcCfs5vuzz5exvuZ4SdGv97NjeEedbfhrQ2b xL2w7KaUyTONm/vWoU0Rl2dxi+iH7/EnLeCW775ycvvNJbqDm4bXJmthsNPo tu5p7zG61mi3p9OCIMhWsNCz5p6kc5+L8TxUKADGl3/qyd39S/8srOcZ48wP jPsur/9lMUt/kPHFI4uXDyTC1Rse/ZynJ2hd86ip5gF9me82XLy0hPdfD66S C20MxnAb6q//5HN1Anfj0A7hsyNTuK0v+m+6bjSD+63O+SPF1+Zw7+5Ny3v6 YwF3f2Rl18dNy/RDKk9M4wZEgb7HxM/2o6N07bPnc8ibRcEG9vFDp3+M08c6 TdiqbouA9bmjf1Xcp+jlKzncLflEgO7mP6faO6fpRyKf0vsOEIHOl18sp63m 6Gt6L8gfe00Aa6J+Rqg0LNAndTaf5l9NANqqP/jadZfpfI5a6yu/i/87vlB/ qfqjLY7ijbxs3ZJ0PWwcd1fZk5v8tyZxl4g+yj/38C/uiGNVpVOdM7hdPpRW +0/M4V6jf7f+s/Aibv6M7BY7jWX62I9jwhcuSQB9G8WGP8/G6O35Bu+EWSTA Ay/eQrg8Qa9w50hLO0QCq0/+vpq4/i89SfaFm8qgOCi+2BHqcWSGfqwrUbnC ThyoZld7rymeoztccfxp2CgGsqtubuP4ukDXs1Yob9EVA/IvwnXfkbHjUxJc +KlwkjdsDHdzw60je7wmcAumygXcM5vCvSMw3ZdzxTTua5tlPJ2EZnF/kLmx p3hsDrfcuKQj67sF3B7Pk3fuql6ihzYaVj34QcG3/xGoKnzmqQxYu+TyhPv3 KH3VSvGSz1tkwCazQrOwoXH6rzRW603N0sA6YfbFXPckvYD3949sS2ng9MHM JvjNX7rP8e5YjlYp4E29/vZX0wxdcbhRbZ+NFDi0f8jR5/EcvX9nxfOmdklw unL1p77KBfotmOGjtksSxC6ec3cuXKJv6vhptSmJxnQ8yILXrP7t8a+R75bw XymJGMd9fnfxjraNk7j38Gwnjo9N4da9P9omemcaN9HjSoKO6yzun0JrbRzE 5nE31r4TPtmygDvT9/jrG+eW6JwB0emPdijh78/p6SP9wVYFkP6bR/DI01F6 9xY9yOeuAJKH5Jffnhqn724uN1k9IQ8Su9eOrVszSe+x1GxyipAH8W0Wgynf p+iurbctwiTkQWSj27u5rGn6Zxtq6527ciCs7liTi9Ms3a0jnTEuORBaHl/z mDBPH9gl8W76lSw4fie7kPx8ge71PtFRwU0WHLpVfTP87BLdJLFr1CJPhWn7 qYNhi9VyTe8X8fHcnyrh15JCn2eIuETceDKAHNSwW82xiBV3q+rq6p9H2XBr XOYxCzNixx071ftOnJcD97fd970K2pG3NMRNGKZz4s5V9Qjv8ObCzXZZj+ir xY3bbUooc2EGMwswNpH56HwK298sIHP1kHMrdQr3MqW4e1PLNO49xGPO9w/N 4a5lMepWlVrELTnK7ZwOl+mG5/8cOxS8aNQQSoi5FDdOj3p5dH9B7ZzRyTWx SbtMp+ivxRf2DrLNGGl/Z8+UXZymS+4Nt5O1mDL6lnm6cPD+HN3tDo/5rsRx o0yH6aqCAOz1yUBkxZmb2XXo86/1aSOOsR7juN34d4kd5pnEHXkKvnYqmcJd /GNF3Ca7adwdu5O3qM3N4J57wcZGzJzDTdEPeDSzeQG3WdGHE30/0PsJkN28 9nniMl00orqole8v0+djo0bZll8fpIghc4T1bQs4x4rbp+rDsMlPNtwtP9pD pRw5cGtQXor+ecKJ+7L9s4KnjP1p7d5/xceGG1Tckj+YUsoCr6bMbyp4wQkO +nA83rWWDX54LT72cwsHUFn1XUi0hh2SuVdlajWwgb6Z13vbDDjhPkOL7YcN WMGN+vtlFxu44Mqlql2fliggUWjrTnHeUTonKV1F7BUFfNqu8MQ1eYz+UTNs 1iKNAtQS/665ozRBL9+870WYHwUcbX+VO1YxSY/eY3mzWpcC6kXzxDca/6W7 Hl0V+IeTAgR3hUZeaJum61wU36T8lgycrttOv2LMD/x5cyJ7sskgr0vdV+LX HH2g7vPQ1SAyGJNk++B2aoFe8/ZpVYshGeg7fzAv4F2iX/55N5pVkAxi0soe TiRj8zsV2O374tfFhz7//JDHmqf3ZQz33mHZvtT6CdxDinoy8+lTuP28bO1d Tkzj/p0TkPjIdhb3kcGYl/Ja87hnqHnc5/gWcZ/2gMb9w0t0cyXFjezlAuD/ 3/88QM9lg9DjVORvK8qcpH+z4k6eV8o7ZsyOe8uLtNH26xy4p24Q9bV+cOLO 9Y+KijPihuNu8avOxIrg6zsR3NLxYkoIRMfpaKzlY4V8p6aOXAgUBH8v8MWf SmCDN8PIYgYj/MDzzOcfDSQOqBVtWTnlwQfeHK+05LvJCRsuHbMr6eEBhodi CnfQuOEd05ns4+M0QO82+GZ8YJTu6wblwh/TwOOFBeIf/nG6amh0SnwsDTyS r9uYVjhB/5ZsI5pszzA45W1mOUW/UyF5KYtKA3UeGy5PfP9L933dx1P0mwpq L8xWZ8TO0FV/3Dlf9ZAKHuZXD1iqz9G/cR1agpFUUPP8uMBM8zz9DnX9yRc7 qaD6+7p1uX6LdD9D1sl38gwL/N1rw4vtf0VgF5YZPdqIPu8uT2cnNjZM4Bau 3pea9vgv7oMdzZRDD2dxv/itUbClagG3Kl/CatnyZbrjsVk96yFxfPv+tyAA 2RfeB468Q+bOunfTU4gN99ixxVZbM3bcPVbmLKbnOHA3Uq9pr63hxF0+0+eh OM4FL4d4iYeKSuHr26W4i5NySRQ4PNg19WiQBY6I1khNtIuAVe8vvpRyZoOh 7HIrn0mIAN7ZZzlH29ghYeKccbILEfRLLYW82cIJcwaG7P2yCKB2w7qdmo+4 4LpPqVy9/UpgJ0n7hfDYKP2BgOWf4StKwOLG7Yg23wm6nv5C1y8TJbBJnpGp fVP0mv3FcGpSEehlJ83tcJyhb0hzvbuYpwhWKfPfF2mbo9e2CF/hdFAEKgVh gR1mi3T9ORgiyKMI5FfOqCXRsf2jDKJtQnQlKOO4O+wm42/en8Yt5xQwQLNY pLuUH3c3s5Rj2t5iYGyPqC7tLrKz+YHnanRW3E/WPnNa9Y4NtwZZ/se6H+y4 r/EfDzVg5cS99Pe1oKkEF26fAdUMC01u+L3vwkft81i9xgI/cBDmVtug6w97 Cvf+qG+WAJvvArXQAyywUqayaBdFAiQ/T863e8QKBeJ5AkZOkMC3r79pmkLs 0HPBRet0mzjYwL0li3MvB3x44N4oQVUcxCvflO8t5YTET5zluWfFwKfNk2lV LNxwN4z0VvulAlYsNndUXh+lb9j53aFkrwpYE1AMLrJN0aWGrC3WtCsD/c8J xd4Bs/SZo/f0q02VgalNsLRhNzYfqQLbObFTMmfHcL+/e+K1Y90CvW5DXmhW Kg0fz9G4p6tyVJBX9gwO5d6n4v6mwZ6ab4L830IS7KmaPcNpjXzLyX6zhj4r 7s8L5fy2K9hwkzOF209Ks+N2NzmQkonXM5Ig+8tz16YZ5MEYJaXfXzlx0zTD f4h1ceH2auu9t7GRGxJOtj3QeoDViywwZwXt1A015HW9Rw0509H1oZaE56xB QsgVunYa2b9lQGqCw+1aKgu82/RTLtNTBhQHKT+l67HCDIcI4VvvpUGDzVTf k21sMOmrHGu6tTToWvV0scmLHcYerxpPbZACPwhXpV+GcMBz3NuHknUZ5++Y u25bAic8lvz13bUiSSD2ZpXd23wuuF/lXNNViiRQv7cc9L6OG/pfUpI081AD 5fEdhk2/Jun1MfWX6rargpl7EzEy4Yv0i46vStq11cGNjddi/A8t0X2nwmVT yxXAKvG5xlc3WGDyQKl9h7kC6NiQudPpACtsfN2TINgvD465bekdMmCDU3W8 L8xOyAPJyJ9+QcLskFawjjNcWB7UFl6Zmu9jhzuTPY3q8uXAnjd6YVHljPd/ IeHkXwPG+TfdKyB6gROWHnpUseqdLMiRjUi5tYsLfnL9/sv/AKPeNF6hqK7C DQWsJFTz2Bn1qM+b0vuMenLF4+CUcGcVfPumsDnt3XoIXY9LUXts3HqK+Xqc LJjo7fY3r0TXx9JujAeKBPLiNrXnO/pRjQ/3TyI1JHcIOenV+rMHM/hx68fs uLDOWQD3kKlfzLKYIO6LLGGXnr9GXleXcjUxVgh37/GyFOfNwjCL/HH80Gbm 64UsQMpok/cRU1bczmqdZPMCNtzpovt75AkcuD8tLidPHuXELf8tybblIxes hp9H1J0XjXIVCHHfd7LCZ5RdpOSAOSO5wHfBlc/ZYHt4izH7+Wmj5Mc3XM8Y csD+QaPAwORJI2Eht61bKznhb9P7aR8Lx4xi9iitFlHH6vlRo2qxCA2vAnS9 r/OLnnSrHh/uyeqf3HpN/LiJcZlTWbsEca/cYzfIP4RtDzIYVlV/l3UOXY8N FxnRhStZcSss3L7R24NcO7xvcSGWDbfjayU3mfXsuCerhxrWf0VOzM5RcrzG gXtlvEf0MRNO3C1HKT+SxpB99vZZV2Rw4WY3zyh7Y82NO2O1q+joPDe8p9ho dW6UAgwOfn25ZMACuUJzL7u1UMCIcED96U4WuLsjvB3kUsC18sn7CwGssEzd XZxyhgI27TpVcIqbDXKGGzmyOlLAr2nWjLkMNuj8QS6tX5sCUm9EXz2pxw5L Vy18quengM0GwtEzjPzliO4mZw8z6tfP10KP+3FAp8/VnuF0MrgVLnvoLyN/ StYl53ukkoGFUo730RuckP3S0RHjI2Qw3aTmPLmaCzoO22rQrMkgx79s25EX XLBYf3UguwoZbBfUNRn35IasSYTyQcb4Fkof6R5a4IZx9G/6iVOs/45PHpj6 y93vix438BG5dV2qiQeaXHWQrQ3gBI8O3Bk0TeSDv/WsX1/OZQciTeWrgnYL wNRe43CvblbgQ3l0Ok1JCJpe0NNZT2ABdaeaWhr/CMN9K54XbSzhw1//3xK8 52oOfZiNvNXHmrhGig/3g6Y3eYWX+XGrqNpvUOQSxH09urs1PVQIN9eIq6f4 hPA/U4EN397Ipq3oer9Odpb1q3lk6Q1DYh0lrLiX3yj3vHdnwz3k55fTK8aO u5m1yH+oCbkk9bf29xAO3Fe1tWf/aHLiPtF8BE71Ie9xr4qav8qF23h2Zhur GTdu5cSNJO45biioHFREG6SBFz5G2w4dYYGxhXe8WJ7QwPsdew4uTbBAbu1+ 2U/ZNDC88VR8XDArvFAl9a4mnAbGlVILJadYIav+zovXPWhgSfhBS95RNnim PnbzEWMa4J97O7L6Lxuc3/JkcTujnpYYGueBx9jhiZfz9zXYaECxlaBqPc0O p3asDeAdoALt6pVm3cc54OGuA8pf6qnAINtqnw8jX/+45PU2ZFGBRbx/xOQJ Tnhg4NP1jDAqsD8WnRs2ywm/+ZC2h7pTgadb/hOhEC7o/Wsbt9MmKgiyeDqQ NscF+w9H0XUojH5n7QCr2ilu6DpDPy7CSgWx8iyUKsb59ubxXWtXC3Q/hCZP QOK1fSK404Ybsw7UCQNv6fWuV014YAVpN+niG0FgPZI7cnglH2wx+xNb/IUf rKsmHN0pJQD7T5xffjXPCxSiQllWcwjBmbsSwb8JPIDH/lsckXF87h9+lNLh ie63IJgmH5RnIeGuyg4y9kuXYDp+CeCLvZ3ofi1k1uv9s5+ieHHLvQvos+nj w60nttD4RE8At51tTPG6REHcQVdISXdHsONZEfh+3tDQncqK++2e6iwjD3bc oEcnLFedE3eRc4Ub7wQX3Ks0UxP2WQlE+CtIzoaxwMJXu1bbZioB++Y76yrO sMLpoxUFiu5KjPNp9a6Dp9igiTyR9peiBGYia4+onGCHlxsD0poGFMHzYdMr /cEc8GPAS9HUHEWQYtpalnaIEypLqMf7eykCvxyH17sCuOBhehSHvpIi2MDW /0t4PzfMKbFXFCBh/QcPfPXz3Pm8C9K4/6oXDhhOyOBeRfMtf94gCjJqtNIC Qnjg9/UL3ZPPRIBGPLcFKZgP5tgksFOaieCh6+eZRwcFoIuPoob1SwLYqv3g trePECQGV3Pyjsnhr/e10jZ4YUKBaX+JgVOpOtdVzZHbp/Zt2X6cF7f6zpS/ R/P4cIeXNOend/Dj7uabt3/CKoh7tY8G93ctIdzRT/Y8ILhi848yqCx0PW7y ng0277mjpZ+uAnqiXTcJX2aF5zguRWULq4DlX039R+vZoW7hkc8855UBzVY7 vGeCE6qPvWG15Mb6Bx4YfKy/gIUL3d9Te8w8XclSAsSJHGyq9OOF2zlENpW7 kIDn9MfTaVv44WBi97BhgDjY2GOxNpwmCE8o5MS+YPQHxPqa774swlC0s8kz 8xcNf72zcQukQYj8A2i3KCUh2//1Pu3rg1xfeGNV4QZkTffXg78EkVNIHMmr +qm4OV7qWRypRA4KO7h4Pwr547rsshlnZLOfnZ4bVyKXZ/FLnGFF/m8pCe5+ 7HLXqkPOFrwcbl3JizvNaEvO/iI+3FcPLT6JyeXHHZ9TOXQ7XQB3xLv9nI1J grjPctOUh+KFcJ9Y372FLUIYbrc29JnrVwWNLVyepBMcsK16OerpHNYv8MBE Mx/9nmLknZ2toxNuyKLe6/L4xZA7Jm460ZrQ/VlJ4ZxCG0OQ7YgHG3ZqIldB fgc2Sxlw7cy3HfOM/R/4/k7SmcvSgLa9pJOtnw+qjm5un+uQAvcUgnfzOTLm P+5B4eOSUgCMru8jMurVVIVz1hMukqAVLntJbRGGObctu/fGqoOj7m+un+vk hGEBa8lJCQpgkZpM7+rlgVlfiUNn5BVA3aoeXbYnvLDe7c9tvyJ5cMqQUqZx mw8OfHi5326DPFhvtU/VIY4fstkWaBk9lwOzToWZYYECkPYyakLNXg5U+4xK FtkKQtPN3g/EhmTBiaM6iZ26QtDrsfGp5UOyQPd8CC+rrDD86AUWLTpU8PGe 0C3l/74GWYxPXjomifn+NXXApnqtPSKXD35OGhvSnGS+n00WBJsEKoj9z/1l O2kRyul+yKvY0zQVO5CFBsvWFukTcf9saNy4Nh+5JbvHuE5YBPed8HFz05PI UR48O14OIHsbyzvaWYniNqWu3dtzXxTa3ZYf1Uhgvt+OBdQ+fEOZMUMuvVZw xLuNF3dO0Pln7Y78uK9bukiAfgHcsco6fsV+QrhPswrVSo8Lw5q3KhJX9y0b 5YofCK6y4oFOT6afLlIWjOzkL8ix/uGFs/eaDvt+mjHiUElvtEzkh2mZyeSO lCmjCq3KwOtrBKH+ZZ9WA7txIw+9l5L977DXHzUatqBRjmxC98+9PxcbYqpE xP2iaqxDnFcE9+OfjppffyLfo8LI6jZs+5DBTHTynMhZdH+j/O58Xi1WXtym mvclLc8j+y8/UfHh5MOd8KZ93fko5Kqc/s0ZvPy4e46O2tXGIbNtXfbsEhTA rSotdGTiMvK2n7LhwiKCuIMfr0hckYR8I2FDphkJ9TvQw7zUMwX5y1rHx2el hXELcPu8SksXholel1ZcNFzC76fka5HUJA1RQGdXuuXtQB5IC9xUp9NEAYdM 5oTUBnmgvpi/5a4CChAodWgvsOeFu2qudAdfpIB86fvXNFp4YYBrrV9SEAWA SBGnEgM+GM0+NFNhSwHdY4Gyq+7xwaw7AtEd6yjg6J5Xn+8p8sNaax2JCSkK EG5Wz1mTwg/fju/JF1kkg4K10fvu8wvA38mROqv7GNs7c1hN96wA5DEofbrj CRn08pv8qh4XgJSBLttD+WRw8nhm2YZ9gnBjFMtgQgwZiA4uHqn7IAjtNNQO lx0gg5Jtu3UNrYVgwJsdrG3byWDrw+o5OhSCUcdCEv6sJoMBJdLjTWsZ/bJM joIwiQxOJx4Je3JbGL5a+crDsoYbYNvnFbsh1583nEB6qS+UR4IIv5ZLbPx9 mR1cVA4e4NFjHE8eY4G/rBn9zHburbxOorDKpyLri7MA/vv/LXmAxsj9yJR2 5EfaNwgPioi4t4WcufEuUgT35wYPxUk37PikgnVr7xTQXdH9tuQ22cNPITLf gcT1zVRe3JPcXKytF5B7c0Ket39Bfm7053LXVj7c5R89HXoKkNOPv5fvF+DH HSlq/WU4ADmotL74exuys+W6o39WC+A2/VqgP5mEvPK8AsfsX2RJhaQXi46C uNlqea6y1SL/tD/tzC0nhLtzfIwicBYZXto3QuhHLlT/WCZugvqx643bT0jn CUO2P28On52lgb8m1WvZpHngymQtk4IRGjDL2TRh78QDnY0uir77QAMpbC/u FabwwMiv3weXm2lgxN0uiOU9ox64vLVS/SENbKj/tHKXBC/s1c2/sKuABuLI Pr/uMs4Hvj72Xedu0EDP2dHCpWu8cF20u1JhLA1ofj7pb/uOF3qsok+9C6GB M4bsanfE+OCl97KNLPtp4PXN+K8Ltnzw4bmQ6yt20wB5UTx/x1U++EX1/T57 Sxo45JLhld/OB0Xe6OiGbaSBhlpV2jyRHxqevMpdtIIGRGXK+7fv4If+lLGu Thka8ArZmJmbwA+vN2+7wypAA/c/PHWdfc0PGw4VndBYoAKu9dvktgkzzi8p PnOHn1TgkNL1MXubAJRq8JEK76GCO9NuN6YvCsDN/s9Gil5Swaz9d0erVwIw SIT2sKuO0X9VHZHIEhCE6Q/PxbIVU0Ga+OK7KUtB+Nyj11nzJmN/BUcmWcQJ wgk+/RWOFxn921th24wWQShfkToffpoKLq1JJU7yCkGL3dMvig9Swecr1Lat 5kKMlnBX+vs9VLBqvPDSzWghmFVYfoB9GxWE7dCxHm8Sgq9sCQYrDamgvewx vxm3MJyZPyjoxKjXaIStLWmMekIx98Wn8/JUEBz4Jnr0/+olK7WSEiEqeNbq bLb5mTDsXVgOEdiK7gdXfLL0MoBOxO0Xsyj/Zp0o7hUZfSDwpDDwL7u8d6sJ Adb1hJywqxMA2YkNT95lEaGNtHjZ+mVe8P7wlIoniyiM2nyynvUEur98TaXt i7QQcdyfqSvf6Zwm4Y5P5Pn8+qwE7n9L0HSDFOamguzxZdk+ZhJ5QXtEo7ye iDv5dDvbx0siuFc3175ndxGFwo56IRGM+vBJhrzEd3EeqLpyh/vSXSXgZlYb wuXICzdx+G897qQEFn879FJv8EHn7nCtUR4lcOP65CajHn54pCyN5FetCHQN E/N2ywvCuMjKxX4fRj84rMl7wk0I5rq8GnKWUASHL7YcSMoWhvS3C51v96D7 6W/VmCUOSUjhPn3riuXkG2SX8584OeKlcW/wVYWiW2Rwgyo9S4GVogCaN1VO vCHAK/2DnRl+RBAgL6vmdl0E1giafpL9n/v1rS0Xv4YmI/dHV433rJTDfbQx cFG/EZmXQ43n5h553Dc3DYgsTiJrn02T2xOvgPu/pRiguho/KN6FfCVrfeg2 ISJutuFVm/40Ih9RVeVKOCuCe3C/wotVeqK4bUtJCW9GMSuD3ZucYl7Xon4u 9mRvM38tP5wJlQm7F6MCyAJX5td/4IW5L4zXr1NG309I5fxaKPwc+ZJRnPyI HwW3z9a+w2EPSSD1gcLFM5uJUNI1KkhERwx8yzpx+VeLKFyrEvGwZ5KG/7yY LajSGEaePDN/L/Qd8tuCquKXz5ArOw/dla1CTmLTzDuQjxy88ltm3XVkO+ec dIEo5LWRrikux/9n/eVSSUU+/7P+T28vLzj8z/p5E+Kstv7P+nUso9L1/mf9 7lznf6r+z/ov1p/Rl/qf9deEhsTz/s/6h3WP9cxS0fqJE4c0viNP6pccDO1G 7vD183vZglyRpOgtW4t8BX52O1CIfPjnDZe6NOQdkvaOAvHI2qZEO5dQZELQ y+1FB5BH06IsF1yQXzcZm1lZI5dOLBqnGyBfUqgx/KmJHGAZvEFfHtn6uNa6 eCHk/5aM/tTdI3vKCrnUXbsgYRi53Z2lfMUZIu6/7q9rGkkiuKU8btW7lyLr exxsXjATxb3XQ/9Nch9mVbBqt/c2iwsCcPJdufXPeaw/JcCrI+Fetx8jr17c ecojDPkNgXZFzhQ5SHHiznsuZGG9J/Srzej7OSWWVzu3xSNb7fX8xbsd+cfh NRzPiMh6Y+YrXJdlwHOhqrdZDOcOzpUVlEgCF1nO7bt2iMKj56e6HxYrgLhQ PqXNOwlwJv9toukOecDjtCKgtoQIT7VUbG2dlAUROlYPtPlFYb13+/u3F1Xw 1x+sfzlIhOj7QkJj1he1OdWY9ocssM8wPBdxF31/R3KuQs9nkPTPLMD9zpfF Ix/Q96GsJyrCBx8Sca83DOO2TRfBrRizLb7htCiUzvmpxWa9YLShiyOY/pMA f5u+nwHHZ4ye/W6u1xogwoYvT+rPZk0a2XBdFs7sEoHXoktjH78YNfooZ7eH 8Arbf6NGuX83itDeo+/3nNrUqt73TRz3zng3k5uz2PslA7mbXV1nBdD3q3S5 8gUPbULeERhs4nEMef9745O2hcgRm4ilpn3IGQWfh3TEibhrREukVSyQO0JD bSTPIv8atojkrUTm3i5VN/cNmVL9deyHnAjujZQqlU87kXfFXtjTGoUcOLHz Kr0OOcaF0lw2hpzz7M9SljLqLx+tfLz26m7kzuR4/wsJyKMsuzOPPkPm81fr 3DcnCol/btlVLFJAL6XBPpWDMd94nSsQ7KWA1HXLBUOM+mRXtzuL72MKsLPU X9Y6T4DT203sG24x+iu3k7anGgjwxjPFItmzFNASXHW7kZUI9TdysR3fSwER MRPzxE1E2Fv21eGNEaN/u7XKZs85Ijyn3Fy8gkwB8+UHc+/QiZCWXsAeyUIB VU0FMxNLRPiMGO/Ux+jPDvd8tTIyFIG+UQdLN9STgeaYYlbsaRHIt7iN81oW GYxweky9Y2yf4sOrdv8JI4Nc6QxzyoII3P6NeM/cgwzctHpuHtgoCsf3THDl GpOBjKnU+IMQUXit463LEpWxfRztt7A/FIW65lXljuxkcOXg1RvbZkWhdYmj osgfNvDfdhKD3yrvfju6ghvEKxXyb/YXg0NXxCpKpTnApaqjynfGxWFf0NnT I7ysIMEMbOI/JQGDzl/v/c3Pi/8+L/+zJwYjArj/W/KAp3ZJeYfNkeN68uZz HcVx7/R6sKPLh4Rb6ufz27zHJf6ZCnaslp7ezoq+P5i2NufxXlHk4XUakYFK yFrr71uf1UU+udFQ/LI58hODpp5bu5EFgU1uyUFkB+MP+x+fRc4y9VjTmoj8 Y8uPuU85yDrmwQ2/7iOftVyMWWxCbraO3CHYjSxqIywl9xN5z86UPo0l5Nt2 lDv6BCLuMfuCQCsq8kanNboua5Ejdtct7d+C/HrP5sZTjsjSbq0X4/yRvTwc dqWFIpd69ckWXkKe3ec39DAT2dRvvLClHPnS/lNHup8ifzjIsfF7JzIt6CIb mg+oIOAwqYV3Hrk6OCNRSlAEN/txVSc1BWTrk/fI67WRU05t+LbVBHng9JNS x13Imuesjvv6IB8Pf2d44iRywwVXrug4ZIGor6+SbyI7xARdu12KnBU36/Kg HvnnxXDFpg7kdQn8PzuHkc9dSar4Mo38Iknu1F9e9HmDeHK+MZcssluqFh9p JXJBWvUbJYA8dXNTqs5OZKPMFrfNXsix2baqu44hv83t+eMVjaxw2/tB8A1k v7u/z1woQq4oPL4l6THyUjGLUG4b8taymHcVA6Lwpe68xe95GvBJ4PWn8RBg 2ayNwJq/NHBLwPVrKuP8S6rNf3V8lAbeRZd7ERQI8MTphUt132lAgJN7IFKd 0Z8Y7bRhZdS/JmG79y7qMPoR1jvELZ9pIGSxtOf/Pm9UfLLYHvuBBu6d5HD+ zqiXeCJsk1530MC3KccuN0cC/Lnl7i6xVhpQOFxs1+VJgG08yySn5zRg/5u1 3TqQUa+22L2/2UADF/3ttz8NIcCU+ILUgToaePql4OWGSAIM3cayW+UBDcx7 LJvfY5y/bgR72QP3aGDNZ9smlZsEaNpe+KmskAb2775jeusOAaomsWZM5dFA TtdCvVglAQrYO7htyKSBbtsdRnF0Rv0oUUw5e4MGiG15dawvGPXzB7bBJ0k0 YG41t/5EJwFWpznm8lymgbDn2x787ifA9D0l3tYxNFBtmrPW+xcBnlPgULly ngZG4fS9jzME6NXv9K3zNA2oGFhp7eQgwq05pXdlTtDA3prMoufCRKjhzbnf 7TANXNeZUjOSIUKCym6NvAM00HrP/PZ9ZSKc/Fb2a2QfDXCuvKWosZoI3xdw la50pwH9gvGsbAMirDvgEnRkNw0EK5spSJkTYebKcu3qXTRQlJ2WftmOCC+M ck8sbKeBQflRKS43IvQt31O5yYIGpNNMk0P3E6FVcMXRSFMa2CmRKjZxjAhX rePVfWFIA7FXfyX6hROh2IzrjPB6GqgXNhbuu0iEMzWVNXZraGAm7nq8fSoR fjrFdypVkwa0eH7wvsolwnoDN/1eFcbxdMEoyqSMCPOW7y9SqTSQwZLE8bCW CGPq+ek+sjTQGfotbFUTER48736uiEQDQrP6y/ntRLhj84NNYwQa2Hw0MVSu lwjXcQuyr+OngdNjw7NXR4hQutnjaQgnDVQe3HCcb4oIl2OrI+jLjPN35NLk ORYROGglZMYxx5if9g0emuYXgc+FvHjMJ6nAeUD3z0EJEVjUVtN88TcVXHGN PzBEFYGJV4Tj2r9RQUt334jzShF41M7bSmKQClgddHzerBeBzqRaQZdPVLC+ I2bIbLMINHxPeJ3ZRQVB23vdH9uIQNqNfQnDb6jgzovVn9e6iEBul7od6i+p 4LNZlEshY776KSciGthIBRJPP36gHBGBbZ993lZAKtgGVjmknBGB97MeXZt5 SAWRdRfeCsWKwBueog4G96ngkd6HHRHXROAZJT/J8FLGfFGp+Xo+UwR6fn38 ofEuFWhoh1sdLhKBZnfF0vhzGfN9cWfztwciUGO/v4vNLUZ+qq0w2/tEBBI0 ody1FCroyDv79F2rCJz6Lf75wxUq4KO+3WTVLQI/lO3PlL9IBca3VOkNjPnu 8eF6d88oRp5Kn9Zfz6jPstdK0O6EUcG9629qShn1SNTfA0M/T1HBNxFlXWUe Ubi/uiFP+xgVkC+HVKaLikKbEEmfY0GM+Zb/tbaoAqNf1g9QrfWngstRtNIY dVEotfRkZNmLChrZT2iwrBOFi3SpQtO9jPnp7Mu7xzaJwoGwwAMxToy8XSCr /LIShU0mzzRbbangwImjuZ6OorCQU+aPyDYqyJ1spnR7isKEpqAyh61U8DFI PsMmUBQGxzQeSjdm5O+vw7JNjPrIyVJ2Tb8+FVj4NaUaRIpCA8HDk0q6VBA+ LCNRmSgKqa+b7vtrU0GNe1CS+k1RyJUod7x0BSOPPz0lZt0Rhd93HtGbVKIC VWepyxKVorBVrHlWj8yY3zsPClyii8KKTvna09JUkLyzIYbjhShMSQkObRCj gtZWEvepTlEY6txiwC1MBVyW+y+M9YtCd1nysiUvFRg20Vl9f4nCPynlxamG 6PkE3728T184RsQ9tErSOrBEBPfnhRZZ5y+iuI/N6O7lERYGz9i92k6dEIP6 9JgaV1c+4EHemNPWRoJSrI3qBx+g5x3sL3rjZ35WHPcjh093lMxIuIXZR76y Ckvgdi+ZVO7tRP5vSQBGMkJsXuuQzx2s7d23WRw3ne5b62dHws0iQko54InV e4rAPy9iZQmeV4rgrQX/HhcnZMPRhDg+LuQ710gPq8tFcItsTP+2by9yaB9F QlwA+UvE7c1Pqom4bVZoBh/yRq5tK89WEEFWOqb35tVj9LyKBJnHy6f2I89B k5XqkgS4bWS1nXq4IvDSvOFQOC8C09u979hxKIFm57Wl9tNE+L02ZeFMpBLQ jG7lYpsgwKbl1Oaqvej5EgL5nLSN75FtrA6F0m2kcF8b73ln0ozcnbJV6/km adwKRpXRVg+RvYYVBtpWy+C+Gxe3cVch8tq2rSOJIuh5FuotYhrLNsjkp30B By4jkx4X3fvwClmg+sTkFgE53GzlprqVFsizhYQQSgzyn7yeuktNyF8y7izP c8rj7kkNNvYzRe64CiI6w5GbLwo8N6lHhlHv+e4tI1eF5VrLGyrgLjoVlBAX ipxzVL9j5iFyaiAPad8s8r8lOPgxqf3mIrJWe1zaJJGEe+x5uJelMna8KuP7 GzO2vzFj+ztCWd3LwkMF/C0v1N2/kQjTadWTVvzo+SH+BL7lPxLIeou7ea8q InN9LxZdp438tnNZ7oMBcvaTHaqhFshBZTmrFRyQDW9O6Td4IgvEmpl5ByF3 H0vdwXMa+a7nj92FMcgnbAz2bbuOvMXgctBYNrKYen9IUinyIGlNhG4d8j32 iMvdz5HPjnamnn6HvO2Tai55AFm2JaTkyW/kH1Uvq/fNI9fkyD/h5aHgjk4I elUkhmx/uqFrOwVZyV9sYFwTecJ+389rG5DrTar/6pkhJ6ziY+2xRXaVc+E/ 64asyVciTj2IPP93WeHZSeSWwR3qvpHIKW05a/mvIvs8mjIsyUDWKTAz31GE zJGcajtZjdxx/see5GfIWUEGvhvakYP2XD78qRfZ0KI/9NwP5KQaj7frU8XA gS03VzTuk4D7AzeXue2XANcSHm7PSBKD1A231vydo+E/bxqs7/NzCnlfSfeN gVHk6G8nWt//QC6gSrC9/oL80uW+zrN+5N/Xbf1qe5AJb8bS73Uhr+ZPaLvd jmy3eSXHrVfIx86+1E16jpxS478/9gnywwmejHOPkXs0b7cfq0Fe8tnMdbAS mZw9uN6zFNm4J+ygUwGyF4mctT0POdLm8dvNmch3Yl149NOQW57ObVx9Hfnn UkqgaiKy0HrdHPl45FVH3nWKRSHvLD7Cxx+OHPyVaMh6Gvk6pezQ9HHk6t3b 8n4dRu6+9vP94EHkhdexAt2+yPJ8aqDNExmYNh1pdEX2OON9u84J+UI1+8dy O+T88Syhu9uRn2sA4wwL5O/7eo9e24wskBV6Nw4gr/wo/en/rr9ithGvIZxY h3x4u4NpgDZyUszUcS8N5KonVwudVZDfL2p/tqEiz+m2iZjJIcseDthiIIls WCQQskYU2e1LQbGaEHI42bxfgRc51/mrGIkDuTEpYqsAo5/A/K2VFso2h8zH 21A6M4msYeI2+PsPsvXpJdLwd+TAB+kWH4eRE8Y2nHnTh1y+4sO9po/Ib72P Dz/qRJ7KEJeqfINM6q6wKniJrCe281xmE7LTttGK6w3Ip6IvfY1/hJzeoCFz vhr58ULLtpMVyJ/X+YUHliCzHuKu8r6LTC3MG9mdi2w6bCK3MwPZW2HAZusN 5CincxcMryHfuSpfvTYBueVV3Q/1OOQf3LsVKJHIgsazOyXCkFeGJkcKhiLb VOk8ZD+OfGi049fsIeSr6ocpoweQK70Iu774IHfeKonu8UCefm9V174HWUr0 x5/njsgbGM0+3RbZJUrF4f425DP1z2ILzZEz5j0fZ5ki1+uwjScbIQ8EZipd 2oDMUWDodEEHWWmoJz5kFbKZ/CkYtALZ11Fqcp8ycuyVByp7KMiFL3fttpVF fsk1eclcAvk3uNJgJIIsfGrVXx1BZO37rWoaPMj/LSXBBvvL68onkLOUTk/F KpNwc035V3o6YfWTKl4PNT74oFPpzPj9rcotlnkS0GJ7VekKihSoKjO3edtL gq1frqjlfJUCq6UOdrpIkuDOM4E50iXSoCQswWV4hzjsEreSuxIsA9S+Vwwc jGPUi3HsJyRpskA3eCHqa48ETJOg1K3xkwXe33pNXl6XgAdyDFm2l8qCJJf6 5TIbCWio5WLqPyULGtpyaq/xSUBC7cnoiI1yYNQ08njIUxIc2JL8MjNMDsjX +K7Ze4YEK9srCXWMetZK0/KPiR4JRrq223UJyoOQLM1C1XFx6Pj9T8q4rTy4 I07wESwSh2rHBD8J3pAHXTHj1HFvcTjPuoKi1icPOJfe9nYqiMOXF7d6myor gLWHH9yo/SAGb0rtu7v3gALw/JJqn3mVMV/knf8VUq4AEp1DRSKsGfO3dpb2 9RkFAFtdW/240fWtLy8s49LeS/0zC7B/5Ppp+jB6Hp5L/0OPDefFcXtwSnwL vYquh/mqHTlIz5GA2hSg9otlyahyuvT+07OM9WnGi+VsmTUqm+zZ4FAiDret f7/sGD9pVDTGC0d6sN8fNSL/2dA3IYCe5+Yu4eqs6SGFO8so7O2+B9L/TAa2 c9pKKw9J4NauShe9fANd7xI5zM02+kQc96jm4VGbX+j5e69HenrvkcSg32HF HTnpY/jz8QosxicjuMmgyF+GNDkqAUOE6jXeipAB/+DpfIduxvHVftmLKk8G +3f3rat9IgGlr7umB6mRQUuHcZN8sQT87qT59vFaMlCzynMIZxwvD+UW+AUB GUQ/5f42fFYCxva3mOy2JIOv+v4nzP0koHNe6qm79mSw5f5LnuKdElDdz7di 2p0M8jS1Ugn6EnBOQ/fH5oNkwJGfqBasJAFbRjlpSSfIwFN+sqZLSALeqHzr PHCeDBqu21tsnCFB/xM5V1ZdJgOKcE33rX4S3KB/uOXMDTIIi5LZz/aCBPlY NrG9yiODvuXT896VJNj9RHiDzD0yMDrRF9d8kwQLonoP+THq74xRY1nNKBIM sSy++6CJDJZ884oSgkjQQji0n7ODDFz7uQ0mnUhQpsNCyq6XDB45+b9yMCHB H9eldmSPkIFc+8s9tRokWOv8LXp0kgxOW2j9lieRYLz8A2jIQgE9DYlnwpfF octAxEw8PwXob5wU+vJNHGrm2636SKKAtAr7DPN2cbjoR/NVo1LA/IoareJa cdiqOZ5xnFGPO+fKQEKeOLw1Brue6VHAQ9kzNsGXxGHg/cvCYqYUIHWtr6/r uDg0Oulq5rGdAk4Kmhza6C4OhQ00z5Y5U8CHiDzWDAtx2MeyULXkTQF6S9xX 2NaKw7KnLb+tDlFAyjF/6j45cRgWnaqcFkoB079fljdzicMdVr6uI1EU4OCj ZaI5ysgvgu51XUZ9XvU5sSOBcf6Nd3C2RtyiAJLjpOdkgxh8kvyW8+1dCjja Zj/pUMSoT3bnGFDvU8C7rTUXaq/9X74dPhoEKWBtvYy4AuN80RkExY9fUEDS +jN54b5ikPO28LBAFwVM3uvT+bKDkS/+vbK7ByjAVt2k0Xwjo75aWWx39xcF lGfn2RcrisFPUW6WkjEcADue8xW0jWNbOYFm0Nfeh5JSsG+rcLOOGytI2H1C Zni7DDSclfIjjvDiP98bGn1D8Zkg7v+WPEBxoHFfThnyxP1PamHi0rgbYiZ/ uobI/DMVBEZ5TVoOo+txJdOlZ7KbkH/5zPPM3kXWeL/l6vZ45P1br8jlByDf rf50e8EG+Zuq2mrbNcjKqcF1d8WRvXnhFpYZEu6ck/xv7LuRB0bsdxfXIZOd s4fZM5D3tvwKdA5Dvrlh/VyZJ3JPwYUL3FuQpWXahFxVkZ3iZFIr+ZCT5/fR +H+J4+7cX17s/hpZvGdRt/oesq2VeYNQEvKVuiQr72PIbRp9nbWOyMI3V7iL bES2Fjz+w1cOOf50w1H6MnreaMsvQRbSADKvq1PsgafIZq25Yk/ykSMNR29J xSA/K9moFrQfmV0hqqLRGtn4cruB3CpG/flQMN11hgYcY4eajIUZ9dpRGb1H jH6wTKz5coS8GAxdpfZWZoQGeDKKHZ5rMuqvH+uCQhj9n5vaFQV+AzGomG8q 8OEDDVRXHPtqbSUGZ9x23tFl9HsEw92lCbsZ9YeMm+n1FhrwfW50vMNfDGZ2 HuybbKABuFPRiBTC6IcST4Xa1tKA5CcebifG+99qFSNZXkEDQT6/WtNSGPU+ d3IloYgGno+9ud57WwyO1ufaBObSADm0ypXyQAw+DS3/+SqdBo5zpSl7NTL6 R10YrXGNBl4nnP2d/04MHhh/pRh3kQaUZbyqRoYYeVf8EY5E0MCZvK1nNCbF oJjviMvWMzTQqaW5JZBdHH6jTs/kH6MBzYdEoXIRcVj3ieMaZyANRJj+fTdJ EYcJKSLaXj400NPafVNXWxx62ZJfNeylgbVOdO8QIA71hFb6URxpIH4wR/PR dnEo0LyR85wNDQwejJ5admXMZ+fNs3q30sDGmQOPjAPEYaWhg4HBJhq4Er4j IuK0OIye9fqQtp4GRgTWWT+PZ8y/lYePzjH6p03J0uL86eJwVeA5opM6DaRQ lnusC8Uhh/ql4geMfmm0cDA34aE4fD+UZk6SoQGzdc8PdDSLw6KMu8PBjP4o AxatJX0Qh+ecH4R18NPAX4vEBUfGfG4n/kxuNaMf2vbu6NO0aXGo2tZek7BA BXl7neN7uUhwIbZv1x9G/7MwYmhHYeRD2+bfY9a/qMAumCbrpUSCuSwLF4sY /U7REvdQ/loSPFHLq87fyzjeYn4WjjDyxvqYRKMfo79xFn1zRMOWBCnaSh7P W6mg/Ob9jYEeJDj1Y/WSMqOf4VO9wV5+iASb88GNCDoVuJefeTF5jgRvuW9b N/SACmr0Pa/qJpDgYVmXduMyKiA0me0OYcwHZl1+AVl3qMB3hwbtUQkj764c 52PJogL6R8KP5UckOGoVke+aSgUS+6bKjV+R4FPuq8aPEqkgYPRDSASjvklt yOyViWWcLyGPjZ//IMGDp0tCQsKpQI4zh49/ngSN9epIH0Ko4OjlqHZrRv1I mmgu1z1CBS+lDtxIkJKAP4q7tl3fTwWKuTYeHaoSkO47/H3SkwpOrdRRJ+lJ wCTaRKStCxV0VEuNO5pJQN9eFlq5HRWomyzVpNlLQINUITrBmgrCXw2E9XpL QKKd7O7AzVTwwaHJnHJUAn4RUp9+ZUAFqwYKiV4XGPVKs+5VjXVUEH0g4UP+ VQl4+cJmrbiVVPD5b3DWSLYE9DSyfTHC6A90w5z8NMoloN6cm89WBSq4xG+o HVgvAQXuB7DfZvQDX65RZ++1ScD+wNAMTgIVGJC56yc/S8D76rEbvRj1/7WC H9G6fxj10HByV8P/XS9f22YTsiQBswi8h8oj0fOHP3NS9tx7RsQtP69nXsYh ijumkS/1cgM/qEsPWVMtLw3lcrrl7mmi5xUfL1ofysspjvvN/ZRu9x7kFfRp vYcVJNwRz+2TReIkcP+3JABtP67jFTnIpNsWRR4q0rjnhy71Ewtl4MSykcsW E/R8ZPfSYdmQTuTXrnGfiv2kcBsIad/qX0AufNTpKp4gjVvqYKiCOU0Gd5Qs tS+0Cvnmeel5+bXo+ctnhTka9NOR3dJ+RTtzyOE2VunafuIAsmIFJF1/i8xl VPCpQl8e90jL1dw3ucgv7E/v/yOggLtkYN9qwaPICQE2s+qfkP9bigHb+Uu5 CV7IY/JTbyMNpSFMHFqbr4CeF91bFPFIZzvyQpPylmdnkKUHm1rtSpD1lnwd hj4h20vx9R0RpOAOXlvoy26AfHW71diVA8j3/H+dpKYjt0VcYit/gfw7Uytu 0zxy3ryWlJeYGNjN0fYl7YcMPJTv914gQxxcdrquMuEmDfV35CTfV5MAT0tc fC06JfH8w34fyz/MWP5hxvIP3z//8g8zln+YsfzDjOUfPv5/+YcZyz/MWP5h xvIPM5Z/mLH8w4zlH2Ys/zBj+YcZyz/MWP5hxvIPM5Z/mLH8w4zlH2Ys/zBj +YcZyz/MWP5hxvIPM5Z/mLH8w4zlH2Ys/zBj+YcZyz/MWP5hxvIPM5Z/mLH8 w4zlH2Ys/zBj+YcZyz/MWP5hxvIPM5Z/mLH8w4zlH2Ys/zBj+YcZyz/MWP5h xvIPM5Z/mLH8w4zlH2Ys/zBj+YcZyz/MWP5hxvIPM5Z/mLH8w4zlH2Ys/zBj +YcZyz/MWP5h/rcE7slZR2fSpOCxVyGKp/QkQezqiI8XmmSgw1JAud83SXCX NdH6uoQM1NPyBI4pUuB5Wzr9to80lHZzaN2yVRp8ybijXfNACs4nWLrozEgD zsDKnBZuKfip3ug77Y4MoBlC8R4HSbhpxDMqf50soJPSTzg1y8BituyLh5Nk ge3insMX98tAKdm+q4bjsuDroMKBekEZeEFH/gafjRwIben3niqVhn+2uWR2 FssB4r2cvWo7paGz7438bH55kJ/s7bRnUgo2hr0vCvCTBxvOqNgmXpeCq9NI FRua5EGr14jVMz0peLPSroZLSQF4WhZume2WhDytV+jt4QpgRvsg0DzNmL++ tj271acA4iW1NrgroL83UGkyvoeerYDb/OOlrUQRuX9mAXxDPiJvB9HfOwi0 ny3z15fG/e557HbWazKw2885lnVm3ijW2+/mMqsUNCl9O6LwecpI620sp140 9vOjRq91Xn4MIKDn8Rua6lbEvJTDXbwzOzY3Gns/ZBD3urdC6rEM8qd7e8/y /Y9/XOAftkefZ8XNOjywyJFC5l7hWfYH/T2FePElIZK+JAyJVmxTqsQ+r5KF fJp30n35yeBXXmnjyhEZuKbxwpFz6mSQfuSv5HKBDHTZ626RYk4GlpsM9r8+ IAMjZgwoZb5kMCd04VHGShlYkig90xRFBnd7WoSDRqVhl/p06+d8MnAoIHqA csb7e9qRN/2MDLhOOFYSgqWh6p6yUOFhMqjcnMHVryMNbf7G26pwUICn6BfH e9NS8ORlP3UjGgWI9GsUhtVIwSzVLawOxhQAS44s7jglBVvqqe8D3CkgMPTh dqqBFBx3Xi6JPEcBchas2eNLjPll8mPErQwKeCmxdbIBSkKTi9UuVY8pIGT4 0par4Yy8Ub62pvUTBahVvEvxNGWc//RDfF8WKKDrnOyPNVyMPBm89FBXixNg 22fFrcrXmS/ZwfcypZRSKXnY4FQ6cKGKD///fLos1xoFhHH/t+QBBbbjwUWr 5XCbfLo3/EMW279UYMprUFJSgz7vOCPzVeOTP3K1ZmIhvyzyuNFG9Q2vpHFr 7hy+43sG2cfrskqyFnLWsfX5z/qkcH+MHlScTEQWT7uYQzVB3l6sS90xif7e Rgy9P/NsHnLDmziFEnvkhUGdWz3ckvDBZ52kmL+M/hAkdf0UkYQB9P2qor9o QDFMtfSDkiRUysiqSx+kgar6ushGPUnYc6bLRrmbBray7XCtsGTUU66Cw6Vt NNBtPKyT6SoJLQxNTq5vooED508KXjwkCVnlTwo+eUQDS08Eh09ekITViyVZ VpU0kMCRXbcvWRIGfhrS6SygAermdUm2BZJQ+ZF0y94sGqiMaNkPHknCT+k2 riPJNLCl0dVEs42xv0Mjxw9fooH3XBPS0ozz29KlLnLhAg34m0WNc/2VhGz6 49KRp2hgIUqmZYJHCtbIqJYKH6aBS89Ls/pkpGDQ/B6TVF9Gf89revLVSimo 8vFqF5VRX5Sbv7d5uEkK9j5s3l+0iwZMYw+o3raTgtduLC/rWDH69xYWliQf KWgVopNEN6YBX/5rXedCpCC7835Vc0Y9MWepVnrwohR8uD6rrl2L0Z/HP4p0 zpSCh6S6bFyUaUD+1Q5XswopqDorMDwsSwNlgl901jZKwc/vjU8GMuoH420h gpQPUvB69QnBWV4aeHtJaFjwpxS0TinJCmehgX2vs+vmlqQgx4khHYFpKpgR 1k36SpSGtQ7SLdcY9UKszYv9bxWl4WFdG1eFISqQTdxrUq8rDdUkIsfvdFNB yZsJ6RILadj3tzZy9RsqACLR4zf2SMPkzjHpOkZ90L5TtiUqSBpuq1Ip3fyY CryulmUFn5eGnNf3mLyupIK/HaYn3a9Lw7qjV7scCxn9odgHm213peGRXc37 B7KoQHrXQdWNddJQXWd5eX8Ko1+/xsqi+loa9ovpJE1dogLDzmtdYgPSMGXS X/VsBBW0kdRLWaek4fa3mXU8oVTg4fA48je3zP8r686joW7//4GLklARyTJj Zt5vg5lRoWylXEmLKJVUEgmVEiWlULRImxRpkaVoUVLRghK9soWikkpCixAp e1r5vb/n9hrnfH5/OY/bnOvk3fP1fF9X3fd9gfSd1wujtlCk+/Ril3fqGpBz Qr5BYz1FwqoajYrHa8BWP8uAS6sooqoWNPIu0QCR/Y6RE5dSJMVxdEOivQZ8 MryRmGVLEfOzFx5ErNWAmDGfjSxnUqS82iQ6KEADFnaqlT4xo4irxlMvz3AN GF5h5+Kgz8ynk+tMh3MakJu+v7OOeb+HxnWrW97SgG2R2WGebIqo1B7snFCo AXq+HeqdShS5wmaXalRpQP1CnZtBshSZ4pKeKMOcB87qO88cNoQ5vyfMCuj5 pwFfPPgv+7Xw/MqCz2MEZgZxY8R2OmocOWHU4P0zO0ttz6dwx4odN9z9pvYk FbFzrAJyk2aNE/u/rwqk6ohJhN1jNnS9jvjjOmvw/hqH6yPcd7LVxM7cF1p6 umfQqiv6DW6XqYsdqB8YU35JQ2yPtekrGtUUSFzMgktqjRw4ZX6iz33L4H04 tg+a5mQZs8WWMjePlP8z6Kzs49WuDzXF9pnaQN/dxxH7v6/KpMA2xPfS+EE7 K/vwWYkc2PPhVbiC8eB9O6XLdM6uLxm00rMdyXkreWI7zy69o9E+6Gey5977 uI8lBj2u3Mg4TQjcI/EkqUOFhAX3T3YexRb3n/jXN9B/aOw/NPYfGvsPjf2H xv4TP4+B/kNj/6Gx/9DYf2jsPzT2Hxr7D439h8b+Q2P/obH/0Nh/aOw/NPYf GvsPjf2Hxv5DY/+hsf/Q2H9o7D809h8a+w+N/YfG/kNj/6Gx/9DYf2jsPzT2 Hxr7D439h8b+Q2P/obH/0Nh/aOw/NPYfGvsPjf2Hxv5DY/+hsf/Q2H9o7D80 9h8a+w8dO7vzZbVQlay5N1KP/4oD0172u/XKqJF8PYl4mV5NeL9qZKdSkxrh ne8c2aqqCXta1ffoF6qTEKWG4GdT2KAVoKsw/4IGqQl703ZrJQvUa/4d9h/L Io205LZDLRz4d93309lUFpFaHMFeY8+BDyENZg9nsgl3t3oRecDs9xY5RtZX s8n0G5d9WHxNuESXfRm+RZM41RiO+3mUDWE9hOiN4JBA2YcPX/5ggefjO6cX nueQM6Y2njdXDd7/1T3FT7bThjdgCfI09qK7gtngeUMx7aAEq18TPn59Zlbu /NtCZli4b7gnG0wu9mZrG3ZadKpILvL3w/1ju0WYy4iZ6dWD921tqvS76n1t 8PzQ/i5St/qKpthb628mz77MFrunpUz79gUWfDn9qW2/CpdMfD6F213BAc79 PRPcnbjk0ZG/SWbWHHCo4XqT81yyZE4uP+ShJoT3PbzGZvbvjZK7rxQYaUI+ d1XLbwGP7MidIZJNZcNvyz7dKh8ekQ2UumFHscFgTfy6u7d5JM6oUP/kGRas P2B+Oeonj0zoCLtdPYrpv6iSmPY6qYHfby7EGj370bJEksQY2loWbuBBy36t HZJvZMXf/++rDLnUUfN8x/3B+8Uoj3fCpNWD+2tfozcRgixNsUH6ZWfaqEGP ripfarqGLbbL1dL7D7MH72O7EVikOWcM00dT7UY59tDkyMHV9fPHMvOzPYF1 q4UmKor5RbFCFky4/U0o94EmiTFaKc0WzPP8bm7m8YomelTYURMHFiQJw+fk lNIkM6Vp8/4NLFi59p2DCjD7tUnWS16GsEAlSeix6S5NyrJTTHgnWfC8NmBL MdPny63kNTalsOCwWslu3nma1D/17nvwkAVWDqrHAk/SxMfh2UfZVyzoO74u /uVhmvyq1S9c3sK8H55mXNPbTZPQtVFXLvczfSYjfX//NpqMbus60q3MBj0r h+K6DTQ5u91hk6WQDU0hF1+buNKEL5G5+LgFGxKzuz4fZ/o77aCqcd0SNqzs texqnkeTqYqBanob2DBuUtSQmYQmRTHv/gaEsOGFz8fRcUY0WURN+/A4mg3h KfqaPUKa1KQk5I9NYcPsxhC9BVyarJskkez+kHne1LMpyWNp0pW9+nB6JRuy nTWtJeRoEmyV793fzIZtMd7LHJm+li3TWjS/nw36rx6sudVDkZMOYZNjlTWh RUF+q9xXivDqmsY1C5h5tHXa6/GB2S+utf5jbKEJqw6mHM95RRHTtpS60CWa oF7wK0HlCUXyt8vnVazXhFf9c69vAooskPC5xA3RhGNTz2QX36VI9cFnB32i NcF6e1MJj+nntYoGGx9c1YSht42rAs9TpCMmyk6WyX/u9/2NL09SZCfVbbi8 UhMChK+69Y5QZPg1B5XLzZowaa2WVNhuipyYlPmrq08Tvif6Kb7fRhHOA9Xa GcocuFKbxzH1YvabVoFwTMABd7UxEyJdKWJU9u5C7XQOsB1Wm7c4UOSRw7QD oiUcqDqeNm+mDUXm1yVsCFjPgain/cvjCEWq1koseBzMgfkydut6jJj9dttq g7HRHBhulbBtgYgibdvzld2vciAv5Nu+ZC5FgiT4P9NyObAz2zxKQoUi0ofC 3vW95IBJ75HzjnIUiVL8kmvbzIEOw3c3bjH5Z5+1Tjrbx4Frps8evpAbvA9w U3ReJrtVUWzD9rs31z9VErvWc5lX5OKxYn/J5qz8UKYi9n9fFQg5b1inLDfo KUm1K9aU8WBb/VBWHhm8X1C56HmUx3E1sW9fiRsx/IO62GwPntP2SCXSMX/T YisTLji6Pva9MmnwPsJNXo3ePufYYu/3H7ZhshxncL31beUWOwbvK7wQ1Xjv SxNP7JFZ7mbzo5TJL3qB+9sMHjRPbmodskOFHFkTPqI/nyvuB/w89gMa+0H8 PAb6AY39gMZ+QGM/oLEf0NgPaOwHNPYDGvsBjf2Axn5AYz+gsR/Ev96BfkBj P6CxH9DYD2jsBzT2Axr7AY39gMZ+QGM/oLEf0NgPaOwHNPYDGvsBjf2Axn5A Yz+gsR/Q2A9o7Ac09gMa+wGN/YDGfkBjP6CxH9DYD2jsBzT2Axr7AY39gJbh jXikvleV7NwUdK4zlwfKzjfb3t9XI/6LdGWOUzzgxjhoXupSJ5snvdo8PowL px0K43X9WMTIgZ3uVcSD9v0REmc3sMmInKz+W/N4YJ2xzF3OTZPUaC1Z8Luc yVsjt2inI4ekhbfFzbAfvG/0fNHyhIVq9IAlyJjNUYZLwgbvN9VUW1l7M5sH Z44cV5Ye98fi6HfvaZz4wftCP6WcbpSUGbxfM1qeul6UjOtxybGIn437F/HE vmEWdrzgABdCbknZZs/FPz+lIF29uT95M5fYNahILD/Gg03hxW2tnVwS6Wei oDSSB+P7kt8bbOORl0OWc8sPc+HrpgPP/Ht5ZOzxHfqHZLjQPqw6cn+zNAkN PhSbMIsCY/nPj094D95X+jki9bue+Wix//sqQ0RVGSZZnMH7R10Vnua//8gT e8EP+aIbVoOeVjO/eFfy4H5JlBdRaivLhZc16ZVR3TQZTy8QeTN9fPme+1V+ M01WzI5bWq3C5PfU2OCsWpocWN+yZw7FBVu/x4ttKmhyJ9z0+p3xXOAsDNCp K6LJx5thVTwzLnTqif5uzqbJqJeVUsesuFA4ova5VBqzf/hBTfxrx4UzjRGX Tl2kiaea74r1TlzwyieBghianDR/uP/1Wi5MP9+54MFRmuStGpk+cwsXFHdd pO320qRtr1NN2i4ufHZc+vOjP01Yl68O1zzEhUxjmbKtXjSxLuk1PBLNhUNK 9xOHM321vXWWy89zTD+1e/mfXUKTi6OjD625xvRxGdtmvDVNKgw/3anIYJ5H yjPmUMH0yVL9DxZ5zPMI29O92JB5HgHBctfLmP5wn1TSwJw/neKeGqu/5cIO 0hC/Q4MmBx+qux34zIV57NNb5BRokvHJ82h3GzOfv+fOSRjK7NeGZWat/sOF tte/NQx+UURRMOxzuTQP8m6ntucz583ptvajzcfw4ORxl8KlnyjitSlxylU2 D9Z5K5xtfk2RmKi2NSoCHpjNy/PZyfTT47vTIvdN5oG8ztaZo5l+6q468qDd ggd1UtqqScz5kvr7tsmZOV+kf3jTOvkqRew4ukpPlvIgNOfQo8fxzH7F0n+6 qRsPlp6dempFFLP/WFOw/pI3DwTbv234FkaRNwfHnBwTwIM/9ucsdgdRZFiq K4SE8qBcf5Gy0maKGD678bWVyff5kVLNlzyYvHX+VVkRywO/ljs5po4UOTrW xvLxZR7Merw26sl8imSbxnhPvsUD1Yuq61wsKfLFqelMYg6zn99dOrXDmCIq IUYFo0p4kOO8UyGU6aOZSfvagip5cGzKhAYVpo98C1+oN7/ngdu4D/euKlMk 4Qtn9tKvPJjcHRlhPoIiT+V8fPN/8KCk/4dFp/kY8XzI9mSbtLjLkhxJxS3D 1tHwZcF89bgLg/f7BsTVVxXlqYhdkLZwuGv14H2/jqvffFrepC72LMeu0Feg QFzsw6adPEdDtfeaezkCtvj7c8wVl+2+yhF7QoDg2MlhymT9TC9To380CHc4 r953UIV8nbnILjebEs8bfh7nTfzrG5g3NM4bGucNjfOGxnlD47yhcd7QOG9o nDdx/wzMGxrnDY3zhsZ5Ez+PgXlDi+dtwDhvaJw3NM4bGucNjfOGxnlD47yh cd7QOG9onDc0zhsa5w2N84bGeUPjvKFx3tA4b2icNzTOGxrnDY3zhsZ5Q+O8 oXHe0DhvaJw3NM4bulfyq9okSzXmfSXr1+hCw7yl0fxQOQ3yrtLo27RACla8 0Wn3vsEi9sqtw0uu0PB3sYb8InNNsndpZ8CbjxScKx+lO7mUQ9LP/PzaoD54 v3ZdHFlTn8ofsAR59vXXY9/FNCyMdJ+StbHL4vXR2z89o/D93G5Rpynvn/sa P88lhT1LnT57Dr6/TQ45xv0RUpC0p08pcgOXuAQPafU5SUP6WptdBfN4xC7m zt6pdymg3tjwph2UJqay1zPbnbWgcbLk5Ayf/71PW4a81P+W3k0P3oc9yvfM q7DPtNiBP/VDT1VRcHO+3gEFZr4X3Xq5o02OApfY5aN4X2iS5JHcUTeOgpHN oScNapjzr0rQhnKaggfG6SzL5zSxKllQnzORmc/Q2guLC5j3YRC18vpUCtQq Rojcs2jSNP5HZdwcCoo5xrf8Umli+qFkfrg9Bf7ebmahzP7/cFR8UdAqCvjZ ERAdTZN3Vr4WXl7MfMlkz7l0kHmf9VplrdhOwd6lTeV3dzLn7auqBvP2UaB/ UWlp0WaaPHdqvWp2jIL3HRa1rz1owhsFlCCWgqMWGz2altPED07EqiZTYH70 zNdeW5oUbFmnLHObyVd1wRaZGTRR4U892ptLQYxuxy9VZr+/7s0o6aZSCub6 s/cIBDTJOvQp+PVrCn7kW8tMYTPne/OM3sJPzLwr+h+bp8i8X78f2nz3OwX2 q5JUnIbR5Pp55+aLvykYcr083ouZ5/7FBm7R0jSk/f6ttZOZ54XDhr3bN4YG l7k6qeEfKZKUWWXvp0nDyFP2k+KZ/X3X+tSnbkIasutD7l8vocgs1u5Zi41p 2GCQOiM3hyKnyu1zZ1jSoBpSVVyezryfduuYGCyg4fHToQvfX6KI2aQ/N7kr aPBXN3jTFkORww3lugpradDydHaRiKBIzemkxH5fGiruHmpQ2EuRCfP81dt2 0bBHKmMjz58iIX+tT9QdomHiok9dBhso8uIGW76cyV9dwqggSxfmfb26IzQn kYbw1imS9ospslWp8F/qdRqmTll3yH02RQoLz/jH3aOh+cAJha1TKDJux8a2 I4U0nHn18HToBIp4Coln0AsaZtOtmicpityvUfq4oZaGns2qly8x+3e5Y02O K5ppuJBrNT5DliLOM7IrrHtoUC8Zde3bscH74XNMTT6+kB68H16GcDMlVcf9 T/4VyFaDN1G2d7VgS4Vg3VMzdfH3pZeHPORUsP/n88pE22mo9SKOFqyLmCxK +aNCyrLWtAj3aonnAz+P84HG+UDjfKBxPtA4H2icDzTOBxrnA43zgcb5QON8 oHE+0DgfaJwPNM4HGucDjfOBxvlA43ygcT7QOB9onA/x8x2YD/HzHZgPNM4H GucDjfOBxvkQP9+B+UDjfKBxPtA4H2icDzTOBxrnA43zgcb5QON8oHE+0Dgf aJwP8edPT7iYF6pOnO98uZ6QowWvlj0cZ2bFIipLuFvra/mg+f0yjMvUJB0H UzlbL2LeJUiH8Mf++gA+lMX+We91ucMiLByiDJ8Mvp+OOZxxWjacD46yRuqs DC5J7iltqLfmQ0HrP/WKjfj/r9Me+LwMsV/r8m7mVZ0BU2S35+WIqYf50GB8 SD+7iyYaJf7PrOS1oNR7zGr/JpoYR31LOKTKzNfF2EiDd8z7x8nDp1xLC6Lf aeW1ltNko9a7aUoGWhAw5kZnch5znvu2aOTyaUw+rE1o9wzm/ZRRXBNnrQUz d4O9ZgpNckIsUj86aIFupnXo23iaVM3NCNJ2Y/LzveJOdCTz/lIcb+PlowWd Wisb7PYz5713F9TTArXgjVPDWLkAmgguqrd0hzHzG+Uzu2gj837zjrxndkIL Ekt6/fcw+8VVxjKHgs9pQZjEnmRzZr8Y2B+8PP8aM98mslW9c5j3X3GPjkyW Fiz0OSFzeypN0iI39toWaIHRJZaZz0SaPFlRXxT5XAvUay6tF9A0aaRXnHpd owX9Yyae/axCkyHfnq/RaNaCz9ZZpedkmfNixhwj1x4tKNk948+KPoqYhOQO vTSEDzcyS0UqnRRZPNeosnkkH058t1/5ooEi3oqpFyao82EHvzY8/C1FDlZT fn7afHBeuTZnThlFLlyIscwy5IPlibZvko8okrtRYcy/6XzQKd2hmcvsD98a Hfg4w4YP8kMk7QKuMOe1vn9pYcv40GFyJGRyHEVGF2/d/cSdD699lNPajlFE GPnVTmEzH7IvxX9I2ce8r1a4cRx28uF8jbbi2u3MeYt++z3mIB/2K6XN4HlR JKjVLrcumg8b5pltqWHm5dTdoqN0Ih/s9uQlnWbmJT14mrPndT5MzrJ5uZiZ l6dz7uhdv8cHtbZKqVHMvDQpiP52FPKhj+8yuWQ8RSSrE58YV/ChfmWTRyiP IuwLqrFBdXwoPrH5pMVYiphuPLYBWvhwvfRX4W8ZitgbSU8Z1suHrOK0mqHO SuL8ftxteNuybJzYj2K0jAxklQj3tveapkBtOHOzWufGXZb4+13lkhzDknHk wJng9rUa2uJ84/cx32jMNxrzjcZ8ozHfaMw3GvONxnyjMd9ozDca843GfKMx 32jMNxrzjcZ8ozHfaMw3GvONxnyjMd9ozDca843GfKMx32jMNxrzjcZ8ozHf aMw3GvONxnyjMd9ozDca843GfKMx32jMNxrzjcZ8o//7qkqm/lyluHoXk7fL jjp+h1VJhp79xqL7OrDmX2Kes7ImWTDkpuaLHvw8l6RIrXZ3Pa0D1o3h76Tm c0mmmp/W31s6oGSu90pVID2wvi6c7VcuC2Xyvlbiq2GQPPPz9AvOjmDy/lTi 9ZofqtpQ3jd9XUQ1TQyHPDrjy9cGzz77yUpM3s8MSX3SaqANkn2eQ848oknf kNN966ZrQ9y/XeWsuzTxkNxrUD9PG4z/RcUmXqFJqaS3h8sybXj+N9lTO44m +lLLT791Z57v3wdG147R5JTUzNIlm7Vh6N8Xkvr7aPJXasK/Zzu1IeFP47M7 zPnfbaiavs0hbTD98yfObANNiocOdS86qQ0VvxU25DrTZMKwtpMzkrRh42++ ycxFNIkeVl384IY2SP+eMrTYiia/hxX+Mclmfr9/2b2wNaWJq3TahNuPtWHK L4+EFyKaFEnHrp5QqQ2VPwO8lnJoojc8LPrqB23w+Rlh+m4MTaKG+z7W+qYN Mj8vDHOVpsnP4St/n/ulDUm9WRWfmf2Pi8yc8RrSOmDeW3ZuPbP/KZAxdD01 Rgde//i08fsHpl9HsE8ocnRg849eM79KihwfIVMULtIB2R/yw38+psiPEV0/ h5vqwMUeXuXObIqslK0T7bPSgWk9xolDblIkX7bEpW8hs163jU9YErOe3J3I AGdmvW7XqXKnmPXkzhV0r2fW694mc/wQs57c4d5N/jpwoevwK+VdzP5bfpvw 615mva5zSTHM+T5f3tV57TFmvc47mzSZ871wpM3xj7HMep0l5heWMeuNNM5f eUUHRnTWjdC1oUjvSN6PN3eY9Tq6XqdOZ9YbJS+wf8T8vB0yFw0MmZ93VK9T eRmzXjvbN4PPrDf6U4R1tQ5sajecPlWNIpGjyx4VNDLrtc+RA3lmvdFZ3RZd OpDUtrLKitlfuChc0Mnu14HQnKPKGXfHiPP5RjeyN65dVexzB4MFZjPGkPRs 4uX+XheGckK9h2Ty/r88ozHPaMwzGvOMxjyjMc9ozDMa84zGPKMxz2jMMxrz jMY8ozHPaMwzGvOMxjyjMc9ozDMa84zGPKMxz2jMMxrzjMY8ozHPaMyzeL2B PIvXG8izeL2BPKMxz+L1BvIsXm8gz+L1BvKMxjyL1xvIs/jnHcizeL2BPKMx z+L1BvIsfn4DeUbb1UB/yRY1UhXJkYidLYD//rkEaZyVJ61/BN1uMWfaqJYm YyG4wcjy9fJdA3+/I4RlFmPj81t45Cq0uJmP1R34PEWiEiyT+tV1wb1rV7IH k/d4+b3LY+V1oajxz4KSRppMURuabqymC4LqgB/jmby/4YeNqODrQnhZb3xU GU22Gsq4eRvqQhtsm9ULNFG0OHxfxkIXFt/panW6Q5MbNvJKF2104W6ybzQk 08RmeYSXxXJdUI1tm8qPpckXD4WCag9dCIrwrj8UQZP9vlEsf19dqNvz9fD3 PTShgpW3KQbrwoxt6w3tt9Hk4eFTZamHmTx4Nr3N9KTJytOq2nNP68LwlWv2 sFbS5NeFs8H1F5j5savX3WPHvA/SWG+C03ShzHL18wZLmkzKSZionqML+sbv t88zpsnzEu7BuyW6cELgzLnJnF+9Xyd9WPhaF36w3hUp/d+f79RrmbV+0gVH BUefHQo0SW67HHmgTRceSL0ZWyvFnAf+6rZQf3WB07skZ0YvRT7KXLPMlRHA 3pYKj8stFAkeOz7WcawAGmoXyv/ff6+kQd3s6uYJYO6L8tubXlAka4KB7fEJ ArhWYOtUWUARh6m3L4qmCmBUVqmkWRZFOucY/SuaIwDfa3NT4q9R5NiSTAe3 JQKoTChaJHmOInqrzW78cxWAaZTVr7VRFCn2zpaO8RZA3P6880/2U8QjcNqq yYEC6N9B5uoHUGTIgYeZz8IE4LYxty16I0USTsxQ8DohgKJV5qd/raLIlPP5 ntLnBSCwvz/dxZ4ib1JnPUpMFcDR2aaNecz+xO/eY7Vp9wTQYZZxVIfZn4wu st5SVSiAJeMnG4Uz+5PUiielfhUCyOLeqmnnUmTu+/n06PcC0FDWD3VQpkjD 12dBKV8FEDL8huj+cIrs+bmoctZPAQzVsGgsZmFfC+G3TXxE+Dx1se2m3Opq LlIkVZ+0pY+wROK84vcxr2jMKxrzisa8ojGvaMwrGvOKxryiMa9ozCsa84rG vKIxr2jMKxrzisa8ojGvaMwrGvOKxryiMa9ozCsa84rGvKIxr2jMKxrzisa8 ojGvaMwrGvOKxryiMa9ozCsa84rGvKIxr2jMKxrzii7+0yuTEaROWJKhf7Ty hMB9GpvrwOTxwySPGSnyQrA4Y7LrGpPHR+uK9y5RE4KLx8upQ5g8JsXqFfTx hRCsv+n3UiaPe58dH3bVUAgJf2XvpTJ5dJPqmW1vIYSc4svbJZk8zjRxPPjP Rgi10ZbGy5k80l45JcnLhfDXta77+lmaDD3Hk1u8Rgis8YG3pZg8fq7Yb/vX VwhTf43d4sjksVC65ejlYCGsKEzXv7mVJpenLHi28IgQAiPntw1l8hjmc0vh z2khnHVuvr7Cidm/J6ksvnRRCPcE+zemLaDJnNeBJ+zShfC2hyuSZvKoI/u+ 8leOEH4+etDsZEQTmekzVS6WCmFcxPIr6bo0afZNXrbgjRBMVnSvHc6iSckl uZif9UJYqn2c7zyaJilvN1UntQvBv1P0+ZYkTQ6PrNSY/08IJ3MfJ8n8oIjX DFPn3hEiuHvYfbVLM0VstsUlJKqIoHJpP+dODdN3VyU+2NAi6KZi60Y8p4h8 rQfvx0QRKLcZx6/Kp0irQonbeXMRTMqucLqbQZEyq/EX51mLYPEBH3W5FIrc 2BHZ0O0ggi32sm9d4ykSkdqjfc5NBJGcy6czjlNk0wdHT+tNIkj/OmOpfChF 7JRzr3YFieB5Zq2yG3O+059LfY0/KIL2fQEvMzdQRGFnmN7ckyIYvXBs1Ejm fNdxs8W7M1EEE1npC90XUeRF/YKbcTdEYPfFdvQ9K4qkj7vdPjtbBD53vpSN MmXevzbjDDseiyBid2i4h4giW0KC/GIrRXDdlmtzX5Mi9rff35n1UQRlqg9G KIyhyKSmmT/avomg9fOy4jXDKKKsccXk7G8R9ObOSBx3H/99Nj1I6+WbaMzS EBvzicZ8ojGfaMwnGvOJxnyiMZ9ozCca84nGfKIxn2jMJxrzicZ8ojGfaMwn GvOJxnyiMZ9ozCca84nGfKIxn2jMJxrzicZ8ojGfaMwnGvOJxnyiMZ9ozCca 84nGfKIxn2jMJxrzicZ8ojGfaMwn+v8BPZlBkQ== "], { {RGBColor[ 0.4587886023114886, 0.10945986491734772`, 0.5378367186843879], EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData[" 1:eJxNkj8zQ1EQxS9Ckhm+gRm0voCMElHLC4WCSGoSLfkzZigEMxojolIkD4VG UPvb6jU+CcPZ2Z8ZxZlz797ds2f3vYlSJSr3hxBWhAGhJTSFU6EqbAjbwj73 bd6r/2I1oUxulXNdqPBmmmfCgTCVDGFV/DEUwiExe+uS10G/xdsmOnVQI36R 8v7r4nZwLdNpUFNnhiY+m9TVmMG8rqNdJl4lr4aPFhrfKef3lMe69JpOudaX ZiqguQYX0N9A3+LdvhCGxWPijHjS9iGM6z4ifhVvDXjsRB9lXxjV+VPxc/FR 8FmL6JnuJbFYuAqed4nHGJ9tOOa9Tc5y2uecTLtX87xKn0PybJcl9lSit53f kl6zlfT8BjVZZpoT7vFkvXp4uhXyQsQMFn8S7tBfpEeDb2iaObxFcA6fVvdM bRHdNTTyxLr0iKmx2gU83eHxAZ92bg75+89gCC+8Wfwm7d730l4bU9+D7f7I /RZvPWL35JjXa/4B+xcK+LW5Muwti8eIHR7Lx4z1T/hc88w2T26eHdmuDqid ZcZX/L/gyXbR4T2HfhaO8PlMvvWzvksJ17Kav7txUbyT8Phuwv1k/nnKolnh O9i/+gvpO4yV "]], PolygonBox[{{660, 55, 42, 672}, {2519, 192, 178, 2477}, {452, 13, 12, 425}, {1753, 94, 80, 1673}, {2156, 136, 122, 2106}, {1913, 108, 94, 1847}, {1300, 68, 55, 889}, {2346, 164, 150, 2301}, { 2254, 150, 136, 2208}, {2436, 178, 164, 2393}, {454, 14, 13, 288}, {1535, 80, 66, 1423}, {478, 28, 14, 454}, {2044, 122, 108, 1989}, {1155, 67, 68, 1300}, {1121, 66, 67, 1152}, {672, 42, 28, 648}}]}]}, {RGBColor[ 0.4335418069344657, 0.11084759475204313`, 0.5594781560531635], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{454, 27, 478}, {648, 41, 672}, {635, 27, 467}, { 1300, 54, 1155}, {672, 41, 660}, {402, 11, 395}, {889, 54, 1300}, {395, 11, 277}, {887, 54, 872}, {288, 27, 454}}], PolygonBox[CompressedData[" 1:eJwtkLtOAmEQhYebq89gRan2sIG3MNEEOqksuNRAg4kkQqOF9FBAAsnyFC4l lgKFT6LAd/JP8e1uNmfmzDnFRue+nTWza8hDg8cTDOAF7q7MbuH/0uwI4wuz EZwKiHlPGL7x+T7fH/x/h4TZNawyZkuYwwKq7KjAX8ROWLM7gVcYQormy2c0 K420KWyioJG2BnWYsWsKTWhBD00XyhDDDs2Pe8hLGZRlC9/wnDMrWcigLAcy 7T2jsj6S4cE7UTe/mZBV+rdsuCl1T3m3/BZlrLrH1m/Ureok8Z3aHfut8pR3 3bOpc3X/6f3qxm4udH7yjtX1GZ8APm0= "]], PolygonBox[{{1153, 1152, 1155, 54, 887}, {467, 27, 288, 452, 453}, {422, 421, 287, 11, 402}}]}]}, {RGBColor[ 0.40829501155744286`, 0.11223532458673854`, 0.5811195934219393], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{366, 10, 267}, {635, 40, 661}, {827, 40, 657}, {453, 26, 467}, {426, 26, 453}, {661, 40, 872}, {606, 26, 465}, {376, 10, 366}}], PolygonBox[CompressedData[" 1:eJwt0D1KA1EUxfEzo86YLdjZCboAJVmFhQEFi7E2lkpSGYiFY2HMCmKhXbIL LRVs/FiL0f/h3uIHw7z78c7bbi4OB6WkLazjuZCe8IAZ/jalFd7wnvw9xyP2 OtJuJ2pc+8X3JxZYYszQa1yuSVf4KGLXDkYsHtBzji56+Kmkb9yirWKGZ01w gxMc507vPqil/Tp63DvdkO6xYOcSZ2jyDr7LK7UvGGJUx8xJzvRs97j3CH2s qPnNHvf286zJ2b28u2tcOy0jmzOelvFG88zorLN82xZ3RdxhmBmcpSCDqsjg LG2+hf/57B8OKDrn "]], PolygonBox[{{888, 887, 872, 40, 827}, {396, 395, 277, 10, 376}, { 465, 26, 426, 422, 423}}]}]}, {RGBColor[ 0.38304821618042006`, 0.11362305442143396`, 0.602761030790715], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{827, 53, 888}, {235, 5, 227}, {208, 3, 202}, {234, 5, 235}, {333, 9, 258}, {300, 2, 306}, {888, 53, 1154}, {220, 4, 214}, {873, 53, 825}, {344, 9, 333}, {1154, 53, 1123}}], PolygonBox[CompressedData[" 1:eJwt0D1OAlEUxfE7yIdswsR+bOw0sAkaTTSasICZFoM1FkAhsgItpINNGIkV Q2Gi0rkP5X/yTvEL5L439517j/tlr6hFxBHqKA8jCnTQxYzDR9zgFi/Unn1H dytsXNPZdTviCjlO2ukbfVtlEVucQu/xE2/4wEGkWk7xvBVxhp9mxM70f4wJ Zg3yYEnYFWrUsmaq6WzFm0uM8GAjZ1K2f3r/4R1r/PJuw7PvELrjmTTbgkyv eMLcM1SuLVzT2QRT3GGAAmWWdpC7p3ors7Jf4LKeZhp7Bs3S9e6VUVmn7j1w 77WzD3FvQ+9Mu/v0LNrpBt+8+eWdaDd7ehNBrw== "]], PolygonBox[{{825, 53, 827, 657, 658}, {367, 366, 267, 9, 344}, { 1112, 1111, 1123, 53, 873}}]}]}, {RGBColor[ 0.35780142080339716`, 0.11501078425612937`, 0.6244024681594906], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{268, 7, 259}, {424, 25, 466}, {605, 25, 581}, {581, 25, 440}, {311, 8, 278}, {250, 6, 243}, {404, 25, 424}}], PolygonBox[CompressedData[" 1:eJwt0b1OAlEQhuE57CqSWNtb2ImFVGLwDrSwgkSisZPCpZVIrYVYyCXIBSwX oRFpxEITXSrs9Aps9P1ypniSzfnZ+c7M+ml2eF4ysw2kaAWzJvZxgDWssF7G Kt/jilmOK1zjh/VvLPCFKmc2sY0a5qwVeMM7AncMM3766vR9jxEGy2Y3KCGB iv9R/AkTJCFm0dav11x4DdWqJ2Y7uONRQ+xyuI6CC3Pccn+AC/RCzKRsL5g5 fT9jii5nMu+JejPxLJfoo0OtM6+p2lO/qx6oF30/qwzKUvPePHDm0WKmwt+s tyuzsh/jBF3en6GBPQyX2EfOsMZpXGt4j9SrFmvNNGZStk96/eEz0+x6/na9 SW/bYq3qMwk+U832CO1KrJH7P/Xvtu/pju4mPitlUraRz1KZlf0fMLRM4A== "]], PolygonBox[{{608, 607, 466, 25, 605}, {334, 333, 258, 8, 311}, { 243, 6, 234, 235, 236}, {440, 25, 404, 397, 398}}]}]}, {RGBColor[ 0.3325546254263744, 0.1163985140908248, 0.6460439055282663], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{605, 39, 608}, {659, 39, 826}, {798, 39, 636}, {608, 39, 659}}], PolygonBox[CompressedData[" 1:eJwt0j0vg1EYxvH7aestYWU2GtRAogmpiVETW5swGEloV8LMoAY+gn6AduIL EC+LGjShnWrTiUkX/yvPNfySJ+fc5zrnuc+Z3T3cOshExBxyqI9GXCCLHM4n Is6wjR1cj0RcoUlxy/RdRgVDMv7wg99IM5SlNVrbZuwVz3hBi8ym99Beq2MR K+iypoe7JOIWdVzibZwM3KCBCmNlbKKEGqoe09wpWSfOVPYGP7ueSTOVfYwj r6l5j7rHNNfwXlXUkCDwSNYTlqhZxD3DD5HWqLaINUwxN4ksckk6VnSGsko+ +zIKrlGtejh0D9XLbwzwhT666OGTnn24hy3fke4qjwXTd4IMZsie9pl0Nv3D o3ukXhV8FtWotue93tGJNENZugPdxcBn6/tsurOu35DeUsVvYy8bsY88mfPu mXrXcbbeRNtvQm9DNar9B2f3VZQ= "]], PolygonBox[{{636, 39, 605, 581, 582}, {875, 874, 826, 39, 798}}]}]}, {RGBColor[ 0.30964825635188503`, 0.12010261545661804`, 0.6669185385585695], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwtkj8vw1EYhV+/tv4MujJp7IKBhIToxEiMlZBYCalVMdegBj4CH6Cd6gsQ dFGDJrQTGxMTg+fkd4Ynubn3ved9z7l3fHt/fS+JiAnIwuJAxAJ0+yN68DYU 8Qp1aMBlLuIC6hQ3YK0vYhXmYB4OBiPKsARFqLB3CGWdQQ7NbH+qIa0WPR9h krMp16i2BBve09kMzMIftb/wDT+wxUybMAXTQ+nMmv0ManCCl2N7krdZa91y 9y7SmTX7CIy6Z8me5O2BO/fWkFbR3voggd1MxA6MQQE2yKSUTfd0NmrtYcjD Fz0/4R0+Ip1ZsyeQgVOo2pO81exFmSm7vLWyyhLaaDw5w5Yz+XYP9VrhcZeh Se0NnEPNb6K36VDzYg1p5aytjJV1wd4qaBwlqUbTGtJKnIUyUlbXrK/8B/QX MvbWZv0MPTS77tlxBu/e05n+VN0ZKkvdaVtT2g3/xaqz0kwVe5TXf7BPWik= "]]]}, {RGBColor[0.3001492188675597, 0.13707624860379, 0.6834004675675801], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwt0jsvw1EcxvFf9aIWXXVSu6TtQEKi0YmxrG1CzC5JuypmBgy8BF5AO/EG iMuiBk1cJjYmJhLfJ32GT/LP/5zzu50zsba1vDkUEZNIIZ+IGMMocujx7wF3 uMcbXvGEvv9prcjeEj74fvce7d0bjtjFHCrIZCLSOElHnOKLPZ8+o7OrIxEr KKGMFzyjg67pex8HaGUjmphHFW/EfsUhjvBDzG/nUK4Dn1UO5Zqm5ilcsXaN LkPooI4Gzol55hzK1XfvmolmU3Fvyqnct3zfuGf1vpGMWMc4Clhk2Au4IOdl YlDjoWei2fwR89c1q/Yd9rZ9RmfLnk0SKTSIUUcNS8ggnRjEUKyGe1ENqiXl sz16ebSee1Svx6oJ22i7xgv/09osZvxG8s5Z8z+tFdyralbtSWIOZQcz0Wxa 7Gm65obfTNF3oLuo+i51Rmdzfotp99Z2bYqhWHpDeku6M93dPzVqWtk= "]]]}, {RGBColor[ 0.2906501813832343, 0.15404988175096201`, 0.6998823965765908], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{201, 15, 310}, {545, 24, 427}, {401, 24, 443}, {321, 15, 322}, {577, 24, 545}, {381, 24, 401}}], PolygonBox[CompressedData[" 1:eJwt0i1Pw1AUxvHD1t4WxSyozaAZkiWQoUAyvSYMzxCr5kUzAQY+AvsA27fg xTDESKBT4EANBeH/pEf8kub29N7nnNvG0UmnXzGzdUSY4hmPeMJk2WyMSwwx Z63ADK/YZK2JCDGug9kVApJQ1sx8T+29tmS2ihXUkCDgl3d/uEjMzrGNHafn gr3mmBByjC6yqMyorBvs0cQnzx+eUVm/8eVrelfzs4OfrTN19gI/buHf6Nt+ 1ewYdTTwQJZ7z6iseWo2QBu7iFBNyxrVdjjjAFtoIUPX1/Qu8VndxGa3eGeG bz5zzT7zXpVBWTSDwmesWbd8b81Usx36XR2ihzMu9xR72McL2aa4wygte1Jv qlFt7HepGtXm7DnwzMo+8m/Vc+49t71n9d7zs/VP6N9QT+pNd6a7+wfoqU/7 "]], PolygonBox[{{427, 24, 381, 371, 372}, {585, 584, 443, 24, 577}, { 305, 304, 310, 15, 321}}]}]}, {RGBColor[ 0.28115114389890894`, 0.171023514898134, 0.7163643255856016], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{321, 16, 305}, {479, 16, 484}, {305, 16, 207}, {213, 17, 219}, {354, 17, 328}, {353, 17, 354}}], PolygonBox[CompressedData[" 1:eJwtki9TAlEUxe/qLguNrZrYZJYoMyoWNWKGGfkAUCCjZg1a9CPIYMVvoSY1 4pKgSdKE/s68G34zb96fe84999W6/VZvw8x2IIaD1GwfipLZHPqbZj2oQQ5l 9lK4T8we4I03VcjgHbYjsy2oQgbditk57EIdbuDa93Q2LJsNoAlH0MFEOw6a 0j7F3AkcQhPu0L51D/KSu7cRZxfwSY0PeIQxfKExgyk8wxmeWrAHjSjsTd2T vDVdqwY5dLjT9jd6e0U2l56RslJGhXuSt+MoZKFMZqyHMPAaqpV77QnrJ+nT 69R7Vu9j965MlE3mWaZQdrReU/8PlrCAAuYWZqLZqKZqS2PiHuTllzs/8A0r C5kr+xgSKJFBUgkZKstXenzxntV74ne1p7OV11q4F81g5DPT7ORx7ZrSrvtf kIa0Gj4L/Rn9nX85pE1K "]], PolygonBox[{{226, 225, 219, 17, 353}, {484, 16, 321, 322, 323}}]}]}, {RGBColor[ 0.2716521064145836, 0.187997148045306, 0.7328462545946123], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{360, 18, 383}, {353, 18, 226}, {383, 18, 361}, {226, 18, 233}}], PolygonBox[CompressedData[" 1:eJwt0r0yA2EUxvGziWx2S1oa2UZPyYzYFEIn6mQm24smW/uoKWi4BIY2uQvK 6IRwAVRS8X+8p/hNZnbPe95zns1qf3BwVDGzNSxgIzVbR4w6liKzRSRIsYJl f6Z3x1WzARrIqqFGtb/0Mn7f6DHFCGPMYrN3XOE6Dnforkli9oIeZ7ro4DAK PdTrB3Oc183OsI0mSt4P/YzOPuLBn+ndPT3vMESJU5Y9wR72cVszu8GI5cco ONPHLtr4xAdytKJQo9ouerhk9gv0UaShp3rvIMczMz75zJo986w0g2bpeS9l qCwznjUqYQft0vRdldnMM1N2CVK02ClHDTG2OLPp30jfauzZa0bNqownnomy Sb2XMlAWhe+i/4D+C3PP/gvfFr5Jx+/QXaVnqxn+Z/HdtYN2mVLz6hkqy9hn VSbKpu1Zq0a1fzXxSxU= "]], PolygonBox[{{361, 18, 353, 354, 355}, {242, 241, 233, 18, 360}}]}]}, {RGBColor[ 0.2621530689302582, 0.20497078119247802`, 0.749328183603623], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{406, 19, 390}, {382, 19, 406}, {242, 19, 249}, {360, 19, 242}}], PolygonBox[CompressedData[" 1:eJwt0r1SwmAQheEFNT+U0krhkMIL0BJnFChQKgdrMpIGC38aKBWx1kIavQQZ beUutNRORLkO3zPZ4pnJfEl2T3azeXJ+dFY0sy2sIiuY9dDCAYYYoIsUbR4+ RB0NzDn7xh+WeMWLv6N3j9FBDbuoYAPrKHuPltdQrYSa1WJeQ7U+QrN3jHGL a86u0McpntbMHvFG+JnTdRep0/XFitklZjH3cYd7p+seMjQjvgsBQuzTcw+L wOw3yGuoVhUJSmSIYSjghxpz76FeS59NA03scLaNEFGcz7Du36xvj/zeJ72/ MKHnA2KUMORs4BmVNfEsI969KeYzGntmZVcN1XrGNMp3UPMdVHyGfd+5dq8a I9+xdh36LLQD7UIzWHimiWdSNu1Au0j9X+n47qfeW5mVPfNZawaaRdn/Bc1Q s/wHpv5HXQ== "]], PolygonBox[{{390, 19, 360, 383, 384}, {257, 256, 249, 19, 382}}]}]}, {RGBColor[ 0.2526540314459328, 0.22194441433965006`, 0.7658101126126337], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{375, 23, 430}, {804, 52, 881}, {580, 38, 588}, {881, 52, 1120}, {588, 38, 642}, {1006, 52, 833}, {257, 20, 266}, { 751, 38, 615}, {533, 23, 506}, {352, 23, 375}, {382, 20, 257}, { 506, 23, 413}, {431, 20, 415}, {389, 20, 431}}], PolygonBox[CompressedData[" 1:eJwt0T1KA1EUxfE7iZo3WmqrIgRXoJaKhqTQTtAFSKYxEMtYGvGjjIUmoEvQ BWR2oWXsjF+lW/B/uLf4wcC8N/fcM2snZ4fdipmtYgYPc2b3mMcCWsmsiRoS djKzbSxjBVu52SYScrzVzF5xhWuMODPEDW5RoI19HAQ9f2CKYxzFDM16YeYz ejhPPkOzJjy/J8+gLItYim/oWz/4zTyzsiuTshXcbUdmZf/EFGOUuWdW9j00 8E0HX9GJuinj7AB3eJo1e8SY8kpcUuY6PW6gXvWMk9hBu+xW/Z3O/FV8p150 rK47ZD6NjoroTN1doJ/5P9G/0UzN7sc73enEztq9iVbmGQexs3ZvxG7aSbv9 A8akPS4= "]], PolygonBox[{{413, 23, 352, 341, 342}, {415, 20, 382, 406, 407}, { 549, 548, 430, 23, 533}, {1209, 1208, 1120, 52, 1006}, {615, 38, 580, 548, 549}, {276, 275, 266, 20, 389}}]}]}, {RGBColor[ 0.24989352834079373`, 0.2424389455073901, 0.7750430084100284], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{405, 21, 289}, {276, 21, 286}, {289, 21, 444}, {389, 21, 276}}], PolygonBox[CompressedData[" 1:eJwt0atOA1EQxvEp0LKnYMEj2EcAyTVdAQoBnmQLCQQsSJpwkSAoTbg+AATs 9i1AFsddtehi+H85I35JMzszZ2Y6sb67sjNgZimGsFwyW8Ib3rGGVcxgFg0c YAvbTr9z1PERqEOBNk6IHXtNw3uq9zd+cINrf0NvTVMzhYBqiD1zn0mzzQ+a zaHH0L8Yxxj6fPvDGTWnyFUbYqzvb+ito2GzQyxgEXfEbnGBFkYrZiO4LJtd leMOhfdU7xdqnr2HerW8VjtqV9WotuCYbewnZnuoIUPKrJM+s2Z/IHbvOcrd JLbhOanv2POYvgVykiTOoFm+mPUT52hW4k112xqyUtxRuypHuXW/jW6sW2tG zdrVTV3Xb6xbN723bqLbVP2/6TDDK55449FvqFtmvqtmDJ7T8R216z+zMVLR "]], PolygonBox[{{320, 319, 286, 21, 405}, {444, 21, 389, 431, 432}}]}]}, {RGBColor[ 0.24884682673640807`, 0.2638289414709004, 0.7824322682922528], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{320, 22, 343}, {327, 29, 488}, {405, 22, 320}, {520, 30, 673}, {483, 30, 332}, {673, 30, 679}, {494, 22, 455}, {343, 22, 414}}], PolygonBox[CompressedData[" 1:eJwt0r1OQkEQhuE5IOJBbLXCBEn0EqQWCdZcggVgIlpDiYlIqYVooglWVhJt QW9CS+z8r8RaC98vO8WTbM7O7n47e/Lb+9W9hJkVMIP52CyDyZzZM4a4QQtt jCka4TtpNsXHrNk7TtHHArK4SJldpkKNajdQSoY9tFcFW3iIzO5xizun8QBX yFAT4zFt9oQ62WpYRzEO3zR3iC52uEwDq1jDCTXHvkZr+54161nPOeMMR+hh BXnPpGxFP0s9UW+6ftYmyumQceB7aK+yz6kn6s0PGaaeSdnUE/VGPVQvS94b 1ai251k6OMA135Z5lxy+onAn3W0RS4lQo9pdNKPwTXO/jP8wJvPIe6BeNL22 hjo+o7C3znhh/EbNq6/RWv0DE/8Hhv5mFX8Tvc0/2lpLsA== "]], PolygonBox[{{455, 22, 405, 289, 290}, {508, 507, 414, 22, 494}, { 359, 358, 332, 30, 520}}]}]}, {RGBColor[ 0.24780012513202243`, 0.28521893743441085`, 0.7898215281744771], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{520, 31, 359}, {527, 31, 521}, {359, 31, 365}, {526, 31, 527}}], PolygonBox[CompressedData[" 1:eJwt0b0vQ2EUx/FzVdtLsbJSSf0JNXsJqz/BogzsjCReRgathKRddNKwtqzs NTJ6HVBzJb6/nDN8kpvnnuec55wzubq1sjlgZtMYRGfIrI1jnOAgb7aPBSxi g+B1lDCDCYyjn5j9JX5WijP9+0Uv7ujuDTHXqKMR9F3DGUaoWcBTavaMO85u 447uHuEQu9jDN75wj4fIUYsYxe6QYxtLWE49RrFTKCbek3p7y5m9o8Eb67hE c8BnoFmsoYIOQ2rjJ0NfGb+ju6eo5ryGag2jkHqMYucwj4us2XnWcyjXKzlf YuaavXpW71dopT7TfvSoXivxljJmMUbN0ZznVO5C1O7S02Pea6p2L3ahs27s VLutxtuVQ7ma0fsHtT4Tr1GOnWg3xZiddqLdtOKtmrFm/Q9fV1Ov "]], PolygonBox[{{521, 31, 520, 673, 674}, {388, 387, 365, 31, 526}}]}]}, {RGBColor[ 0.24675342352763674`, 0.30660893339792117`, 0.7972107880567014], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{388, 32, 394}, {571, 32, 563}, {561, 32, 571}, {526, 32, 388}}], PolygonBox[CompressedData[" 1:eJwtkbsuRGEUhTeDM8PhKCmFgkegNsSUHkHlkvAAPMCoR+GSkIyGitDOMS09 5ShdC4x6xLdyVvHl/NmXtfbeZ2ptZ3W7PyJmYEDfvohpuIM2PMC9Y8pdUnwB H7w/4Zx30zHlhqHimHJta93ArdG7qV6j9zGcwDg9mTWklVciWtCAA3gfiniD QziCSWomoEfvH5wNRpxCi2Vy6JYifmARqqWiR71jkMEcvbPWkNYWbDqmXK0c sQIjkMIe7Dqm3DVcOaacPOUtT3kvJxFLSTGzZl9gh3lIYRR+8ejaU95P1D5C HfaToka1HbSfy0Wsbk1pV72bNKT1zQ2+/M/07zboXbenvF/hxTfNfdOGa1Sb elfNoFl00541pa0ZOt5Zu2e+pW6u2/8DzwBRaQ== "]], PolygonBox[{{563, 32, 526, 527, 528}, {411, 410, 394, 32, 561}}]}]}, {RGBColor[ 0.2457067219232511, 0.3279989293614316, 0.8046000479389259], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwtkjszQ1EUhfdNuCQkoqQzIzPogkq0HkPnJ+g8hj/AD6CWImSGmaSRipHW paWnlNKziESNb83ZxTeT7H3OOnutfSc29zf2UmY2BX1w0W92Drf8SWCRZhnm YB6SDD04gQqsD5qtwTDkoBCbjcRBQ1oN7tThEprwF5n9Qge+4R7u4AZaMMOZ aRiDcdiFHa+pV/G3t2A7E2bSbAUYhVko+cyaXR7kpZs266XDHd1dgDKsDpit wDszf8AhHg7ck7xdw5XX1Dvm7JHf0d1lNJekzVs/qaAhrSqcxqHWcw/y0sBj Hc6gFgWP8qpMlM0bM716xonPqFlzkM8Ej/KahaFUeKPqmSv7pmf9idZXFM5k fQfaRc3fLnlWRX5P+g60i0d48FrRd9TxmnptMnjxTJTNMxk8eSbKRhl3PRNl 0/LdyrO8592LNNr+zejbkYa0/gG1Y1X1 "]]]}, {RGBColor[ 0.24466002031886547`, 0.3493889253249419, 0.8119893078211502], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{568, 33, 598}, {562, 33, 412}, {598, 33, 592}, {412, 33, 420}}], PolygonBox[CompressedData[" 1:eJwtkrsyQ2EUhfcRcRmEo6QyQwraqNCKDJVHUIrwBDwANQUNM9JExdAmtPRR RklQCGq+NWcV35yZffn32mufma29zd2+iJiFfqgMRqxBdyDiHX5J/sAO1OAK GvCRRHxCYShiDNr0PMMZPacwASlskFt3jWrfhiNeoQktGOWtEbiEOiwTW4IC jMMCsXmYgmloIbIJ3zl05bKYcn9oCb4n9BzDNlRhkljqGZq1ohlQgkU4QNO+ NUpr1b3SIC03xK5do9oH5tzDLdwlmUZp7ZB7gR6xL3iEpyTbsWlN0hbWqpqe a1Q7B0U4wsND36BiT9uOKZfa2/N8xEU+80BerEI5l+1U8s7aXTfs+ia6TdGz tIN2qdv7hm+rN/W2PJbXNd9eN9Atyp6lf0L/hnbu2CN59Q/SjEzN "]], PolygonBox[{{592, 33, 562, 572, 573}, {437, 436, 420, 33, 568}}]}]}, {RGBColor[ 0.24562732083264682`, 0.37004646753798337`, 0.8151324559528842], EdgeForm[None], GraphicsGroupBox[{PolygonBox[{{493, 43, 683}, {704, 43, 684}}], PolygonBox[CompressedData[" 1:eJwtkbEyQ1EURc97IXmZQeIpo9EkBa0MM2iRiRlR0Gsl/AEfIDUFDTN8AEP7 Qis9ZZRERaitPfcUq7lzz9777DO3f7RzGJtZFcbgvGh2BgfQhpPE7BiasAUL fJ6HCszCH/xCByQ0AylMwCTswS5sQ8v/dFxDWqt4rEAJynCPx517yvsnMvuG F+jDRs5sPRc85b0MS+4hr0jLxGFGs5d5swuYhhTeCmavcApdWFMGWIS6Z1b2 G7iNw4xmr8bNrqFEpqkkaEir5btJQ1qPeD5EIZOyaUazGeX24JMdPyCDXjF0 2nRNafd91yrUovAn85voNs+8PbmHvNp+K3WoLuUhr5E6ggYZN2HIDl/5cLOK d6Suut6F/uhv2W8xIMt7EjRG3rm6l8bQO1W3de8u9dvXPLsyKqs0Bn5T3fYf jS1LAQ== "]], PolygonBox[{{678, 677, 683, 43, 704}}]}]}, {RGBColor[ 0.2490977475420133, 0.38979367100146967`, 0.8129982742068783], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{892, 44, 896}, {704, 44, 678}, {722, 44, 892}, {678, 44, 525}}], PolygonBox[CompressedData[" 1:eJwt0T0vQ3EYxuHntEo7KTUySCQ61KohwYqGxFmYzehH0A/ArEMtfATC2sOq O2ONXiZaq9+dcw9X8s/p0+d18bidnhUiYgkTeEwiHrDGx3V8T0Z8oYdrXE5F XGAXLcxUIqoYliPesVOM2MaY//6hDRVoYAULmEeCgun9Q81f7JNjD9Oo4plv T+5JvX1S6wN9ZKjR0yxuShG3pTyHcr1gkOQ99xyj2Hty3uEcnXLe49g9qtc3 Znr1jJo1Yyl9jDRTMZ9x6BzKpZqqrRjFZu7tCt1KPoNmUU7l3qLGJlbR1JuY De9Qu2z6txrmcMq3E8cotuXd6ya6jW6kWx3iyPQ+QOqdN7xz7X7g3SyjnuQz jXwz3a7j3egGukXqXOpZvXc9m3pSb3Xn0o10q38NjUnd "]], PolygonBox[{{532, 531, 525, 44, 722}, {896, 44, 704, 684, 685}}]}]}, {RGBColor[ 0.25256817425137984`, 0.409540874464956, 0.8108640924608723], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{727, 45, 723}, {726, 45, 727}, {532, 45, 567}, {722, 45, 532}, {439, 34, 451}, {627, 34, 611}, {570, 34, 439}, {589, 34, 627}}], PolygonBox[CompressedData[" 1:eJwtkb0yQ1EUhfe9V4KO0MbQUcgjiNbPyEzS0OolHoCZ5AGkjiIaWioeIOml p6T0U5EofWvOKr45Z/Y5Z+219tk47TTbeUSswxyMFyNGMIBrqMMOLENF60LE ErzMR7xCm9qZ7+juIbUD+CpHfBvth3ADDd4eWUNa0pDWFfRhjIkRTIuIGZxg 7hia0IJ9ans6Y/8H59CBbajBGlQhhyJPGQb2KK893nbhnrMH6OGha0/y1rcX ZVCWmrWr1i6s/ZNF/GbJw8we5OWuFHFbShmU5QnNR/dQL2WaOoOyfOLpwzPX 7KUp7WeYwDtv3qwhrYr/QjWdrTLTlXLqqd4tz6oOu3BJjwtnVvaJtTdhK0t/ MrSGtP4BsTFFUQ== "]], PolygonBox[{{297, 296, 451, 34, 589}, {576, 575, 567, 45, 726}, { 611, 34, 570, 600, 601}, {723, 45, 722, 892, 893}}]}]}, {RGBColor[ 0.2560386009607463, 0.42928807792844237`, 0.8087299107148664], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{726, 46, 576}, {793, 46, 786}, {576, 46, 595}, {783, 46, 793}}], PolygonBox[CompressedData[" 1:eJwt0b1OQkEQhuE5/FsK2GJMbLTQS9BaRIkdlkh9kEiryeECtJZCGm210guQ XgpNNFBi6U+FYuf7Zad4yAm7O/vN7EqzfRCnzGwVGQz5ecRv2myOPRZrOEEX F3mzc+yihuEC+3GJPm6yZtfZUEO1+r4Wo40eNRPcUusuFe7QXTuool4w28ci iliPzNaikEFZ/nQGx+igRM0ipux9xyffH55J2d7Y84pnvOCBPfdI0CuEHtTL V87sG9uc2fKaJc8c+39aOyPjqfegXjLUTGNGxp8oZFb2MTUn+XBH4j2pt45n 38Cm03cFyxhR48l7Vu/KpGxXGGAJ5VyYsWbd9bc5QstrVDyTslV9tnOfnTKN /Q31li0/28Chz0izUo/qVT3NPJOyDTxL2bNo5lOfqWb7Dz1OTwM= "]], PolygonBox[{{786, 46, 726, 727, 728}, {602, 601, 595, 46, 783}}]}]}, {RGBColor[ 0.25950902767011286`, 0.4490352813919287, 0.8065957289688603], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwt0j0zQ0EUxvFDcuOqmJvIjDTojBR8BGrESymdoRUx0jKT+wGoKWhoqeQD JL0UzDCUlESFq/I/s0/xK7J7z9l9zmZmu7G5N2xms8hjmh9TyCNCbcRsFYOC 2RfGc2ZjmEQFGX6xjBWc8u2Jarz2FS9a87332OwNd+igx6HdfOiRqYf3yjj7 D894wgMeUaQmiUNP7700araIIko4pvYIbaTYpWYHW6ijhUOt+d6aZ9RaS2f4 Wd7De9VV65k9exFJLtzJ79ZRljbSONzZ797EAX6GzL5xjz42+GZdGTzLdWR2 FYUZ+CzKzHiiENZ8r6/aOVRxTsYzNLAvDc3AZxHp7fxMP/uTtQ900ZOueniv Bb6d15v725c0S38jf6uK3jpR9lSzveHbW2Vsqof3SjULz+hZq7p7TbO+JNuF Mpb1nxpozff+AU7iUxc= "]]]}, {RGBColor[ 0.26297945437947934`, 0.46878248485541496`, 0.8044615472228545], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{705, 37, 609}, {688, 57, 899}, {560, 37, 626}, {731, 37, 705}, {1322, 58, 1326}, {591, 35, 299}, {299, 35, 464}, { 895, 58, 725}, {544, 37, 560}, {940, 58, 1322}, {596, 35, 468}, {468, 35, 643}}], PolygonBox[CompressedData[" 1:eJwt0b1OAlEQhuGBdRfpIKySaGLiDdhrhzVooNWKBEt/Cm0p4AKwlgIauQS8 ALgIjJZYKlT8Nb5fzhRPcjIzZ87s7GnzoXGfNbMT7OFj32yMDrr4wdxjyiUU x1hlzNaZUKPaOhp4yps9ooJLp3OKA/zhFxNM0YnMznn3Au0oxJR7Q9/v6O7c Z0lRwlfO7BsvzPKMFu5wTI8jlJDimporLBKzZRLu6G4PrziLw9uaoav3WcIE G87bKNT0vId6DekxwCHK3nPhMeVG9HuPQw/1KnutYsrdMuMNCvQu+oyadUbs 07+h5TWqrZGrahbOu2zYcd13oF1oxo3X1LxnwXegXfR9l/on+jf/fKQ+aw== "]], PolygonBox[{{609, 37, 544, 517, 518}, {504, 503, 464, 35, 596}, { 763, 762, 626, 37, 731}, {730, 729, 725, 58, 940}, {643, 35, 591, 629, 630}}]}]}, {RGBColor[ 0.26671399181983474`, 0.4881353295698589, 0.8015938947968372], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{944, 59, 946}, {789, 47, 819}, {940, 59, 730}, {819, 47, 810}, {785, 47, 604}, {604, 47, 614}, {730, 59, 788}, {946, 59, 941}}], PolygonBox[CompressedData[" 1:eJwtkb0yQ2EQhjdfIufoBaW0zHAPUSOTcAHJBchIwQU4uQBqChouQcqYSa6A yk9JSVQ4Cs87u8Uz8509+/Puu83+oHOYzGwNavDMxxNM4B7OM7Mz2IM2XNfN rmAFVmF50awBb7nZO1zyvoAjGMLGgtk6bMIWzIhNI0e5I2oK6EAXXpnxEjM1 exi9WrANu1WzHSjR9pdcg7Tc0PsWSv79Ro5yHytmD3BKbhHofQwnyTVJW0Hu qOo7aJc7GOc+sxU7atd2eDFn5hfMMG1a85mardg8PJJXB8zYT65BWqRRWlWj 2k96foQn8uaHnO+K16i2gYal3D2RN9q5jBvpVt3wTjnKzYjVk/dQrz7vXsSy uOkkYvo3jl11A93iH3vrS0k= "]], PolygonBox[{{810, 47, 785, 795, 796}, {631, 630, 614, 47, 789}, { 796, 795, 788, 59, 944}, {941, 59, 940, 1322, 1323}}]}]}, {RGBColor[ 0.2729798738519852, 0.5037084797490691, 0.7916963612594582], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{689, 36, 649}, {519, 36, 610}, {597, 36, 505}, {505, 36, 519}}], PolygonBox[CompressedData[" 1:eJwtkTtOA0EQRJv1bznALiDZAXLGIoEEN4AYMPYJOABIEMABvD4AjnFgEgiM AEcmBMk+AUR8Qgj5hBiJV5oOnjTbW13T07W4d7C7H5lZHYpwwscxJAWzFN4q Zq9wCl24oXYNtzCEhbLZPFyUzC5hc9ZsA1KYgwY9O/CN5ge26dmCKXf8OTo/ w0sUNNL24bwcPOT1Hpt9wJTeX/eQl2r6N4K7OHjI6x4e4IveTxjDxNH5DHrQ oqcJCaRxuLPvb9LbOtRy10j7NGP2CG288yjcOXKNtBkzLUEVarDKTlYg59yB KxhARm25FDRV36l2K8+2Z6AsUp9NGSgL9WTuKe8JoY2LYSfazTqs+Qya5Yg3 HnomykYZKSv1qLfnu5BGWmWeuIe8up69MlSWQ89+4G/5B5dTTcA= "]], PolygonBox[{{707, 706, 610, 36, 689}, {649, 36, 597, 469, 470}}]}]}, {RGBColor[ 0.2792457558841355, 0.5192816299282792, 0.7817988277220793], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{1105, 60, 1098}, {1094, 60, 1105}, {945, 60, 797}, { 1337, 71, 1329}, {797, 60, 811}, {902, 71, 1328}}], PolygonBox[CompressedData[" 1:eJwt0bsyg1EUxfElIvnyAvlQ0dPxBtTiG3kBD0BBIQ+QZKSVWgppKBiXipKZ 5AmoXMooXUqM/5qzi99McpI5e619Frd3i52SpAWU8cCXe1ziKvjzIXr4nZZ+ sIEG5ivSHE5npDO8VaVXHKGP9Zq0hhyz+MQHRhjjLpNu0UEXT1PSI9rM6uAF z5HJ2XJm1rGCVexzx17M8KwxJUbllNFZ+5FlEwUuODvHElmXkTOznqXMzt6N LFto4s+dI4OzFHHXF52/0eLsoJQyOZvP/NsJhpXU2d0n3PWepc7ufoxBLXVs xx2+qxG79UzP9k69W3dyt168hXfkXd3w3+vo5G7DmO038dsMYpZ35F01o5s7 55FpEm/gt/gHJZROSQ== "]], PolygonBox[{{1325, 1324, 1328, 71, 1337}, {821, 820, 811, 60, 1094}, {1098, 60, 945, 947, 948}}]}]}, {RGBColor[ 0.2855116379162859, 0.5348547801074893, 0.7719012941847003], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{1382, 72, 1622}, {1337, 72, 1325}, {1622, 72, 1625}, {1325, 72, 943}}], PolygonBox[CompressedData[" 1:eJwtkb0yA3EUxa/dWMkT7IqKd+ANrBlpZI08gAegoZAHEEMrNYU0dEJFyUzy BFQ+yih9lMLvzL3Fb2bnv/eee869i9u71U5iZktQg3HDbARncA4Vj21Yhxac UHwMTzNmz3BUN+vBFnTgi57P0JDW+5zZG5xCH65mzS5hhNYY5qkpYELvB6yk ZstQ8m+t5h7kZQ/2G/5Whid564d2BZvwh7cpvMArFGjmdfcgL63IcsOM29R7 1Pudmf3AAjQz9yivncgmDWkps7Ifot0L9H0A3Zip2Q/wmLimtC9gkPmb/l3D MPFMyrYKJbTxtJF6BmW5Z+Zd7Fi77sasnJoi9Z1Noka1U95+Q0Nag5jdjGzq yWPH2rVuoFuoR73D8KYb69ZleNONdKt/KfRPxw== "]], PolygonBox[{{1625, 72, 1337, 1329, 1330}, {949, 948, 943, 72, 1382}}]}]}, {RGBColor[ 0.2917775199484363, 0.5504279302866996, 0.7620037606473214], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{792, 48, 634}, {949, 73, 1099}, {1382, 73, 949}, { 805, 48, 865}, {1387, 73, 1383}, {865, 48, 831}, {634, 48, 647}, {1385, 73, 1387}}], PolygonBox[CompressedData[" 1:eJwt0D1OAlEUxfGDOMjsQNCYuAVNdAdqy0AgUroArXANGGm11kIa7bTUUhJm BVqJllj6UYr/k3eLXzKZd9+9593No5PieEnSBpbxsSK94wKXUFVaUPCGGRp1 abWealx7nUtXGOA0T3d8t40Onqh9xBBn6KEbPdzrE/OocW0n7v7UpF88MPMe 5xhhlzw72CfsQfB3gTYWnP2hhaKaZg5jpmfP4i3PmOCbzF+YokSfmYfYyqTt LPVoxQ68i3XO1nDL2V2WMjrrDca19M9nU7KUzkbPPTTQzNM/nzmjs5Yx2zv0 Lkfx1peK9FpJOx1ED/caxyxncJYeupHZ2Zsxax67ncRbvUPv8h92gkbr "]], PolygonBox[{{831, 48, 792, 822, 823}, {1383, 73, 1382, 1622, 1623}, {473, 472, 647, 48, 805}, {1107, 1106, 1099, 73, 1385}}]}]}, {RGBColor[ 0.29804340198058665`, 0.5660010804659097, 0.7521062271099425], EdgeForm[None], GraphicsGroupBox[{PolygonBox[{{1331, 85, 1626}, {1636, 85, 1627}}], PolygonBox[CompressedData[" 1:eJwtkrtOAlEURQ8zwMAniFKYoL8gnXZgy4yB1mnAR7STb9BoK7UW2minpZSa DF+AlY9SSx+lrp17ipVM7j2Pve+e5fywdxCZWQvKcF01u4IlaMIv/PiZ7p5L ZnNYic1WYZOmLqSQwUnN7Bj6MIAnhj/CHdxH4Ux3C9CAy7rZBRzBuB5qVHsK Z1EQ9ceeHqQwo6bwHvV+w5ef6a7hs98Ss3fYgiwJHuTllZkvrknaxr67A124 rZjdQMHeWTl4lNdtyGFRO+CDHZ+10NPxM93t07sHQxhVQo1qH2AKJWZYHDRI ywbf67AG7TholvZzmCRBQ+FvoLfYZeaO79Cu3LVphmZlnoVqVNv0LOVJ3qau RRkpq7bvVobKcuK7M3+7kXvpM2NQDZkoG/0D+hdSz0ae5O0fWnxMvw== "]], PolygonBox[{{1624, 1623, 1626, 85, 1636}}]}]}, {RGBColor[ 0.3043092840127371, 0.5815742306451198, 0.7422086935725635], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{1654, 86, 1820}, {1386, 74, 1108}, {1624, 86, 1384}, {1820, 86, 1822}, {1100, 61, 1149}, {1499, 74, 1493}, { 1636, 86, 1624}, {824, 61, 832}, {1097, 61, 824}, {1490, 74, 1499}}], PolygonBox[CompressedData[" 1:eJwt0S1TAlEYxfFnYRH8CqwwY8FPQRcjbwMVu0YpfAEYrZI1aNEmESLMLMmo CTRC5CXyP3Of8Bvu7F7OPvfcy959/S5jZmXE6BbMOigiwfuZ2RtKKGPJpjQO myNksvxiRcjaaT3HAvtzsx1SLNHOm7VwIOuIK/5bQQ+3GJBZJf4G3zmzCRlf eMQTmnF4pz011r+R2U8UMpTVRMNn0mz6xsHPoLO8MsMLHtDHBRJsOOsWNdbX /kzv/pn1D88Y50MH6uKD2T5zoQN10fBv9z1bGcqakTnFEKNC6CD1GTSLMpSl TtXtyPfqDnQXC+9SHUy8A3WhM+vsY59NnarbxO9OM2t2nWnjM2iWE9p7QwA= "]], PolygonBox[{{1493, 74, 1386, 1388, 1389}, {1822, 86, 1636, 1627, 1628}, {1389, 1388, 1384, 86, 1654}, {867, 866, 832, 61, 1100}}]}]}, {RGBColor[ 0.3123025232699727, 0.5937863817045099, 0.7286712378847087], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{1654, 87, 1389}, {1658, 87, 1655}, {1656, 87, 1658}, {1389, 87, 1493}}], PolygonBox[CompressedData[" 1:eJwt0T0zA1EUxvGzGyT5DDbJRMNXYWgMMgyNpKaNgi8gQ0stBQ0dJSUzSUOZ VEGZlF66/J/sU/xm7u699+w5z9YPjzeP0ohYwhxWChHLaKKFJzYfcYFL03qQ RAyT/IzOrnN5w7Q+xRkqxYgMVdRQKfOMcSligj5nekiQ4m4h4hZV1PDNnS9c 4do1VGufvQO8UOMZ5+iU8jM6u4NGMa+hWvfzEQ8o0GuKETN8Ypv1lt/N9tyL 3mlvjV5X3bN6P0Hb77SnDJSFMlN2Hfeyiz3TehGZZx67Z/Xep0YPN+iW88yU 3Tu9fpjWAwzxy5kf39HdN2Z49T/Sv8r8LWWm7DSzZlfGyvqfLP6csbLu+ttt z6ZMRq6p2g1nqTu6OwVcXks/ "]], PolygonBox[{{1500, 1499, 1493, 87, 1656}, {1655, 87, 1654, 1820, 1821}}]}]}, {RGBColor[ 0.32089293937058727`, 0.6048365780646486, 0.7138753990503919], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{1629, 99, 1823}, {1821, 100, 1655}, {1837, 100, 1969}, {1969, 100, 1971}}], PolygonBox[CompressedData[" 1:eJwt0bFOAkEQxvHx7vDOd/AEEwt9FY0WJgqRTqDVVjDRF5BIKzUW2mhioSWW mkCjJVSoJZYKFf8vO8WPbLjd2W9n1o9P908iM9tAgkt+LvBRMPvEYWx2gBgJ flKzb9ygiwrKmC2bzbGzYraNHGsYL5mNsMnZLQypPUCEOAk1VXtCiK8onNHZ aWb2i3f+e8MzXpzW1+hEoYZqKaOydvyb7tTdqjnxGqqlDMpSRwN7nN31N+vt 97zhDkWU8EgPHgohs7IPyTZAD7dooelv1tvbZL7CEapZ2NPzPdr7jz+voVpV 37uKPAs9nHkGZXmit3XmUkMpDZmUTZmUreuzKPssmnw7QwvneKVm3zO1/Q7d pRlqlurx1Pdor2au2Y8wdlqrpmo3vHfqmXpXTEM2ZcxZLwDRZ1GW "]], PolygonBox[{{1659, 1658, 1655, 100, 1837}}]}]}, {RGBColor[ 0.3294833554712018, 0.6158867744247873, 0.6990795602160753], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{809, 49, 477}, {477, 49, 656}, {1976, 113, 1972}, { 1492, 75, 1151}, {1195, 75, 1494}, {1837, 101, 1659}, {1727, 88, 1733}, {1657, 88, 1501}, {1494, 75, 1519}, {1840, 101, 1838}, { 1839, 101, 1840}, {1824, 113, 1971}, {812, 49, 662}, {662, 49, 882}}], PolygonBox[CompressedData[" 1:eJwtkTFOw0AQRUeJvcaHiENOwEGMQEoBQVAhhRLqkDOEA0AditBABxUCiQYk p6GlS6AMJYSG9zVTPMmenf9n9m/v+Kx/2jKzDmRwl5vdQsPPHPI2dVjQtIRu aVbBasPsG16S2QDdELYK71HvK7zBPtq98JBXhaYDn/R+wQ36GWxCL7mnvJ/g GU7QDGGHXXbhl9k/0MC8dA95XcJV4TM1+x4eWl7T2QAOCveU9wQuYJx8d91h xPcYz3OoYbt0jbRrzv6S1+rIoBs7aJcpXMMRnodxxypmTKKmsxXZ1jHvMblm GjM1O+OO7cwzU3YfufdK8557RspKb6S30k7ryFBZ6s2a8JDXPxPbQjM= "]], PolygonBox[{{1838, 101, 1837, 1969, 1970}, {697, 696, 656, 49, 812}, {1103, 1102, 1151, 75, 1195}, {882, 49, 809, 869, 870}, { 1970, 1969, 1971, 113, 1976}}]}]}, {RGBColor[ 0.33807377157181634`, 0.6269369707849262, 0.6842837213817586], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{1976, 114, 1970}, {1895, 102, 1900}, {1839, 102, 1733}, {1739, 102, 1895}, {1984, 115, 1981}, {2094, 114, 2095}, {1970, 114, 1838}, {1982, 115, 1984}}], PolygonBox[CompressedData[" 1:eJwtkr0uhFEQhiffz/m4CWslOpYLsVnR+IltFKsRkk/JNdBRrHoVuw0diZ9Q kuxW6woWnVWyCs+bM8WTnMyZeeedOae6c7C2n5jZPGRQmTKbgY/C7BMG02Z9 6MAl7BFrkXcI95yPiR3BCtRhi9gmTILZX4g1Hc9R7nIRa6WxxLlH0y4Mc7O3 PPZU7zZcwDWxK+iTM4A5NKshxnT3i+aPe5TXMbEveCDnEc4Z7gzKlL5p1JBW BnkWe7Tds7zfub8Sauxhl5oWNMhdzaJG6THdLcJCGnuo1y3cJDGmu1M0TmAb mjCLx4p8cv6GHh67PpNm26BmHXIIUCuiF3nS7l7RfvEe6qUdT1xDWtrh0Heg XTzT48k9yEtw7RG170mcqeFvoLeQp7HXqDb3XcmTvKlm5B7kpemz6c/o79T9 L2hGzfoPxOdUYQ== "]], PolygonBox[{{2095, 114, 1976, 1972, 1973}, {1728, 1727, 1733, 102, 1739}}]}]}, {RGBColor[ 0.34666418767243085`, 0.637987167145065, 0.6694878825474421], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{871, 62, 883}, {1532, 89, 1729}, {2201, 128, 2202}, {1104, 62, 871}, {2094, 128, 1981}, {2034, 129, 2102}, { 1124, 62, 1297}, {2102, 129, 2103}, {2103, 129, 2101}, {1196, 62, 1104}, {1728, 89, 1520}, {1973, 127, 2095}, {1739, 89, 1728}, {1729, 89, 1745}}], PolygonBox[CompressedData[" 1:eJwtkTtOA1EMRa2QvJlZBROoSWhYBimogAgKGij4bCAIWEHo+AhqKKCBDsRH ImWQJpvgU0IJQeJc2cWRLD/7+j67ubazsF0zsxLq8J2bfcELDOC2YXYDFY8j mE5mU8lzeiupmYSPzOwTsgmzBG+IvsMGuXXYhC34Lcx+oIJR4Tm9PcITLNG7 GBrS2qWmB/PQgWtmX4UHedFMzT6D80DxMnThHg93MINWCy7RuAhNacujvA7h NRhGj3oTf27U3ZO8dUN7zOy/5H+oQlPaq+xiJXai3XTCewnNwndYhaa05Une jph1XPMa1eoGukUb9rjLPrSIT3OPlZslPoR+zNRseRrHjrSrQdyyH7UPmfcf wDPxXO6xcifE//7BSJ8= "]], PolygonBox[{{1745, 89, 1739, 1895, 1896}, {1496, 1495, 1520, 89, 1532}, {664, 663, 883, 62, 1124}, {1297, 62, 1196, 1495, 1496}, {1983, 1982, 1984, 129, 2034}}]}]}, {RGBColor[ 0.3552546037730454, 0.6490373635052037, 0.6546920437131254], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{142, 141, 155}, {2201, 142, 2101}, {2300, 156, 2388}, {2096, 141, 2202}, {1905, 116, 2033}, {142, 156, 143}, { 156, 155, 169}, {2034, 116, 1983}, {2148, 130, 2151}, {155, 156, 142}, {2390, 169, 2389}, {2205, 143, 2206}, {2039, 130, 2148}, {1983, 116, 1901}}], PolygonBox[CompressedData[" 1:eJwtkj8vQ2EUxk9Ke+8d6xNoWSw64VuQiEj8SSVCsLBYa7BTNhXtrEMtbCwV HTXpnfgE1KYGgxK/J+8Zfs25554+73Of8xY2Dxb3M2Y2BaMQ8ZODlRGzVZjM mU3AbdbsDh6p29CDFH7pDbOhp3eNyKwOa7AOs7HZMbqHMOB5hudT6irMUb/y 3xfXkNYlvRMLMzXqcziDMmxAB568p3cpXnvuWd4L9Mahz1kfsE1vC/Joj0Ej DmdfwZB6ITGbhwIUkzCTd0/y9qdvhBbcQJewnuEeHjKh1/KMlFXRtQZof8Uh A2UhDWktJeHsJixTl8h4Gi7Qqjmq5Vneh8z8QA/SJOxEu4kghia9a6jAURJ2 pF0pE2UjDwPPrOMZlj0jZfUZhd1oR9/UO74vZVSPQ4Z936l2m7oXndn0Myue obJ8x/ubZ9T1jJSVvrHknuVdM5pN/S7tor0XhTtRdT+6O/+oRWDL "]], PolygonBox[{{1897, 1896, 1901, 116, 1905}}]}]}, {RGBColor[ 0.36475786346432076`, 0.658601575575539, 0.6391933011288754], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{2149, 131, 2154}, {183, 184, 170}, {2390, 170, 2388}, {2435, 186, 2517}, {2344, 172, 2433}, {185, 172, 171}, { 1751, 103, 1898}, {1905, 103, 1897}, {172, 158, 171}, {1911, 117, 2035}, {1897, 103, 1746}, {171, 158, 157}, {184, 185, 171}, {170, 171, 157}, {170, 184, 171}, {2300, 157, 2206}, { 2205, 144, 2151}, {2042, 131, 2149}, {2039, 117, 2033}, {158, 144, 157}, {2251, 158, 2342}, {186, 172, 185}}], PolygonBox[CompressedData[" 1:eJwtkk0rhGEUhk9mzLzvdvyCGR8pC/4JCQtMJmFqFmQhO5I/gB01rE0aG1Ji Q5QUNbPiFzBWGqU0M1y35yyu3tM59/l83uz8yvhyl5kNQRI2Y7MNGIUx2IIT /JewjX2N+AqGE2YjiaCRNge9MAEVtGVoRWbPaJ88R7kV4sfeQ70e0OygPYRH 7PNuszOoMUw9GWqqdpPYF3SIteEmZXYL/dCXCjnKfafHm/dU70lyLyzMNIX9 iubFa6hWD2Tcp9gMO01DBLG+zJBOBp9iB9Tch0V8Sz5jzTXS3jPjHezCHvwy WweqcJoKOzRdI61qqFbGZzlKcwuYhTw0YU23hx/sHDlZaGB/wEIUYtJ8p0NP 9Z6DAhT9vtJIW3K9fLp9iZyi56+nw4xVv6luW+dmNX8zvV0bWu5TLO+zakft Gvvt9AZ6C83Y8J3+d4vCv6H+ZeyBOLy9/rHBOPxT+rd0Y9264LtoZ+3+6ffQ zKvYf/aqZco= "]], PolygonBox[{{1731, 1730, 1746, 103, 1751}}]}]}, {RGBColor[ 0.37567863913871874`, 0.6658582658502284, 0.6226030492101449], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{1502, 76, 1602}, {2387, 174, 2434}, {2296, 160, 2343}, {2251, 145, 2249}, {159, 173, 160}, {1534, 76, 1498}, { 2476, 188, 2518}, {2249, 145, 2154}, {173, 174, 160}, {2435, 173, 2433}, {2295, 160, 2296}, {2155, 145, 2250}, {1498, 76, 1299}, {2344, 159, 2342}, {173, 187, 174}, {1301, 76, 1502}, { 187, 188, 174}}], PolygonBox[CompressedData[" 1:eJwtkksvg1EQhid16Xf8C0pZ8k9cli5RSSuphCU7t1+AHYt2rW4bNi4bQkKE pBX+QtXOJxLi8rw5s3jS+eaceeedOe2eWRidz5jZALRDbzDLQZqYfcAq8T75 iu4QD7WZDcI2RTsQKEpgnNyEozhAF6xRc0DtGewRH3WaHUIf5OGX3A/UoQG3 9NzwfvdJ1JBWk16vMMKdYfcorzfcuYZN2HLPqed0lg9RS5p3fF+gcZ6JM2gW 9dB5FT6TOJNmKzHTLFzh8RKe4QWe0Du1uJP1EHM6K2fN5mAJFuEdUjjpMDuG OloNqJKrwCRMZaNneZ+GQhJzOvtD0/jNkeuBFvGb9yh7D/UqeK3u6K55rXas XTd8t7tQg0dme/AdaBcr5JZ9p9pt6t6/4DsbPdf9jfXW8tDyGTRLzbWlIa28 v61m1uz9Ie5W/4GxEDWlXcRrKYlv2nRP8vYPVs1hFg== "]], PolygonBox[{{1602, 76, 1534, 1731, 1732}, {2150, 2149, 2154, 145, 2155}, {1127, 1126, 1299, 76, 1301}}]}]}, {RGBColor[ 0.38659941481311655`, 0.6731149561249177, 0.6060127972914146], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{176, 190, 177}, {1603, 90, 1734}, {1752, 90, 1732}, {2516, 191, 2558}, {2155, 132, 2150}, {1912, 104, 1899}, {2387, 161, 2343}, {2432, 177, 2475}, {190, 191, 177}, { 1732, 90, 1602}, {161, 175, 162}, {175, 189, 176}, {2093, 147, 2199}, {189, 190, 176}, {2476, 175, 2434}, {2299, 162, 2345}, { 1807, 104, 1902}, {2295, 146, 2253}, {175, 176, 162}, {2253, 146, 2250}, {2088, 132, 2152}, {2199, 147, 2252}, {1961, 118, 2037}, {2043, 118, 2036}, {2298, 162, 2299}}], PolygonBox[CompressedData[" 1:eJwtkr8vg1EUhi9Kv8tgYhetEjHwn2Ag4kd0oEmT2sQs/gIVC0NrExK1MGFD xEBSYmIvNvVz8bw5Z3jS0/ude8573nv68isTpdYQwjCk4DYJocxvFX6ILztC mCEuQHc6hKEYwh5xDaaIWzgLUCPvGE7bQziBOsUeYIKccchANtqZvkXoTFkN 1TqGaeIt9YdFyENXG3nQQOQrjBGPwg7xbqvlKLcfMrCAlnnXJG3XnF15TdV+ 5+wNKlCFUtpmW4V9P6t4DdXKRfNCnnxz/yNtubqzRjyHllnXKK3SJG3LzFaA Je5seP0/8u/5dgfncOEo1kyabZv8Te83klgN1erB014oeD3lKPcRfWfER3AY zQN5oRk1qzxreE/1zvpbNMn5dJrukbzSG+otByAHN65HPYvK9fn1fzAxT8qu 5yuxO7qrHdAurEfTJg8no+2UYu3Qb2I7oF2Qh/LyINouXEA92sya/RleoOjv pZ18os8/0+BffQ== "]], PolygonBox[{{1503, 1502, 1602, 90, 1603}, {2392, 177, 2432, 2385, 2386}}]}]}, {RGBColor[0.3975201904875146, 0.680371646399607, 0.589422545372684], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{1968, 133, 2090}, {2093, 133, 2198}, {2248, 149, 2294}, {2392, 163, 2391}, {2297, 148, 2252}, {828, 50, 903}, { 2090, 133, 2153}, {2198, 133, 2152}, {2386, 163, 2392}, {2203, 148, 2204}, {2298, 148, 2297}, {903, 50, 884}, {703, 50, 721}, { 2391, 163, 2345}, {818, 50, 703}, {2341, 163, 2386}}], PolygonBox[CompressedData[" 1:eJwtkL1yQVEURrcbPxeZoaLRZIZx8xzyBOklhoaGl6FjMqGik4Yn4AmSll6k o4jG+ubsYs3c2Wff863zPXVHr8PIzGqQhihnloJ11uwLqhmzChzgCI8PZkU4 8dMvvLDTgh3soRebdaEODZjA2Gc9n+nsTMYfXOECCbNnkTdb4DGBWxwc5NKE BDrsvrujXLc4beAb+R+YM/v0He3qDt01hn++V8yWnqnsEQx9pjPdobsKUISr /y+nRj44nz1DWQN2+unQkbraexclzsrwRldt70zdJf4WOctdOyV3kMvRu1an 6nZGx9MoZChrGoe3yOkjDo5yVYay7iXpOlY= "]], PolygonBox[{{748, 747, 721, 50, 828}, {2200, 2199, 2252, 148, 2203}, {2153, 133, 2093, 2199, 2200}, {2089, 2088, 2152, 133, 1968}, {884, 50, 818, 668, 669}, {2207, 149, 2248, 2196, 2197}}]}]}, {RGBColor[ 0.40844096616191244`, 0.6876283366742963, 0.5728322934539536], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{2200, 134, 2153}, {2147, 135, 2197}, {2097, 134, 2099}, {2203, 134, 2200}, {1968, 119, 2089}, {2207, 135, 2204}, {1964, 119, 2040}, {2089, 119, 2038}, {1819, 119, 1964}, {2197, 135, 2207}}], PolygonBox[CompressedData[" 1:eJwtkDFSwmAQhXcSEjNjnNFKh44CR2saCtPhBThAUDsogAKuYLyDQmE67aDB E8gJtIUe9Qp+b/4tvszOvpfd/23rYdIfR2bWhAbkfI6hjM0G0MnMHulX0KX+ Rvtyj7wfidkmCT1pf0dmv/AKNezRdtBLzW4hphfBinoNF2jn7pH3Hu3OPfJO YQJv8A5ncOo9adfMuErDG/SWLfVnGjzyamfPe9LmZJrBgtBLeKKuvCftBHI4 oP3ASxay6wbP1AXajf+jf2vPqjfr7Zqp2UNuMXJUK6OyaqZma0bhNy59p3Zf sqOdhRvqlrrRyjMq6z8bwzM/ "]], PolygonBox[{{2104, 135, 2147, 2085, 2086}, {2040, 119, 1968, 2090, 2091}, {2091, 2090, 2153, 134, 2097}, {1963, 1962, 2038, 119, 1819}}]}]}, {RGBColor[ 0.4193617418363105, 0.6948850269489857, 0.5562420415352229], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{1963, 105, 1904}, {1819, 105, 1963}, {1620, 105, 1812}, {1812, 105, 1906}}], PolygonBox[CompressedData[" 1:eJwt0TFOAlEQxvGJC66FmEiliY2NRqEBLLTATg/gBVa3xEQrOYNcAgspsYJG TgAnwFZ6kBI7/l/2K37JZOa9nZm3p/nrw8tORJyghIMkooIlyZUpbpO7xdVe RAvXuEGFS/vIqD0mRU61M5xjthsxxWEaUcUl8QW+yxET1DlTQwNN3FO78x3d 1RmdndPjB8/o4Ijccbm40/BMmm1Njz98YpAWM2gW5VT7xyYteqq3Zs68s3ZX j7l30m7qoV6/WJhizahZB+71hBwlJBhRG9vIO2v3L2pDz6BZevR8xxu6fuO2 c6rl/nbib3d9ts8/+TDFHb/NFhXqNbc= "]], PolygonBox[{{1906, 105, 1819, 1964, 1965}, {1810, 1809, 1904, 105, 1620}}]}]}, {RGBColor[ 0.4303727841607429, 0.7020272786978906, 0.5396881935029344], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{950, 51, 923}, {830, 51, 750}, {671, 63, 886}, { 1305, 63, 1131}, {2032, 121, 2087}, {2098, 120, 2092}, {2087, 121, 2105}, {2105, 121, 2100}, {1132, 63, 890}, {750, 51, 782}, {782, 51, 864}, {1131, 63, 671}, {2092, 120, 2041}, {1974, 120, 1977}}], PolygonBox[{{1891, 1890, 1796, 1797}, {1607, 1606, 1737, 1738}, { 1907, 1906, 1965, 1966}, {1813, 1812, 1906, 1907}, {1467, 1466, 1240, 1241}, {1811, 1810, 1620, 1621}, {1507, 1506, 1606, 1607}, {1579, 1578, 1466, 1467}, {1797, 1796, 1716, 1717}, { 1717, 1716, 1578, 1579}, {1738, 1737, 1810, 1811}, {1977, 120, 121, 1985}, {1241, 1240, 1037, 1038}, {1957, 1956, 1890, 1891}, {2100, 121, 120, 2098}, {1621, 1620, 1812, 1813}}], PolygonBox[{{906, 905, 886, 63, 1132}, {923, 51, 830, 905, 906}, {1985, 121, 2032, 1956, 1957}, {1966, 1965, 2041, 120, 1974}, {1038, 1037, 864, 51, 950}, {890, 63, 1305, 1506, 1507}}]}]}, {RGBColor[ 0.44353134110817544`, 0.7064469478821129, 0.5240004225704159], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{1609, 91, 1740}, {1321, 91, 1609}, {1621, 91, 1811}, {1811, 91, 1738}}], PolygonBox[CompressedData[" 1:eJwtkD0SAUEQRruwsxkJcjH3IHYEhH4CIm7AEUhXaCOrLAm3IOUg3qcneFVT Pd1vvp7OaDGcV8ysCTW4pGYFXKGEAAmcA3VYcV7CCXJ4M/SCOjTgnpjdEq/p royuBzxT71FvUeUtOMAetrCL6DylZwZfXB/o8/YguEOuDI6pO4rokGtCbRwz K7sccq2521R9Jos96u3h7AbPrOxtaq24o3bVjGaVQVnyuLv+6P9Xwf9GDrl+ bogubw== "]], PolygonBox[{{1740, 91, 1621, 1813, 1814}, {1608, 1607, 1738, 91, 1321}}]}]}, {RGBColor[ 0.4566898980556078, 0.7108666170663351, 0.5083126516378977], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{1967, 106, 1908}, {1825, 106, 1829}, {1829, 106, 1909}, {1306, 77, 1509}, {1508, 77, 891}, {1975, 106, 1967}, { 1321, 77, 1608}, {1608, 77, 1508}}], PolygonBox[{{1243, 1242, 1039, 1040}, {1719, 1718, 1580, 1581}, { 1799, 1798, 1718, 1719}, {1893, 1892, 1798, 1799}, {908, 907, 1133, 1134}, {1469, 1468, 1242, 1243}, {1581, 1580, 1468, 1469}, {1979, 1978, 1986, 1987}, {1987, 1986, 1958, 1959}, {925, 924, 907, 908}, {952, 951, 924, 925}, {1741, 1740, 1814, 1815}, {1959, 1958, 1892, 1893}, {1040, 1039, 951, 952}, {1610, 1609, 1740, 1741}}], PolygonBox[{{1509, 77, 1321, 1609, 1610}, {1134, 1133, 891, 77, 1306}, {1909, 106, 1975, 1978, 1979}, {1815, 1814, 1908, 106, 1825}}]}]}, {RGBColor[ 0.4698484550030403, 0.7152862862505576, 0.49262488070537924`], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwtkD0OgkAQRieCYKmNGq0wkU4Pgp1HMNESKjyFHEFbvAESfxpp9QLY6jl8 k53ikQ359pu3E22yddoRkSH4kPFJYdIVmcI4FBlBBDPoQQhVIHKBhvMTSjjD DraW0eySzALudD3gzfkVuE7trj164Agnz83U2V/42R292+L08Z2DuswhDl1G swmdK7jx72pOjTmV5qRue8gto9kBnX3fOdTmoC4HKDzXmZizusc2O7cu3UFl b9S3qmNrndpdWJfuVHf7B17CLTc= "]]]}, {RGBColor[ 0.48300701195047263`, 0.7197059554347798, 0.4769371097728611], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{1960, 107, 1988}, {1980, 107, 1910}, {1894, 107, 1960}, {1988, 107, 1980}}], PolygonBox[{{1827, 1826, 1830, 1831}, {954, 953, 926, 927}, {927, 926, 909, 910}, {910, 909, 1135, 1136}, {1042, 1041, 953, 954}, {1308, 1307, 1510, 1511}, {1817, 1816, 1826, 1827}, {1511, 1510, 1611, 1612}, {1721, 1720, 1582, 1583}, {1245, 1244, 1041, 1042}, {1136, 1135, 1307, 1308}, {1801, 1800, 1720, 1721}, { 1612, 1611, 1742, 1743}, {1583, 1582, 1470, 1471}, {1471, 1470, 1244, 1245}, {1743, 1742, 1816, 1817}}], PolygonBox[{{1831, 1830, 1910, 107, 1841}, {1841, 107, 1894, 1800, 1801}}]}]}, {RGBColor[ 0.496165568897905, 0.724125624619002, 0.46124933884034275`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1137, 1136, 1308, 1309}, {1832, 1831, 1841, 1842}, { 1744, 1743, 1817, 1818}, {955, 954, 927, 928}, {1722, 1721, 1583, 1584}, {1043, 1042, 954, 955}, {911, 910, 1136, 1137}, {1584, 1583, 1471, 1472}, {1309, 1308, 1511, 1512}, {1613, 1612, 1743, 1744}, {1512, 1511, 1612, 1613}, {1828, 1827, 1831, 1832}, {1818, 1817, 1827, 1828}, {1472, 1471, 1245, 1246}, {1802, 1801, 1721, 1722}, {928, 927, 910, 911}, {1842, 1841, 1801, 1802}, {1246, 1245, 1042, 1043}}]]}, {RGBColor[ 0.5093241258453376, 0.7285452938032243, 0.4455615679078243], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{1637, 92, 1747}, {1818, 92, 1744}, {1630, 92, 1637}, {1828, 92, 1818}}], PolygonBox[{{1585, 1584, 1472, 1473}, {1138, 1137, 1309, 1310}, { 1044, 1043, 955, 956}, {1803, 1802, 1722, 1723}, {912, 911, 1137, 1138}, {1473, 1472, 1246, 1247}, {1723, 1722, 1584, 1585}, {956, 955, 928, 929}, {1513, 1512, 1613, 1614}, {1247, 1246, 1043, 1044}, {929, 928, 911, 912}, {1843, 1842, 1802, 1803}, {1833, 1832, 1842, 1843}, {1310, 1309, 1512, 1513}}], PolygonBox[{{1614, 1613, 1744, 92, 1630}, {1747, 92, 1828, 1832, 1833}}]}]}, {RGBColor[ 0.5236389031085119, 0.7314167190089697, 0.4317769666384726], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1586, 1585, 1473, 1474}, {1248, 1247, 1044, 1045}, { 1834, 1833, 1843, 1844}, {1844, 1843, 1803, 1804}, {1045, 1044, 956, 957}, {1748, 1747, 1833, 1834}, {1514, 1513, 1614, 1615}, { 930, 929, 912, 913}, {1631, 1630, 1637, 1638}, {1311, 1310, 1513, 1514}, {1638, 1637, 1747, 1748}, {957, 956, 929, 930}, {1804, 1803, 1723, 1724}, {1139, 1138, 1310, 1311}, {1615, 1614, 1630, 1631}, {913, 912, 1138, 1139}, {1724, 1723, 1585, 1586}, {1474, 1473, 1247, 1248}}]]}, {RGBColor[ 0.5384756779261529, 0.7335891601547749, 0.41885158734989925`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{914, 913, 1139, 1140}, {1587, 1586, 1474, 1475}, { 1515, 1514, 1615, 1616}, {1616, 1615, 1631, 1632}, {1312, 1311, 1514, 1515}, {1632, 1631, 1638, 1639}, {1046, 1045, 957, 958}, { 1249, 1248, 1045, 1046}, {1835, 1834, 1844, 1845}, {1725, 1724, 1586, 1587}, {1475, 1474, 1248, 1249}, {1639, 1638, 1748, 1749}, {1805, 1804, 1724, 1725}, {931, 930, 913, 914}, {1140, 1139, 1311, 1312}, {958, 957, 930, 931}, {1749, 1748, 1834, 1835}, {1845, 1844, 1804, 1805}}]]}, {RGBColor[ 0.5533124527437938, 0.7357616013005801, 0.405926208061326], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1750, 1749, 1835, 1836}, {1846, 1845, 1805, 1806}, { 1588, 1587, 1475, 1476}, {915, 914, 1140, 1141}, {1726, 1725, 1587, 1588}, {1141, 1140, 1312, 1313}, {1633, 1632, 1639, 1640}, {1250, 1249, 1046, 1047}, {1640, 1639, 1749, 1750}, {932, 931, 914, 915}, {1047, 1046, 958, 959}, {1617, 1616, 1632, 1633}, {1806, 1805, 1725, 1726}, {1836, 1835, 1845, 1846}, {1313, 1312, 1515, 1516}, {959, 958, 931, 932}, {1516, 1515, 1616, 1617}, {1476, 1475, 1249, 1250}}]]}, {RGBColor[ 0.568149227561435, 0.7379340424463854, 0.3930008287727525], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{1836, 93, 1750}, {1726, 93, 1806}, {1846, 93, 1836}, {1806, 93, 1846}}], PolygonBox[{{1618, 1617, 1633, 1634}, {916, 915, 1141, 1142}, { 1634, 1633, 1640, 1641}, {1589, 1588, 1476, 1477}, {1517, 1516, 1617, 1618}, {960, 959, 932, 933}, {1048, 1047, 959, 960}, { 1251, 1250, 1047, 1048}, {1477, 1476, 1250, 1251}, {1314, 1313, 1516, 1517}, {1142, 1141, 1313, 1314}, {933, 932, 915, 916}}], PolygonBox[{{1660, 93, 1726, 1588, 1589}, {1641, 1640, 1750, 93, 1660}}]}]}, {RGBColor[ 0.5829860023790758, 0.7401064835921906, 0.38007544948417926`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1590, 1589, 1477, 1478}, {1049, 1048, 960, 961}, { 1642, 1641, 1660, 1661}, {934, 933, 916, 917}, {961, 960, 933, 934}, {1252, 1251, 1048, 1049}, {917, 916, 1142, 1143}, {1635, 1634, 1641, 1642}, {1478, 1477, 1251, 1252}, {1315, 1314, 1517, 1518}, {1661, 1660, 1589, 1590}, {1619, 1618, 1634, 1635}, {1518, 1517, 1618, 1619}, {1143, 1142, 1314, 1315}}]]}, {RGBColor[ 0.5978227771967171, 0.742278924737996, 0.3671500701956057], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{1332, 78, 1338}, {1619, 78, 1518}, {1635, 78, 1619}, {1338, 78, 1521}}], PolygonBox[{{1253, 1252, 1049, 1050}, {1479, 1478, 1252, 1253}, { 935, 934, 917, 918}, {1144, 1143, 1315, 1316}, {1591, 1590, 1478, 1479}, {918, 917, 1143, 1144}, {1050, 1049, 961, 962}, { 962, 961, 934, 935}, {1643, 1642, 1661, 1662}, {1662, 1661, 1590, 1591}}], PolygonBox[{{1521, 78, 1635, 1642, 1643}, {1316, 1315, 1518, 78, 1332}}]}]}, {RGBColor[ 0.6128271344633813, 0.7436580997716304, 0.35542976444547447`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1522, 1521, 1643, 1644}, {963, 962, 935, 936}, {1333, 1332, 1338, 1339}, {1317, 1316, 1332, 1333}, {1480, 1479, 1253, 1254}, {1644, 1643, 1662, 1663}, {1051, 1050, 962, 963}, {936, 935, 918, 919}, {1592, 1591, 1479, 1480}, {1145, 1144, 1316, 1317}, {1254, 1253, 1050, 1051}, {1339, 1338, 1521, 1522}, {919, 918, 1144, 1145}, {1663, 1662, 1591, 1592}}]]}, {RGBColor[ 0.628160336801875, 0.7434806580285284, 0.34607416034887395`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1481, 1480, 1254, 1255}, {1052, 1051, 963, 964}, { 1664, 1663, 1592, 1593}, {1645, 1644, 1663, 1664}, {1146, 1145, 1317, 1318}, {1593, 1592, 1480, 1481}, {1255, 1254, 1051, 1052}, {1523, 1522, 1644, 1645}, {1340, 1339, 1522, 1523}, {937, 936, 919, 920}, {1318, 1317, 1333, 1334}, {920, 919, 1145, 1146}, {964, 963, 936, 937}, {1334, 1333, 1339, 1340}}]]}, {RGBColor[ 0.6434935391403684, 0.7433032162854263, 0.3367185562522736], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1256, 1255, 1052, 1053}, {1665, 1664, 1593, 1594}, { 1594, 1593, 1481, 1482}, {965, 964, 937, 938}, {1053, 1052, 964, 965}, {1147, 1146, 1318, 1319}, {921, 920, 1146, 1147}, {1646, 1645, 1664, 1665}, {1319, 1318, 1334, 1335}, {938, 937, 920, 921}, {1335, 1334, 1340, 1341}, {1524, 1523, 1645, 1646}, {1482, 1481, 1255, 1256}, {1341, 1340, 1523, 1524}}]]}, {RGBColor[ 0.6588267414788621, 0.7431257745423241, 0.3273629521556731], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1647, 1646, 1665, 1666}, {1525, 1524, 1646, 1647}, { 939, 938, 921, 922}, {966, 965, 938, 939}, {1054, 1053, 965, 966}, {1595, 1594, 1482, 1483}, {1148, 1147, 1319, 1320}, {922, 921, 1147, 1148}, {1257, 1256, 1053, 1054}, {1666, 1665, 1594, 1595}, {1320, 1319, 1335, 1336}, {1336, 1335, 1341, 1342}, {1483, 1482, 1256, 1257}, {1342, 1341, 1524, 1525}}]]}, {RGBColor[ 0.6741599438173558, 0.7429483327992221, 0.31800734805907266`], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{1148, 64, 922}, {1320, 64, 1148}, {922, 64, 939}, { 1336, 64, 1320}}], PolygonBox[{{1667, 1666, 1595, 1596}, {1484, 1483, 1257, 1258}, { 1343, 1342, 1525, 1526}, {1258, 1257, 1054, 1055}, {1648, 1647, 1666, 1667}, {1526, 1525, 1647, 1648}, {1596, 1595, 1483, 1484}, {1055, 1054, 966, 967}}], PolygonBox[{{1156, 64, 1336, 1342, 1343}, {967, 966, 939, 64, 1156}}]}]}, {RGBColor[0.6894931461558491, 0.74277089105612, 0.3086517439624723], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1259, 1258, 1055, 1056}, {1649, 1648, 1667, 1668}, { 1344, 1343, 1526, 1527}, {1597, 1596, 1484, 1485}, {1527, 1526, 1648, 1649}, {1668, 1667, 1596, 1597}, {1485, 1484, 1258, 1259}, {968, 967, 1156, 1157}, {1157, 1156, 1343, 1344}, {1056, 1055, 967, 968}}]]}, {RGBColor[0.704826348494343, 0.742593449313018, 0.2992961398658717], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{969, 968, 1157, 1158}, {1345, 1344, 1527, 1528}, { 1260, 1259, 1056, 1057}, {1486, 1485, 1259, 1260}, {1650, 1649, 1668, 1669}, {1669, 1668, 1597, 1598}, {1598, 1597, 1485, 1486}, {1158, 1157, 1344, 1345}, {1528, 1527, 1649, 1650}, {1057, 1056, 968, 969}}]]}, {RGBColor[ 0.7189366223684683, 0.7392630383726763, 0.29321415192141376`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1261, 1260, 1057, 1058}, {1159, 1158, 1345, 1346}, { 1058, 1057, 969, 970}, {1670, 1669, 1598, 1599}, {1487, 1486, 1260, 1261}, {970, 969, 1158, 1159}, {1599, 1598, 1486, 1487}, { 1529, 1528, 1650, 1651}, {1346, 1345, 1528, 1529}, {1651, 1650, 1669, 1670}}]]}, {RGBColor[ 0.7330297793044137, 0.7358884963319424, 0.28717798373414877`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1530, 1529, 1651, 1652}, {1160, 1159, 1346, 1347}, { 1059, 1058, 970, 971}, {1600, 1599, 1487, 1488}, {1262, 1261, 1058, 1059}, {971, 970, 1159, 1160}, {1671, 1670, 1599, 1600}, { 1652, 1651, 1670, 1671}, {1488, 1487, 1261, 1262}, {1347, 1346, 1529, 1530}}]]}, {RGBColor[ 0.7471229362403589, 0.7325139542912087, 0.2811418155468839], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1489, 1488, 1262, 1263}, {1263, 1262, 1059, 1060}, { 1653, 1652, 1671, 1672}, {1601, 1600, 1488, 1489}, {1531, 1530, 1652, 1653}, {1348, 1347, 1530, 1531}, {1161, 1160, 1347, 1348}, {972, 971, 1160, 1161}, {1672, 1671, 1600, 1601}, {1060, 1059, 971, 972}}]]}, {RGBColor[ 0.7612160931763041, 0.7291394122504751, 0.27510564735961895`], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{1653, 79, 1531}, {1672, 79, 1653}, {1489, 79, 1601}, {1601, 79, 1672}}], PolygonBox[{{1264, 1263, 1060, 1061}, {1061, 1060, 972, 973}, { 973, 972, 1161, 1162}, {1162, 1161, 1348, 1349}}], PolygonBox[{{1390, 79, 1489, 1263, 1264}, {1349, 1348, 1531, 79, 1390}}]}]}, {RGBColor[ 0.7753092501122492, 0.7257648702097415, 0.26906947917235413`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1391, 1390, 1264, 1265}, {974, 973, 1162, 1163}, { 1350, 1349, 1390, 1391}, {1062, 1061, 973, 974}, {1163, 1162, 1349, 1350}, {1265, 1264, 1061, 1062}}]]}, {RGBColor[ 0.7894024070481945, 0.7223903281690077, 0.2630333109850892], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1266, 1265, 1062, 1063}, {1063, 1062, 974, 975}, { 1392, 1391, 1265, 1266}, {975, 974, 1163, 1164}, {1164, 1163, 1350, 1351}, {1351, 1350, 1391, 1392}}]]}, {RGBColor[ 0.8014418052645846, 0.7161218533870826, 0.2584037296413273], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1267, 1266, 1063, 1064}, {976, 975, 1164, 1165}, { 1352, 1351, 1392, 1393}, {1165, 1164, 1351, 1352}, {1064, 1063, 975, 976}, {1393, 1392, 1266, 1267}}]]}, {RGBColor[ 0.8122997599491885, 0.7081886172649136, 0.2545833002745376], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1353, 1352, 1393, 1394}, {1166, 1165, 1352, 1353}, { 1268, 1267, 1064, 1065}, {1394, 1393, 1267, 1268}, {1065, 1064, 976, 977}, {977, 976, 1165, 1166}}]]}, {RGBColor[ 0.8231577146337926, 0.7002553811427444, 0.2507628709077479], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1269, 1268, 1065, 1066}, {978, 977, 1166, 1167}, { 1354, 1353, 1394, 1395}, {1395, 1394, 1268, 1269}, {1066, 1065, 977, 978}, {1167, 1166, 1353, 1354}}]]}, {RGBColor[ 0.8340156693183967, 0.6923221450205755, 0.24694244154095826`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1355, 1354, 1395, 1396}, {979, 978, 1167, 1168}, { 1270, 1269, 1066, 1067}, {1067, 1066, 978, 979}, {1168, 1167, 1354, 1355}, {1396, 1395, 1269, 1270}}]]}, {RGBColor[ 0.8448736240030008, 0.6843889088984063, 0.2431220121741685], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1271, 1270, 1067, 1068}, {1068, 1067, 979, 980}, { 1397, 1396, 1270, 1271}, {1169, 1168, 1355, 1356}, {1356, 1355, 1396, 1397}, {980, 979, 1168, 1169}}]]}, {RGBColor[ 0.8557315786876047, 0.6764556727762374, 0.2393015828073789], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1398, 1397, 1271, 1272}, {1357, 1356, 1397, 1398}, { 1272, 1271, 1068, 1069}, {1069, 1068, 980, 981}, {1170, 1169, 1356, 1357}, {981, 980, 1169, 1170}}]]}, {RGBColor[ 0.8651855591045137, 0.6668463785012412, 0.23567050097619932`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1273, 1272, 1069, 1070}, {1358, 1357, 1398, 1399}, { 1399, 1398, 1272, 1273}, {1070, 1069, 981, 982}, {982, 981, 1170, 1171}, {1171, 1170, 1357, 1358}}]]}, {RGBColor[ 0.8710901023607818, 0.6529997821417804, 0.23251811536804512`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1071, 1070, 982, 983}, {1274, 1273, 1070, 1071}, { 1359, 1358, 1399, 1400}, {1172, 1171, 1358, 1359}, {983, 982, 1171, 1172}, {1400, 1399, 1273, 1274}}]]}, {RGBColor[ 0.87699464561705, 0.6391531857823193, 0.22936572975989084`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1173, 1172, 1359, 1360}, {1360, 1359, 1400, 1401}, { 1072, 1071, 983, 984}, {1275, 1274, 1071, 1072}, {1401, 1400, 1274, 1275}, {984, 983, 1172, 1173}}]]}, {RGBColor[ 0.8828991888733181, 0.6253065894228584, 0.22621334415173658`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1402, 1401, 1275, 1276}, {1073, 1072, 984, 985}, { 1174, 1173, 1360, 1361}, {1276, 1275, 1072, 1073}, {1361, 1360, 1401, 1402}, {985, 984, 1173, 1174}}]]}, {RGBColor[ 0.8888037321295862, 0.6114599930633977, 0.22306095854358238`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1403, 1402, 1276, 1277}, {1277, 1276, 1073, 1074}, { 986, 985, 1174, 1175}, {1175, 1174, 1361, 1362}, {1362, 1361, 1402, 1403}, {1074, 1073, 985, 986}}]]}, {RGBColor[ 0.8947082753858544, 0.5976133967039367, 0.21990857293542804`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1278, 1277, 1074, 1075}, {1176, 1175, 1362, 1363}, { 987, 986, 1175, 1176}, {1363, 1362, 1403, 1404}, {1404, 1403, 1277, 1278}, {1075, 1074, 986, 987}}]]}, {RGBColor[ 0.9006128186421225, 0.5837668003444756, 0.2167561873272738], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1279, 1278, 1075, 1076}, {1076, 1075, 987, 988}, { 1177, 1176, 1363, 1364}, {1364, 1363, 1404, 1405}, {988, 987, 1176, 1177}, {1405, 1404, 1278, 1279}}]]}, {RGBColor[ 0.9012838704744051, 0.563915695990869, 0.21294255302000617`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1280, 1279, 1076, 1077}, {1365, 1364, 1405, 1406}, { 1077, 1076, 988, 989}, {1178, 1177, 1364, 1365}, {989, 988, 1177, 1178}, {1406, 1405, 1279, 1280}}]]}, {RGBColor[ 0.9015734138333801, 0.5436268779787838, 0.20908071533162306`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1281, 1280, 1077, 1078}, {1407, 1406, 1280, 1281}, { 1366, 1365, 1406, 1407}, {990, 989, 1178, 1179}, {1078, 1077, 989, 990}, {1179, 1178, 1365, 1366}}]]}, {RGBColor[ 0.9018629571923549, 0.5233380599666984, 0.20521887764323987`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1408, 1407, 1281, 1282}, {1367, 1366, 1407, 1408}, { 1180, 1179, 1366, 1367}, {1282, 1281, 1078, 1079}, {991, 990, 1179, 1180}, {1079, 1078, 990, 991}}]]}, {RGBColor[ 0.9021525005513298, 0.5030492419546131, 0.20135703995485676`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{992, 991, 1180, 1181}, {1283, 1282, 1079, 1080}, { 1409, 1408, 1282, 1283}, {1181, 1180, 1367, 1368}, {1080, 1079, 991, 992}, {1368, 1367, 1408, 1409}}]]}, {RGBColor[ 0.9024420439103047, 0.4827604239425275, 0.19749520226647355`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1182, 1181, 1368, 1369}, {1410, 1409, 1283, 1284}, { 1369, 1368, 1409, 1410}, {1081, 1080, 992, 993}, {993, 992, 1181, 1182}, {1284, 1283, 1080, 1081}}]]}, {RGBColor[ 0.9027315872692797, 0.46247160593044223`, 0.1936333645780904], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1411, 1410, 1284, 1285}, {1082, 1081, 993, 994}, { 1285, 1284, 1081, 1082}, {994, 993, 1182, 1183}, {1370, 1369, 1410, 1411}, {1183, 1182, 1369, 1370}}]]}, {RGBColor[ 0.9005905962333943, 0.4392668780447564, 0.1891310945618534], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1184, 1183, 1370, 1371}, {1412, 1411, 1285, 1286}, { 1286, 1285, 1082, 1083}, {995, 994, 1183, 1184}, {1371, 1370, 1411, 1412}, {1083, 1082, 994, 995}}]]}, {RGBColor[ 0.8966944352974546, 0.41395647444749073`, 0.18416634701505838`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1287, 1286, 1083, 1084}, {996, 995, 1184, 1185}, { 1185, 1184, 1371, 1372}, {1084, 1083, 995, 996}, {1413, 1412, 1286, 1287}, {1372, 1371, 1412, 1413}}]]}, {RGBColor[ 0.8927982743615148, 0.38864607085022546`, 0.17920159946826344`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1085, 1084, 996, 997}, {1414, 1413, 1287, 1288}, { 1373, 1372, 1413, 1414}, {997, 996, 1185, 1186}, {1186, 1185, 1372, 1373}, {1288, 1287, 1084, 1085}}]]}, {RGBColor[ 0.8889021134255751, 0.3633356672529604, 0.17423685192146854`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1415, 1414, 1288, 1289}, {998, 997, 1186, 1187}, { 1289, 1288, 1085, 1086}, {1374, 1373, 1414, 1415}, {1187, 1186, 1373, 1374}, {1086, 1085, 997, 998}}]]}, {RGBColor[ 0.8850059524896354, 0.338025263655695, 0.1692721043746736], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1087, 1086, 998, 999}, {1416, 1415, 1289, 1290}, { 1290, 1289, 1086, 1087}, {1375, 1374, 1415, 1416}, {1188, 1187, 1374, 1375}, {999, 998, 1187, 1188}}]]}, {RGBColor[ 0.8811097915536956, 0.3127148600584297, 0.16430735682787867`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1376, 1375, 1416, 1417}, {1088, 1087, 999, 1000}, { 1417, 1416, 1290, 1291}, {1291, 1290, 1087, 1088}, {1000, 999, 1188, 1189}, {1189, 1188, 1375, 1376}}]]}, {RGBColor[ 0.877357964683472, 0.2873558637516958, 0.15945741226481988`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1190, 1189, 1376, 1377}, {1001, 1000, 1189, 1190}, { 1418, 1417, 1291, 1292}, {1377, 1376, 1417, 1418}, {1089, 1088, 1000, 1001}, {1292, 1291, 1088, 1089}}]]}, {RGBColor[ 0.874091273214189, 0.26183353771768236`, 0.1549933432832997], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1419, 1418, 1292, 1293}, {1002, 1001, 1190, 1191}, { 1293, 1292, 1089, 1090}, {1090, 1089, 1001, 1002}, {1378, 1377, 1418, 1419}, {1191, 1190, 1377, 1378}}]]}, {RGBColor[ 0.8708245817449061, 0.23631121168366895`, 0.15052927430177954`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1003, 1002, 1191, 1192}, {1294, 1293, 1090, 1091}, { 1379, 1378, 1419, 1420}, {1420, 1419, 1293, 1294}, {1091, 1090, 1002, 1003}, {1192, 1191, 1378, 1379}}]]}, {RGBColor[ 0.867557890275623, 0.21078888564965553`, 0.14606520532025935`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1380, 1379, 1420, 1421}, {1421, 1420, 1294, 1295}, { 1004, 1003, 1192, 1193}, {1193, 1192, 1379, 1380}, {1092, 1091, 1003, 1004}, {1295, 1294, 1091, 1092}}]]}, {RGBColor[ 0.86429119880634, 0.1852665596156415, 0.14160113633873908`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1422, 1421, 1295, 1296}, {1296, 1295, 1092, 1093}, { 1194, 1193, 1380, 1381}, {1005, 1004, 1193, 1194}, {1093, 1092, 1004, 1005}, {1381, 1380, 1421, 1422}}]]}, {RGBColor[ 0.8600084265358492, 0.15180569829931717`, 0.13574855092398946`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1093, 65, 1296}, {1005, 65, 1093}, {1296, 65, 1422}, {1194, 65, 1005}, {1381, 65, 1194}, {1422, 65, 1381}}]]}}], {GrayLevel[1], RectangleBox[{9, -14}, {14, -5}]}}, AspectRatio->1, Frame->False, FrameTicks->None, PlotRange->{{1., 14.}, {-14., -1.}}, PlotRangeClipping->True, PlotRangePadding->{ Scaled[0.02], Scaled[0.02]}], {540, -540.}, ImageScaled[{0.5, 0.5}], {360, 360.}], InsetBox[ GraphicsBox[{GraphicsComplexBox[CompressedData[" 1:eJxc3Xk8VN//B3D7vpsNgzEz9qW9tHFCkj1Ju30JJSqUtKASlZKUJVJURESL iBytKlG2RCTJUgpZIuE338enc0+/+fxzH89PNXXGvN7vc+99z4ya+04HLz4e Hh4JUR6e/x3/+2/Q+O+x4u//AP/fIlyW4TKJyzQu07nM4DKTy2wua3BZi8s6 XNbjMlofD/x7BP/fIlyW4TKJyzQu07nM4DKTy2wua3BZi8s6XNbjMlqfyF+j 9SGLcFmGyyQu07hM5zKDy0wus7mswWUtLutwWY/LaH0yf43WhyzCZRkuk7hM 4zKdywwuM7nM5rIGl7W4rMNlPS6j9ZH+Gq0PWYTLMlwmcZnGZTqXGVxmcpnN ZQ0ua3FZh8t6XEbro/01Wh+yCJdluEziMo3LdC4zuMzkMpvLGlzW4rIOl/W4 jNZH/2u0PmQRLstwmcRlGpfpXGZwmcllNpc1uKzFZR0u63EZrY/x12h9yCJc luEyics0LtO5zOAyk8tsLmtwWYvLOlzW4zJaH/Ov0fqQRbgsw2USl2lcpnOZ wWUml9lc1uCyFpd1uKzHZbQ+9l+j9SGLcFmGyyQu07hM5zKDy0wus7mswWUt LutwWY/LaH0af43WhyzCZRkuk7hM4zKdywwuM7nM5rIGl7W4rMNlPS6j9Wn9 NVofsgiXZbhM4jKNy3QuM7jM5DKbyxpc1uKyDpf1uIzWp/PXaH3IIlyW4TKJ yzQu07nM4DKTy2wua3BZi8s6XNbjMlqf3l+j9SGLcFmGyyQu07hM5zKDy0wu s7mswWUtLutwWY/Lg8aPjs0UrHHF+22jsv1Vtb0jhEuGfnXYBE0Qnq+5Z+LV xFRF30HZew8GeMAsvraE44zpildV24f+FAgA/wANZaGMsYpZsSRLpy34/CRG bDtouTNC+HPs44XOkhOEl4kr6Xd6TXGdz4gAm233eyJXDhGmh3sF22n8qcg5 kaZfU4HPd8JrmtLr0vgI28nKyLzbL0CY5bg6onWjEOH5+SBOPVkUJGUe/Hzn 9Z+KImGe2D1yEiB1cOYbpfVXhYFbxdHHJ6RA5vKIkb29Pyui8iYUO+fi86mW 14F+c7tFCc8d6CmJTBYnHCvjIlpvLUm4Y07TBhaPNOH/jjIgU+zUe+NHoxW9 td2demvw+ZmrsAmdSpEl3GyUto63Fds+ZDzu2yU5wlU311Y1esoTvvTyaJy3 qQyIbOx96vVzuiIqh359wFgWDG885bGCZ7Ji2/HbFXuXyQG39jm8ylK/Kqx9 LJt5F8uDWvem9HGl4QrrSkvhanV8fvhsWneZbDM2WCYZ5BRLJly678fV1GUU /PwW17Z0/MDOH7klrXGZyrV+EpAXtr7F3jJccaigRmy/DT7/9P2TtEd6GNth tUd7ZpIC4eXn9S0MjRQJa33+VVj9GVtu9iMltxglwpf3qWU+1SWB/Qphu/vs ZyrE/RxnSQuQQd36fJPHA5MVwZuiH2z4QAZ65ztl0+LGKz5alq66cocCohoo n0L0RytWL/1e/+0kFbTKWd2yrx6qyJ8XrfjcAJ8fN0mYNRfXY0994TmfvVeZ MKuifG2ysgphq6Qw2dhH2LuCFtWG+ahyPT80cG0PTdTV/lcF1fK7I0sYn3+r qaXs++GFrTtunl7yBHt+7fCjIyw1wkbXMnrsIrEtDthIKH3CzrW++F1zAw04 vo5b7XppusLAUmfzORUFsPqdU0L+0cmKolX3q3i+KIDFn1Ta/viPVyxcab5w R64i0P7WrWHlMFpRatKQ+T5ICdBG8wOTDX9WwIbyyaVbmcTjBzjAVyd6sOlv HqW2BrEIV9k89df9g/3fkQ687oQ2bKgdrvjyYOGoxWd8fUGx5ai++Gt1wuol C2d1y9HBDiV1U587MxUbPG4smG6ng8u7nLSFj/ypiJVUWUbJVQYtL6Klr6+d qCgvjjcxCFUBUmolo+assYpBN8HV5qaqwGTv19bunz8rSmdE8oQcNbn+PTpg 3s3I6fmLfxL/Ps9sz+9H1uDrCVJi3REtlfyEb/v7UGbPFYYJdKN3WxdyX+/g Ae/y1Na0Tf4k3DD3qXW8/2/iesvNzxEv99bh6y8NV7wH4sonK3Yv1mILNA8T 10eSv7X5Dr34zXW9ZNB42njh8xtzeAnH6bu9+rmRn7CK0snaJZGChAtEiusj bwjD6FSXTZ2n8PWWxTe3ic5/xkf468Og+0enBQinvAnzebdQmPBV0aJJ3lx+ sHnMRmDaUQDWbHqywcmOAc5oty22OTpVYb146s/2twyQtoBCS9ozUfGKuvBy 1Fo1kLXCbqzTY7TCaixgZUqjGrhhc7xBfy2q/0zQ7xHhEtowVvHidp44y0CU +PvE9sbcq+EVJ2y5zNstrFGC8AkeUwmNHCnC/x1EgKPDMXkDBz7ClQu68r70 CcKL5RKPxhbg60k/pLpyNXlkCa9wfZC44SX2ucKzh2LOyRHu4fPzLXWWJ8ys y184FCcK2vXXvJAKEoLHj+ce22UuCfaGOu47VcIHH6/aZd5DYYLeyh3VTy1m Kr4935BMF2GBPLh4gVLFrwpZC+P+NRMsEF4hmB64AF9vG9nz9djBrukKn152 7BQLX++6bXLiVn0j9szFoaacaDJhq1/rpw4tphC+sOYhy+kb9udctqVeGpXw fwcZsL5hXO2DIS/hi+ppEqTXgjA6c+eijFX4+lqWLax514v9aELGWzpWgXBH ltuUua4i4Sm7onMHq7GVJvn07u1QIvz65L3YoAwZ4N199iu9QghaWMj6qzTK gqCdbdqP1wnASv7tVq9E5cHBcU1f335eeDUhcl5iujpocv/m4SQ+XBG3+ElE hhS+3ifftep1Yh72+bhXtBOWyvjvX2znebgXO+NzXUHwMRXC7DinST+2KuFs wxZz10fY/x1IIND0JdtDmpewfchbSxdrIWhdMXYn3RBfbxz1rYgMTsS+RDpu b/0T26LCXoVlp0b4p69C/0Quts+jQ60+mSQwbz/P6tklQnB8rs6bnYlkIJOS 68JoFIAxmQ1PQqMp4Pt9pxCZIT6oRDpUcmgfFbx6x3uKR5IXNjsr6x/I0gDL RMkXKB9+V5xNcw7bKM0kHr9yeHiApxB7YHWMV7YDi7BKhkqr3Qj2fwcaUB17 9O6cBh/hr6dt372bEoKjF0Qqu2XUid9/I0GCfDSPBnKbuxtHrwlBpT8LzHYe UwBVwudC1YYF4ClPl90bXRVB98IVCjbG/HC6+vgV0yVKgN/7R+neE7zQM+xG xtMyOjAUz32455gQvCzSE8m+rQwqfsz5fS9ZALafZ3lF5aiAlXX3F0zk8UFF dddVnZdUQfVd46ClkAeKWBxZ3ueLr+fG7n/19ZCVNtd66CCz5O3XRoYY4cII 2sO+HgnCD1e7xE/lS/81DygVly10uImvX7/3XKx01oOf8Fi529G3CkJwm6bf qi7NKWPrfssPktt54bLz5dlBj4eMO+df1l2lIvz39w8ay+0MzNYdEyV89pOf jp2FBGF5R6+8XSlSf80Awx627xPW8BL+tCIrTGE/P+E61d9Kl7IECT+esitn 1wjD2/GkBEE4Tlyf9pByMb3Fowb2PIv6aTTFD60jKEWURny9+sTzh6a0i/yE X0r6NCp4CBGu+1x1ad4HfD17Lw189uoTI6xiU6yRNCZB+FGEgd9LfmnCf4/A dG5aHtNNlPC25B/OHrkShE/yANmsUfT8M0F+ePnuaQ18PV/ucLZUTiUv4d1R CTlrt/ATbjp20Gx6TIDwkljfj9nxQrBqkqfwz28m6JT5s1SSJABVeoP82nbg 6/Hjy4tOLV0hS7gu4eetZJIc4by+uQ2/erCPGe/+te6BPOER753S/O6SQCL5 zOCfNDF44d7cxxHB+Pp+2Yu17adYZMIdH/ZMJL/FFhxMJF07RCGsw188q0if StiG0mz5sBX7v6MM+JqrH+6hI0Y4J17DftwRvX7YQOnJubb2BD7C37+ePq27 WRB2aQzfqM9VB4Ge8xwL7Xmh4xW97Z678f2Hgvv+z9UFFQiL1d5g9pzH9vzS dyBbS5FwxaTWe99SbAW5bfN1rZUI79a6frq/DTvzW+DC0bcyoFRLJYG8RQqO eD3rVZwtB6jzdxu8vCQOzTuUUkGcPAg2rnpx8LMIlH/yJaLdA98PcZJTH1rQ jZ3i6ul6apsy4fb8zNqur9hqU51Gy3aoEPa0YuYnDGBfT3ZT/hakSvhbT8ZJ kxHs/44k4Gv3nXHfRfyvNcCl6rkZxSP4fpJZXQX9s7QQdNi9nZWjrglK5tru 2uzLD+d5p/MeNMP3b85RZbMfn8YerYqyFW3FdgobG7HVUCNcrOubei4Im9bW uqKlDLvxvvqfR7Ik4BR3RzjsgzTMUli0vZ2HDO5Xx2uaTkvC3WEWHyYGyEBR fOcqCYYENGndaE3+SAHhq619GleIQZll/mWza6igI1o7Ot1DBGak7bLRns/k Wj8N1Cy5wVtyG61fCyTNuqYUWMwHn03HdIwvxvef0n4tM0uUpoHnMsdCGzuk YVDig54Vbzj9pPH47HAXKbhy3pITP84ogNDkE33Mdgmo8Pa+QeoaRfBma9yV F1vEYX/AorpVckpAixm/ObBVFFZI3AseqVMCUd0JJOomEbg2WTLW6R4dbHrd 9c0hQQp2unjlqBxRBsvBgpuPfknAnRrlVd1rVADr9tGAuZzHm+on9earqgIh jaZZV6AoPHl7u3Dod1XQl6QxJKuO74f51d7yaDBE+aEDks3Yisovcn/NA9I9 Z9FI1fh+X6j8lLVgsDhh+0cvI8aUpeBwypPl/mFTxtFFym4vTUThyI+SZY4y o8bHRDI/NYZK/v39g8a2my8XhBzD96NC9lcYsJtlCWektt18qy3/1wwgUVts d5IhSrjKI+9q9lYxwkfGMyafpIgTNjqVuObTOwnCv9Vir0+RcH+5d+/glIKD NHT2DSo792iUuN9n/+iYQAo/L0DOGhxsWxcuQHhcZXOx7Kgw4YTXN76KrhMj fD2tnRJVKEH4wQ450z+S0oT/vk5A1JG3tzc8lCV8wer2KhCJ1ssE86r9M4Vk 8f3Ohrn144/zsXcnL7GNsBYlTOa5kmn0FfuOt+jEZLQYYafXgbYl6uKER+c1 Z4Y8xk5MMZ6Y5yZBeCHvdduhaewmH6ms/IuShENrgif8l0gRpi5os9Vuxr6f apbVHSwNH+eQ7L5NscDwhpuPHUREoPnrkYnfdSzQ91KPRrojAqsGG7LEslng 07K87Y0uotCSdNdO8QALvMvXrTwvLgarFyX+1ubs12oZueQNxWLQbnPw1cWa LPD0rI6fgoc4fHtwnf3qP0zwQODGwxYpCbj2yoLJDW+Z4HaItvzFUgnY9JR8 bds1JsjpzfbZ6i0JN/SN2u/dzwSXN2mVqchJwRaJpsloeya4UH1dpqNcCm6Z fe/aBXUmOG2k6XXZVxoKyLyeUxCN7++e3bRV55evLGG1q9+ZxtZyhAsGDihF G8gT7sob/2OqLgnicqJ4nXfIwrMz66QKJfD94Yv+ia9OFGNfe9dw3NudjB/P lGS+QpJC+H7BWn76fexKpQQ45k4l/PcIZt+MZ9B9ZAnLMr+fmSlHry828B/o fmNIwffPLy8PWFzVIUq47cTo5fW54oTlW8LFeoIlCdtpCewOAdLwh9eNTMdC dWCxzSno5hJRSE/2tI6dqw7OpO6oaVogDq2rVUYrbrPB25ojujxzJGHYTHPa 6Hw2UOC7eFxbTxq++ygxX0kM3x/XXLXcRCYae2/+DntBAQXCVeR059+HsRUO 1GwfmML27ZoO6wpTJFxiNSvm/S9s0dsuF2r2KBHepHjm6uMh7Jul8jLpprJg 7cr+AbcyOfjKMtBgTYEcWHD39Nt8e1nY2jD8a6Mdvn/fa/Gnsicbe7RM4GQw nzJhvjmSTvxbsKWvkhnxd7HpCipfVaRVCGuf0riTtw17Ie+sg0seYZsGL7Ko UlIlbN9nLOcUjL11q8WHzzXY/x1JILvyndJ7E+yVl3YdrnyGXg8aID/3UBp5 sxjhlVlm9rKaUjDpx2jxi+OaIH2lFuP9B1GopuYicuawBgjbH9VeMSUJV6x/ krlRFs8vaD4/feXJImzJRZsvz3LGHr6mkZFyBPs95We6YC52xbHytMC32FfH jl9s/YV9wtsx1VxFjXBQk2pKoRn2evNvSXR/7OX37l2IjsdmaUSe/1mMLXre JnFrO3YuDeaEPSWBdT3GTkeXyMO5z0ovuSSRQc3ila4ZPnKwePfdRDN/Clh9 0tLvwTlZaKR264S2ERU8arfb01TJefyyyBbBZhbxeB2pbgXOCdgX94MjxbbY GzarbpQRwyYtndb3fcok/Faxje/RYeyTvx+8U1yG/d+RBjLpK27bB+N5kOxy f1vbc+Jw5SW/kKe62uBb5DqNr/YcG30I+hiqTvx539hw/YcBeL5k3rxlbLN5 NPC6+nHrg2p5aMWrd5enjAbuTtdbzpjKQ49aJfNyMwWQNrurxOSBHNyfJv5u 32sFcNR9ROvYXDl41n/SZ6GTIgg4J5D0IkcW5iz+Nv6zXRGsf0YSllSThVC4 NabARwmAcXaIfZIMbG58qbh9kLPf0VnwJUFaBhb2zVIND9YByzeCKGkdKSjj NhK114QOBtPFw6M59Su9+EI2vEYH7hbb1htvlIf6Uktfi4grg/qhJ3N/jcjB Ms/2IfudysAsVU2q4IwctHoQQUmuVwZ3zQ72eevJwRZZ9aWfFqkAjR8tT1Sq ZOG2bVUu2hdVQNKFRRlNHrJw7KH/kSAeVSC24tz+uBkZeJQsnVPiqQr2fx10 Mk+VgfLbi17zvlAF3xNs5k4vlIGDz7c5yEhocv086EDI/mVSnBuVsKiE08qp ZAphiapPQ/51ZMLSR3akt4hhy4EJy9WmJDg9lHdIw0KX6/E5568LZ89ZugN7 MtC8Wf+zLOGx3C2HGJznJ3XgqX7f2SljhSNxd1Zy/v1acaJ2WWajxiEXl/c3 5aP93aDxlpGrXt4JeH7G6LbRnZ0aFMKMXe/49pWg9TDA9ZyNazSIesIAY5eq D1xqwDY7b3yDRvQfBkg4WdQUP4H9KVKdX/ykHOHZ+5JmHVHB+72DO8W3TN2S h8Op0r7d838R80pbLjh2L1JngNVvneaduSsPRepXxwqFMMDPjdu//ZSXh0VS xgaNzxggrTMic90uOehsOb8uk6oGVvpf2Hz/jSwUOaYdsmubGhgczpNXmiUL 71SqKK4oUQNJ4Y9eHTglAx3affaI+vMB9Pcxv2WzflQJEf7w+m7SkKgYYW3r RgvVNgnC+16OjFvfkib831EEqE9+7IyMJBOOe/86TSwFPZ9MIJJq8VGFH89/ zVCpnwzo2GPnvnQaLcD+Lnuny9YWuysustvZB7tVfE1vwGHsuuOqXw8mY78Q /PEtrggbRpZ9T3+FXTwTO5DfhZ0fvnHo4RT21QnN4RqKLOGLIWMj7bOwE4af jP2wwI4NTBifdsOO+O72W2o/9l6/2X9UzmEH9ExPGdzE9vJ8PWP0DHvLp1Re u4/YDs5+/C7j2KtbDQV3ysoRBhuEhQ/pYC9qbBQ5bYqt75AldmkLNrt2l0RB MLai9Qqpijhs2RfSMrXXsUXM22U/QuzpR3nyA++xR433k2d+Yn8rW02VlsD7 /c7FNAVVdez397oVZxlh1867Szdej/3sVpSKXSB2ub4DwyVGHha6vLBumGCB dLDDe72EDPyhGLB36QALqL9kSceoyUCdJrmsK10skLe2pbiUU7984otrRVtY YF7bGdd+KxmYab1lMrCWBUq9V4mquHH6lzCvZvMTFlgxOFVoF8LZrzy+6mBc ygJV++5sijghAzcetDx4rYAF7Pj9+W9nyMDziwdyJK+yQNNJtbyuuzKwbiSh cU8KC2ylNDtSOK8v6VuGvB9Os0DXpbipVR0y0Mq/Tc/0KAv4a6+8tm9UBh7X iNxwI4wFfhZN2uaKycInnzSOyAaywL5lRb8+qMpC3rRXBXu9OP3y2bYMqQWc /rshsPXjJhaItlNdDSxlYZg8WXiVPQtIvW8cCnKRhcU1JXPzV7JAovvJlMw9 snA4xtmZvJQF6P0mpo0xsnD2Sv7Y8NkskBk88U3okizcwZN997M6C+jMFJwz vMPpXw+sP1kqsUDhce/lfi9kYXfIkESRDAsYyil3p7bLQubc84YKQixQkVof 93pYFrp8X+J5eJIJzNVjF82IyMHU7I+newaZ4HU+6JitIgebPY48sO1mAkfD X8fd58lBsqp2z91WTl4rb845ZyEH17S8llPmnL+4W3m2PN0qB+MSdxkdecYE fQ2KUb849eylPdXv2wMmCHR+q6t9XA4KS5QlOhRy6kNPdMOmNDlo+ty1soRz vnMgyOjAySI5eDhS8DvjIhPwT46oP3wuB8uX36Adj+fk8UhuzcAHOTgxbms2 cIzzepZyD1XjvD4X3hne6RTOOR+6QGOsFZaHu3YmpZYHMYGKWm3VEbo8LNBZ /pztwwRZN44G3ZsjD/u/fPp5YgsT6M5fpthrLg+1Lh9TGV7DBEXlPx8pbJGH Xlt0LTetYgLDVTn+VkHy8DL1TXAlZ/9S8caFdOCYPGyv23NZay4TrNxEKc9P lYfn+Kuf7u3G86YmVufmHuiTJTx0dsuliH45whktbIljA/KE5W4+kr0kJg1C c1RCb4WRICvpSJBvHp5XHRD2N47xJBMuDV0jmUOnED7Ws6i1qgHbYb1KTu9J KuH/jjLggIRV63AJ6o9s8FnJq24+sf9igx933tuEG8kSnrSxffFYWI6wYM8j M/G32HKHF0GHFHm4yNk/+USLOjhrqv2611IG9lmGpifFq4NZfrKPaz5w9o+L ojKvWqiDl2cm7t8JkIW27NPZRTNs4FX8KT+Fh/N4sqk3K+6xAV/7i6zDZ+Vg 0dS1ouodbJAmUJTizZaHnl+Lit+z2WCxbsoZ63vyUC47ZbusHp7fDbm4Szn1 MnbLGcsaNlWBsNFR5qH8k9hX9v2eZcinSFgooK6jMhTbz/1GvNV37BqnSJNG dyXC86w2DTs3Yy+3Gzgx/kkGPL4ls0dYhQo7eSTiCjzlgMrMcJB9KhlGF2md 8e6RB/ts3u1MppGgWWblrz2aeN5YwL/zy6Q79pO5/A2R6dhHfrMeibZgmz0y u3WGrIz/fKxXOnUN9tM1x06mn8Q+qnA9TL0K2/zT8215/CqEhXJ6neYZYz8P FF1ZGoYdbagzb8U97FU8VmpVQ9giVf7SdvqqhKtOn5xq3IYds/7mty1Z2KtV a95//oj931EDpOvunNiyQpbwrQUXVq68LQ+TZQSOXr6uCWraf42W3ZKB/IFv 9kt0aIDfqi4iPcZy0K/24q5QmgbQdXumKFsrD38L9uvPCOD57dijlAPN0tiK giuqCxWxbxzxVzqhjr1E4Lyf52zsl1GwZPlS7E3830So5thfI8kbBu2xw/jA 9RebscUi/caueGOn8CauDA/C1omoOLcuHLuU5+tng2hsy8OkeSJnsVtmjCI/ XcT2O+T7tvQ69u/pBMa5on/Wf/Dhzh3l/6x/uvehedU/6z8gL8Wo/2f9U8u3 TrT9s/7wbXl1vf+s/8/Zydzhf9a/v9zy6PQ/65/sSXYWVSMstl+ubxEJO+X3 MkNZVWydMJ/or9rYpRPxTY/nY1vuK1NPM8ZuGe/eE2KJ7bdX9ondOuzfv5bK a7tix4Z6u/P5Yyv9OlPYGoydG/KA5+5h7KVjX+ziTmC/Cpa55HMee/Pokh/g Mnb/Hq/linnY4SOnTw7fw5bcU9paXYmdNtylc60a+5BAxspyPxKImHQpNUmk whW7tMgyc8ig4tS7rwM1FMjXcavL/RcZTKvaKaWJUOATm8V37pZTwLKiZ1aW JmR49EFllMgRKthvZhT+az8JDt8TSmD9ZhGPX6r7fJ/VD+yIjGjX3Z3YFmSL ValN2NKxIgaPX2I3TVeRvj3ETtsdMyl3G9uzd3XnkuvYulvFXrinYv98+7Ig 9jR2ifmJ80VR2IceWB1oCcU2ny3hybcdW+JqtaWOK3a9wqk5Do7YKXE2tDAL bFd+qZnLy7A199Z8eTEb+3t/XPUQG/uOm91tBQXssCbplBWS2Cus3hz25cUW gWd84keZhGvmr7Et6cNOzJFd8KkNe7NKnZJoHTYz4SzfnGfYvcJr+zaUYheE y785nI8dMlR/L/sK9jLvc2lvzmPztzoeGY/FfmFH9mccwj7zpHGNxW7s9YvP Gwb6YCvnO6kmbcbuYlKFoB32jQvv+ntMsYMkkuqlDbH/O9KAT9mS82uE0f5C C5zf7Z+/kF8eZvWtip9YpQWK9QLbJDj7/xLTtvGYPHXizyvq6EM/G+wwmQPR Vj/w+2s+jFXb6p3GXtZGp0jOxj5c0PDopBENHLbXXb67kgpzuyhaR6/SwDql vndhm6jwncLGUwckFIB297VdkcOcPNml/gzerQCmb3lKxp6kQIMjbesDWhRA 3X5mdrw6BW4sUS33XqEIrpt3mCQ/JMMjP9yYLtmKIFw2vS1jPRneYmVFr5dW AvYfNu/NHiTB1g3d/XYhSkD9uoL8rRgSFI7TcrBoUwITQe9uFjNJUJ12MfHD bV1wr/Z5g3mSDHy1MmHKm00HC0q38yW3UuHZTTzPgAMdBFydWVxxkwo37dwR p3iYDq6dORv05RAVqh1pcRq5SQcf96vniDtQYV/SKtWaVjqg+tzvmMOmwls3 7/RcF1UG9g5WtA1jFBj6SO1WxCJlELO83e5gFQUav4vbu9lLGVRqBUVnpVCg UP8kWJCgDH7LC1S83E6BNTy+otKVymDuzPmxQSMKTCQ3ve39oQz8v2obUGUp cKuOacojugrIbCzzWv6ZDNnGt9wvWqqAD9AuzeMuGfavVdYN2asCSHmdDTHR ZHh7W+yw3TUVYHMhWOLWRjLcf+DXA+0GFXA0UsSsSZcMTc56HuHnUwUPd6Tu /zNFgqLX31q3zVIFvzYY3Ga+IcG3D4zIxVtVwSyzyq8WV0gw6U1u25kTqmDb LEfmzj2cfH+hXfMrUQUZij0bE805+f59NMCsRxW8FwyLf8DZX326LXkpm6lJ vD7KZjITylW535+lB87Uhbo8eYH2GzpgRfQJ79p+KuFIKerr9PfYjxOvzAt4 hi2gbJCy/Db2yqwSHskM7GO6K30+nMR+XvTmde4+bJElW+bv98ZeXdmTYrkW O9ZiN68iwH5VO+3Tp4ctsT625r4Ctk07ecFxIew4r8up64cphGv79fg0O7Bl 9tzfNlaNvWbStPZpCfbZyNoFidew60U3X/RMwCbFd/PNP4y9jrbLl38HduKl qdq6jdhNGjELr5hjU/NJaUHzsNcvyOBfwcC+UKbrJyOJ3Wxa/ObjBJkw7ZXJ ooJu7I0ONWkH67FT3m8UsIXYLa5f/JRvYiv2Br7tT8bevPPPorJj2BfHotNP 7Mb+cEBecLMrtrLgJX8dG+ytJ3XqJhZjp8vfM3yhgd2esuJSkjy2KvO14DYe bJecDdsXfcfvF8yY3VUn1ILdUbxzcdMzbDXjyUtXb2O7PTsmFJyBfcVGbofZ KezOhrR6+TBs1hbtJZ+9sT0+38koWoud5QeEIwF219CrHWv0sdX3rW9gKGJ7 83xeMijEOf880fK5wZn7/Y90kJOdcDS+T5FwNvUnM/WCAuFrx+xh1kr8/kdh G+l3YiP4/Z6Z99LOVeRRoNTYorqxj7+Nw/l2WfFZkKG/YGHjxfQh46sPE15u SEKv/0HjqyYvKlUvKRC2jjDYaX1e6a8Z4IjPrzWz3+Hrwwcf2W56mIodqnzN 3doVO3DvlF8LG9u33nH3tj4KYXeDvP1jN7E3x/AfObILe13XppNyi7BtjYvO ZUySCa9KEU0zgNhg1PVq2RHsxfb3b1quxp6XK32vWRJbT8jnoXcdfv+qhtvD ZyPnsVXLyLWRm7EVqDveyTBI0PZN4Yc9ggzg6XLRnDJKhXbbGqJ8JBnAbdb6 8dlfqHANzy+dTWQGcJ6RvWHVSIVrkxTqrJU566ut3uz9lArXzV62z5hz/rTh UrRkxF0qXF/lzJirz1nvTpOK1KtUuME14jl7AQM4GE8F3uPsbzeOZwZQlzOA nfR95tujVLj5zDOy2EoGsP64q+FbMBVu1eor+2PNAKsL9I8JceqjMxT3HHBk APNDvYvUnKjQdYOBeOcWBjC1y+xbak6FboP2RQ2enOdL1TnVaSEVehzfvfH5 dgZYPkCzCdKgQk/GeZ7SPQywpKJ++gSFCr3v37+exznfWnQ67tY1Tr30sW+1 vXSEAea7rHav5PTPbb1To/EnGWDOLAHSh24K9DvMSDtyjgEMZh4+HWuiQH+a qVko5/xLt3ZfqOxzCtxxy+ubbxYDaF2ar61XTIEBFsfPbsljAPWdAy3m1ykw sOPGYrs7DMA0vnHS7QIFBu193bGijPPzkPYyCo+mwF0yg9HznzAA/aPq4PlQ CtyTLTdLs5rz8ylouVzoQ4HBYEGTQgMDUA4lrq1ez+nvzesPSHxgAHk7e8Ge VRS4NzCMPfOZAWRUxYt5DSkwTCTt1dA3BpAceLqNrkWB+zMqdnVxztfEKg4r LqJRYLhhp8K7SQYQPr20eg3nfOLgG4HKF/xqQMBl7MD2cTI8tE1zW5m4GuCd VTgrupcMI3gspQvk1cD0tP+ny81kGJm0/d5lJTUwWaORUFbF2R/NPr31HEsN jKd/Mnt3nwyPVRUKROuqgdGAi2ND2WQY7dqQu2+eGvhptD5bglNvY8bHHLYv VQMDUnKbNGPIMPaMwm9nUzXQ314tbrKPDE9qLbu8xkoN9OVHl2/xJcNT0NnC bK0a6D5osjOUs584vSFiYOFmNfDZdopxlpOH+MHM89oeaqBD5X5dHqf+nj3+ bPn/7qe2/dh15Lk2GZ5j9HVJ7VYDLQ/1F3YqkGHiffGTvPvVwLu43p4/omR4 wd5g3kikGmhwzkym/ubsN3rtW7pj1cBbA2eruV9JMPnw7oj3Z9VAzTRtyppT j1Np57WqU9TAq5r6fJ+XJHjx1v3ah1fUQFV6nGtkKQmmW7SGFN5QA08DVsul 3SDBjI4p5awiNfDISOBJcQoJXt7LeHq+VA1USFUE18WSYKaM6faYR2qgrH2f 5ndOfc7K9pIPf6kGSvLnvxf2J8Fr4HhpQJ0auHdwIJbJye/15htubi1q4Lbt jWXLrTj79SmZFZ+s0PwPDcrknJWK/i5E+L1e8SxlYv6TBhvqe9p3RUgR/u8o Aj4cXtu2mYHqMxPc6LQPD5zG93u6heymhb9jM3VtDl9qxXa2s+Jb9BI7Zffq IzX3sZsurBLyvo4tV7by+FQitm2HqVjiEexYAZOTeruxn2kBqSdu2Hw2Rmc2 22MbBy2TGzbCDk9cci5WH/t+iSGFScceaVuYVCKGPZtvgeKaCQrhHRrzLvb2 YOdYzlE53ITdHTArg/oUm5mgzyy4je1crJtlfgU7tVVbo/0M9rsZzezgQ9gk toaOZAC2vQU7L2sL9qntTINlVtgvzjBu1S/GFryrMtdfC9vkPf0OHxX74JTi whRB7AdqCvfnjJAJ/1pJXfKiE3ueH7nM9S12YJy80XgFdl6RLDydj93XJG2i mYatPin55OEJbHdVCXOnMOx0U7Gq79uwW3xELI+ux6aeFKqmm2OvvSVge2c+ 9pkGvjdWLOzqcR6Hz7LYosoz9WE82CtXTK2TG8Cf5xDhNfkupw37YczExhXV 2L9v/mptLsVeVDe6NTAHe/fY8EfhJOwCxZ9ul45h9xsNfl4YjK3l8cOrxgPb K7q/x8uBBPtlm/YN8XF+/cNaCeXfVFghoez4jMUEUd1P1+/m5Cde2NMg1YwJ 2gcXZb4I4fQzvlyRQC8mWDyZ80N1ARUumhrqNDvGBOcE6UtCOPt9sXHDcoXr TDAgHXe0upAC234euvDjORNYKvK8ZQZSYMH3Z0GPe5ngKnsXfZ8BBUb2Slon ibLAjEGXT20/GTp+dtTYocMCmxY73VbPJUPN9lQeEysWuGNaNb2fU48nmjtb KNtZQNp2iWWdJhm+qte+++0kC/htyEvU6ubUv5rA0/AmCzxxV/l0MIsEA18U +ybWsIDqjjN6je4kaPpk2tRvgAX2hfLt1VUjwbSLmZUBT/DnWfiCY71JxDw3 DS7o2ib9mHi/JQ1aj1yd02EqDloE9XuknRVhUUis14KT+PMvHutN9RefIROu 69y5Z0kihXBnUudkWTKV8H9HGbDrerptmTeqf2wwk+basnGASnh6aeWd2+3Y U+/VTkvWYP8JjfT1KceeJH82rczD/n3bVEXpIvbEmqzxPSf+8YBAfU0Y9vgp r5tafti/dJ9FR278xy803D9YYI/5RC9baIg9KthLOaOJPZJpMdRH+ccrcl6Z CmEPfxS9ljaK7w8NH/A7/KvrHyu92rSmAftnie6C3Mf/eP1JacHb/3i0v8/5 CvZQgs2T+/HYg3Py0+Ui/nGt1L7tgdgDO3aufeaC/UP8jT7D7h/nzBYJM/rH q+I76/X/8ZehMn1l7O9RDheiJbD71W4HfSL23xxXyFsv/Yb9besejcSWfzzZ wDPwAvtr8oJWi5J/vOj83SvZ2H2NY6f/XPjHu9f7OUVj98reN7sV8o8LaKpi 3tg9NvsmPNb942/v68vNsLtjluRT5/9jzdTjQSzsL08n3V/J/WOPLcvV+bC7 eMuph4bw59l0XVL+2dzxj5cfrJ77Bvtza/u1kxXYnfuMI7rz/zE1YzNI/8d3 eRamnML+tNZNZiT8Hw9VfrXZjt1xmvn0+uZ/rB91idfqH7/6vG/zEuyPvmaO d7Wx24WvGkgr/OOrgqK+IiQ4aB8WrCrK5pweiJMrOfuXjssjX43k2MCojKIT ydm/vPkZ4OqsxAZbFZnGpi+oEJr2NR5gs0H4Xn1HgWIqvHXOwypNnw1Smwx9 n2ZR4eUvbbBsIRuUzjc7eOwsFZ5duGHhB2M2eH/WLmHVYSqMjK7LnbTg5Hdw U7ZIABXuarZWU3JgA6qdd/mLzZzzE+3n55dsZoOFN4PqYldzzqfCVkhs8mSD deIHeqwWUaHZqwcR+3awwR7f438k1KlwAX3hr6QQNkh4niBbI0eF6jtubb9/ iA2K1C9pnOahQvJDnc53x9ngbdSNpfY/KFBI+ur6X/GcPH26ay/7gQJ/uai+ pqSygTSo9Kp7QYE9t5JNFmaxgUF6dVgC53ylmZd0f91NNrD58+6041UKrHKI 0w++xwbbN33OIidQ4P1MkcxzFWxw4v6PkqbDFJgzEkm7U8UGNyi/ay5w9isp K6dO1b9lgxd7BLs2cPYrsedD+YdbOK/nOpkJBUvO+UfP0F65LjYQnkOXauWc //obbv8x5zsbaJzWZF1Up8AtMd0ea8bYYOX3uYZb5SnQusX1feAMG3haGdmo 8FLgMt1W2zMi6iAqZ7X7xx9kqB++7kmBrDq4IrwuNOMDGaq8rl1cq6jOWZ3r SbeXZCilYlnwg6UOOh77X2ZyzkdmAp6wpfTVwYxa6L3PV8lwoMIoRX+hOlA5 HPkqK4EMO2RKpG2M1cHy9lMdXhFk+MZt3tHtFupgy7LkUY2dZAiLbv4+sUYd 7E/JEuvdQoaF/FqBuZvUQcp4gWqOJRlecbzy5aWHOihxejDfz5Bz/nGVvvnr dnXQfOfZal0NzvnS2Pk3oiHq4JdcnXO/PBnuWiVrrn1IHVCC2nbf5CVDj6QT DyyOq4MFtb3HAzj7E8c+wTnb4tWBo/5I2izO/sRsyeFr0SnqYPeJmaJBzvnG ghO/la5nqoOzfWJVhfdJUP3DnvhneeqgcBWlbdc1EiTrDwh131UHb6+q/Zx3 jgSFDvqGC1aog0F+feHRCBL8VfN5iF2lDqTdDen3dpJgj6qzj9lbdTALms4J 3UqCzYHNHzxa1IGtip25ISd/VZUODlGf1UFA+KbNE4YkWCL3+vmVfnVwqsUr sFSDBHM8Vi1/NKoObhoGHd1PIsGUO5VFn6bVQfX58JRlfCT4eTrk5+II/HlU t/K9mkbXKRA+4OxYWqijSNhSyjR9xww29eGcSO0GJcIja+PcmvRlgUReULp2 nSKc96Zs6IOSPHg9y1SK1UWDqw4vvaB/CX/elXKd+HCujzLhYdYHW53ZKoSr gvNuZI9jpz8PF9KsVCX831GDqB/IqH4go/qBjOoHMqofyKh+IKP6gYzqBzKq H8iofiCj+oGM6gcyqh/IqH4go/qBjOoHMqofyKh+IKP6gYzqBzKqH8iofiCj +oGM6gcyqh/IqH4go/qBjOoHMqofyKh+IKP6gYzqBzKqH8iofiCj+oGM6gcy qh/IqH4go/qBjOoHMqofyKh+IKP6gYzqBzKqH8iofiCj+oGM6gcyqh/IqH4g o/qBjOoHMqofyKh+IKP6gYzqx9XNjXCPqAa4Z7HuIIWTP8viGxF9cpzXV/yN P3otVDggd9jEma4BmC0zYabPqfBcwDr+enXO88dcN7HxDhUufqnzZNUsDRDn fyM08DIVtqvzHC0z1ABmd2ZGj8VRYVRE48o5Jhrg9x/HPWn7qVCr7YbQNSsN cGvljZ+3t1Hha8PDzxXXaQDvuJnAl+s4/fzcuuOnnTUA/Z3jQIcJFVIHdVYL bNMAdao3dvyaRYVlVjxi+4I0wPFtM98klanQ7Xrjy+9hnHpR6OjHFqNCIf7c E+5HNMDIRE7vkl8UmOt82PrdKU4eTGa813D22/al6yStL2gA1xOOX3zeUuAo WbcGZnB+3g05HgcfcvptEM/pBTc4zw995tO5XAo0ft1od+O2Boj0cnTNTaLA Lq1cGdVyDWCYn9NeeZQCY44cfpvwTAP8GJve0ryLAg061p0VeaMBsowdW39w 9tf1S3XXHnivATYdz9koaEOBey/wkH52agCZt9PvlJZQoPJwY4N3vwZ4puDo NFeTAh/Z5ia2jnLqm3tOgwWJAn1uHHayn9EAc3OnHVw4eZMQcqI+FdEEvcNr 3wZz8lboptu8WE4TpC/LsTvZSoZO5TzJ+UqawPHo9OsrVWQ4SWvayFLXBGI1 a61L7pJhxp5cxSQDTQApOS9rr5DhyjeHWyUMNUGIy7RF92ky/KrrdDFihSbQ y177/E84GZ6O1t06ZqkJOgezV8r7keH8zzwq/o6aIGnx9GPt9WT43qip/eNW TWAbudYEcPbPB1NyLzn6aAKBV9nQaQ4ZssYOu74I1ASl8tNGO1TIsGqNk5pR mCYI3LK2PEqcDHfc1O0sitIEGlezl6aMk6CcKG+m5ilN8OH7VMmtLyRY7Nnk cfG8JohfuNbweR0JboG5bNkMTWB+KPteG2e/zEuP+HI0RxP8eT41fySPBK+F Ol37XaQJCmXW3hZLIUGrel2fnWWawGdj9hy1aM5+1YBXq+upJlC+MlWwaA8J no9t6t1QqwnqvjoY2LqR4NLu3JzXzZogel52nqctCX5aEeFn0qkJlodP6exf SoLH0px0i79pgp9PHHLitUhQb0K3X3dUE2RLZmtmk0nwrSPvzYxpTbDVaerq Q06+CgTvvXpthD8P0j9Z/phFCraWfhB4PIrdBWt+L1+jRviyo97d+3nY3q9o 9Z6+JJAyv0cv9bwSLNoVHqyzlwxsT0XFNkYrwj8KHdTBYxQg0K3aK71PAVpU mpbeTaSC+0ZlKy39aHBhdIj4e+LzDWhwu9R3SlEf9pVED+aJduxmeou+Zz22 VJb94uVV2Ga6z80o5dhhRcvtBwqxby2+s7nqGnY31PG5nIpNt7i8K+wMtkMt 9eDao9jHneJi9MKwH7YJJAruxB7x3J/R7oGt0z+UW7wB23X3tuIzNtjnf7c/ 8jXBro5YV2OyCJtPtPq9kh624RmTLyMM7ABqyeBrMnZW+qw/18SwW9SvCR+e YRKWuUmX3ziCbT4/QWVuH3b4A1Ed8XbsIpPDC7rqsHtfjIHy59gqa3ZYny/D dmz+vH5nIXasyyYPi2vYsPtNgFoq9tiOVWG/T2Prj5YfrT+C7RE+Pz5vH3YK f+7FowHYb2LVsp09sIXlkm4v2oC9PFmqQsYGew/j6Mu+Fdg3rk82PlqI/clg 16dUXWzqvd7+PQxs2+Uu4zZk7CNPGvk1xbD/HoHrjyiJF9vQ/Ugtop8ho36G jPoZMupnyKifIaN+hoz6GTLqZ8ionyGjfoaM+hky6mfIqJ8ho36GjPoZMupn yKifIaN+hoz6GTLqZ8ionyGjfoaM+hky6mfIqJ8ho36GjPoZMupnyKifIaN+ hoz6GTLqZ8ionyGjfoaM+hky6mfIqJ8ho36GjPoZMupnyKifIaN+hoz6GTLq Z8ionyGjfoaM+hky6mfIqJ8ho36GjPoZMupnyKifIaN+5rqs1DpJVIuY54F7 9yTPltci5nkYdw26q+haxDzP4aHeuW4aWsQ8T4d+5qGJWVrEPA/w21odv1iL mOfJuEZV0DHVwvM8n996PbLWIuZ5XFVPFm1y0iLmeeBm85mfLlrEPA8jicf6 hK8WMc9zuKE0ibVbi5jn6ZAJ/vIgXIuY5wE2s+Y6HtMi5nkyYvoO9p/WwvM8 zzJfHUnWIuZ5XPmcacqZWsQ8T4URzetunhYxz6O6v67Q5p4WMc9zsPjk9JcK LWKep23Y3OrgCy1inmf5bN4kSr0WMc+Ttv1BV/4HLWKe50928JxV3VrEPM+W L7MOfhzQIuZ5Hqh9fRk6oUXM8yg5Z1Fl+LWJeZ6wFGfPbAltYp7nfROtEFC0 iXmexfL1U82q2sQ8T7LdKcsgbW1inmf8xKoLovO0iXmeDVW8XZeXaRPzPMUC ZbOXmGsT8zzUFSEH6uy0iXmekAOzX/pt1CbmeZpKvlL4PbSJeZ4FY1keqdu1 iXmexLkut+aFaBPzPCMBClOvDmkT8zyOufWrPWO0iXme2z2nzv85q03M88ix LT6fu6hNzPPscuWbrX9Nm5jneXuxLPxpgTYxzzPnfciLrSXaxDzPGfIcytgj bWKeZ3DNN/e4am1inscu7mqBRpM2Mc9T8NLlz8OP2sQ8j5Sw4ur1fdrEPE+A aUPiwE9tYp7n9aG4zug/2sQ8z3q2ILweTgM5rb+NN0QpwbXeefE+2grgZvLa gKQmRWiXvdZDs0kBFK7Pu9isrQitvv6e3xOpCO6SBV/RDijAVXpXhK7PUgIl 9VsnNryhQZOA1c3eH5TAw/h7mskszv6rL8PvqqgOuKT3UOcuJ6+u9SsaLeV1 gNHG8HV+nLzKlHcaD9J1QNvRJYdVOXmF16JuJGrogPCi8RsNRVQYeIZNXjpb Byh9vNcYc4mTr7CnhzoW64BS8WAeY05e33h4fz1qqgM2Gs7THdnLyZuN8Dpd Gx0w7jm0LseLCmcvyq5446QDLsQXHHZ24OSPsVonxFUHLHy4I1femArPiH09 p+SnAxq/6jZV6XLyOBI7A3frgD3UrzwHaVQ42Kbr531AB8ibZevOE+TUh+fV DeLROqAo0Nupd4hzPle4w7jwjA5wSGNHpLVz8poqdcMpRQcMvejMdXhFgbeO FJD+ZOqAM2MZTcL3OfkNsD90+aYOmM1y4S3PokDZDUN95sU6oNZOWW9XPAVW rjjr2A91OOfTrU6aBykwSHdeRfxLHSCVkxzxwY8CmeQG7UUNOuBm4/q8+PWc 87vpPec+tOkAaz7KO3MzCozqJc9E9OiAfoMG3j+zKXB+3T1fzSEdcGLzWb1C Zc7544P1DdW/dYDOcfv13mIUmHh13GiXgC54eUcqUukX53zsdHIOVUoX+H6q znvzmQxH9y4hlVN1gajUiXdH35DhNffWg+5quiB7yWq+peVkuN46vE9YVxdY +AjrD+aQofBCZceb83VBT8LT9VfPk+F91YcPHYx0QTSMitwURYbbRF20x1fp Ao3vK25KB5KhwvBMQtoaXU6/5ml+soUMX3zImDbZrAu8zR/yha0mw33PVvj2 euoCwd3h+rMWkqHOrc76UwG64OqlJRu6mGTYkhxlNG+vLjCrHo9MlibDE1Hs nOYIXdA1fu+m7R/O+dSOp/IHT+iCKPXgZv4+Evzm5H2QlagLWA7z+EsaSfAi EO6rStcFjw4O6Qc8IkEbney1Adm6wD23YAOrgASn5Fc/lC/SBbzNO6KaU0kw f6pPq+SBLrgsoJd/6jgJOvfEJjg/1QVgztdmk2ASlH6rO81fqws6tmbzj3P6 X0Vp9bacZl1wKNbb4Can/wVm7ai37dQFqsXsje6c/seIkzIa+aYLHn7ujKJy +t/b0ILs5FFd4CxzOb+aRIIRbvbyxjO6YGqZy/sIXhKEP9T35fnQAZBtObY2 SQlmB3VFRn2hgw1xSgfCFZXgmZErJzd5KINA8a27r15UhKGhbufnfFIGMcfT fWtUFKHLb9UMERcVcFmww+VXBie/B9pzPn5QASWRak4MlgKcxZN2+94mVfB2 xt169VXOfjhqc/mpZlXQF55lsksTf/4/yjMyyjMyyjMyyjMyyjMyyjMyyjMy yjMyyjMyyjMyyjMyyjMyyjMyyjMykee/RnlGRnlGRnlGRnlGRnlGRnlGRnlG RnlGRnlGRnlGRnlGRnlGRnlGRnlGRnlGRnlGRnlGRnlGRnlGRnlGRnlGRnlG RnlGRnlGRnlGRnlGRnlGRnlGRnlGRnlGRnlGRnlGRnlGRnlGRnlGRnlGRnlG Rnn+z3TAm//uaUWGCuFeHZ7FlZ74+zRubl0uLXgQz8/+iTPcuPOyIrw+v36X XdCUcdNcK1ZeJg3GHbLU9Fv305juqh9y1Q/Nww4aj5AOvPYQQI/PAHS7wavL f+J52TtRMY/o87Gt7jM/TgYrEu7sfzDZUqxAeK/aOlrpBP6+EWmnH/OTl9Lg nRLPGy78DJB0cmEumFCC/cuLJabnMIDWkfhu/otKkP1IdOdFVwYo3t+v9txI CW413/J2yWkGMN+9amvsJ0WY+DJ/3vtyBmj0u5Jkc0QR1tjyng/tZwBP96l6 GU1FKFS/dpyspAaGN26QbnihAI3WX9t0Z7UaiFpz2/LCdgUY2jpe5rBXDcit ljq2SVoBFrhYqQ5dUwOXgW+lchEN9n5OizjdqAZmGz750+FIg/seG793y+cD f593WOX8uOrFG15w0T5dKZWqCq0q7JatcxYlfn1ox9q042wpwv8dRUCd0eqC 6Un8fSSeMxXty08rES7Rj88Vp2NLbXHf+z4bz+O5x85beX0BdvF9AbngRwqE JXoa203ssN3I13NlPuDvd7lrundv+zYaLE9sjtH9yQLRDbb92Uo0GKZbKL++ i8WpN2nNaxbR4KLKmLTIJhZIPND/5LcDDY44uWvmV7EA3WFpYWYADRb2Lyl8 X8oCmRqxadaxNBgQKb9U8CYL6Ew2x4xy+oEurf/J7EssUFirGZJeyXk+bz6x 3RLPAoZZIe6r2mjwqmlac3QUCzzc+9R2cJwG3d8Hu98OZoGVNqSlySQFqLrT tr/dhwVeqXlomsxWgB8ENEPENrHAmrFC+W9WCjA5ZWZmgTULNL/k4TnnowCd ZjfHuBmxgMslu/5lUQpQ/tkt+VOzWeDL7vTmL+kKsHZzTNp9Jgtst/j+JK5U AZ4cctPsIrHAMH1Z4aImBbg6ekmhtDAL7BuKTesYUoCCyvJLl04wAc+z9zEx koqwsujbE+9vTHAsRStkLmd/e9Diie3ZNs7zvTPUvdVMES5pv9hcXssECabP bI+4KsJfu4Pd+yqZQJFGXqofrgjviNr2k+4wQUY/Z5t8QREGXtIIAdeYQLOy SP7QbUWot2Bmxj+JCW4m8vJo1SrCvpfvYi7EMsF8P/v+N18V4VXXW/KPw5mg 1OhS8z4hJeg+djztRwATAPkfT5hMJahy0k1T0Y0JnvcsK3y1XAm2qi0pXLmW CWzLTqTt2agELxTLLQ1ayQQNZ1pilIOVoKPNtycXFzHBZi/tkGdnlKDM58e2 VdpM8GnxXvedeUrw9d6LzcNKTLBN6rktrUoJxkgFu6tKMcGPTvLSys9K0DzL pt+S83raU+yp6TejBBfc+zQnWQG9350OtRjr4g91yxFetVlsYn+vKNhSF8b/ SFwVZoxKefgm4u/zGdd+kbiSTCFs6xxVpZZIJfzfUQb0vZu7I8dDFRrWf2LP TOPv/zn2OkDU1VWRcMPzye+wUolw8+OzS5a7yAGtZTuePspQhnOOqUemzlUm ft1lxxnG02sqhEOta98UEZ8PRYcCPF+HTYTUCCfcFqDW/8a+qh0kVRhCApub 4oZsY1ThPNOAQREBCnhdFi/9a1IZPtziX+caTwUmmef0LwXQifyhP4/yh4zy h4zyh4zyh4zyh4zyh4zyR/x7/+YPGeUPGeUPGeUPGeUPGeUPGeUPGeUPGeUP GeUPmcjfX6P8IaP8IaP8IaP8IaP8IaP8IaP8IaP8Ec/X3/wRz9ff/CGj/CGj /CGj/CGj/CGj/CGj/CGj/CGj/CH/d6SBxijpp4VhynBZt0yX3FEaeKIwoPQ9 TBUu+Bi08lyaAnjFiCv1d1eBBs1118j3FEGdpv7Gr6uVoebbeSIXapTAe4Pq X9vm0OFaZorJnlg6uNnmVX4iWBXq+Fbt+uavDJrOLzpFOqcCeW+NXXG3UQEz dqJb04qU4fsxdv17A1WgKdqqp/EWfx/XiZdMqft5+Puwmib1pSRn8H7FWSmw 1P6JKvzy5XdF9MBv42hzXhkVM+W/vz5oHH9W6c0yd/x9V6rO/Xt2XcH7k0HK wOIznN9/btvpk5mXJonv37LZR9fo8mIAH8nntxfNV4Wk8tuTHa8YoPlokojR NhXYymP1tm2OGrCc9t1qdlEZXjHrvNZyQQ2UhywtsnxDh77H94W/m1IDBgMS wmsEOD8f3yJp1xgBUOYl/+d6GwN+PrzH/OxL/H1emVMf5KcspAn/dxQBAkWb 3+22wN/PJXE8c2j6syrhWlPNXNt+FcLxMzc800eUCa97YKDy4w/eL9BCi94t F6RDQ7praMAgC5x5bizLUuW8ng3hjw8dLMA4fYhpbkSH2Y4Mb6u3nP7rVDHP dysddgQebiupZIEVKjNmJ8PpkHaqw1GriAXqvhg5FaTSoX0OqD5/hQXcbx70 qSulw+NPM0wFEzj9cc/DvaPv6RB+4nmwm1MvopZNx9AmOPV6ynVu524WkBcw Sl1KU4azFStz7D1ZIOvVgTznRcpw20I1tQpHFpifUF4e4aQMMxwikvRXssDT TVM1WcHKsDngk/TFBSzgxFze8fycMpQ5sSJaTIMFevrCh77eVoYW1y9P76Ww QGhhGZ9UvTI8/Jg3pEeIBUT2/ZGf81MZ3v/o9n3dLyZIAsvUHWVV4OBkpeeT HibQ+r+uzjyaqvX/45VIUZo0SJzz7HMOztGkFCJPShRNKiqidJvQPGnQIKW6 ShPKrX6UixRFKjR9VDI16DbPCk1kKLdC6be/6+t9/NbPP9Zr7e2sY79eez/P Yy3n0V4/eHV/IzLpwV5YPBHnU3cvOkWPNyLvQcGTYvMYHxPVMPXyIiOKnPC2 QC+T8WfeQ/2KdxnR7QAHhw0nGPdXrFunkWxEmjuOZVYcYrzhc1aY4pYR2f3d aoCn+Dz481z9kdHlRrQi2zcxfy3jhkE2pwPaGdPJl9eMrfwZPzVyLYWbGVNJ HYuK92TcTjfrXpqzMRl029JB35Xx2/fr3j6cZ0xuFiVbt9gyPuMv69of24xp 57gRv2rMxfHVd42mYbwxZfsdXzGzN+MblZnd7HOMqW6bRsWd9ozrfflh4ltq TI5dLJJSbTG+SuhV0p3ANjHtufOUW9LGKAlVXrI6djKheT+5LFP3x/VPuql5 kv5FQ6b+vGgJbY+5rr1f1UvNl97dq9vv04kf0+2uMXiClOS5w6umb+3d/Hrl 27bP/W2sZsMzukHHtnflXxLWZKdclNLttBnRo+9049GKexbPD0rUveJ89ApG r2D0CkavYPSqfv9NvYLRKxi9gtErGL2C0SsYvYLRKxi9gtErGL2C0SsYvYLR Kxi9gtErGL2C0SsYvYLRKxi9gtErGL2C0SsYvYLRK/jrFbf9FQk9eWiM+/m2 5lIaYTo34v3UXvx1uatl2CQJLY7zyfTs2Zvn9ZkguC2X0qVlrb5sCjPix242 bruaKaG2w/9Wxou9rfdJ/mSufr4a8rqyv07VxjXvR9glYVoXjXRpE1fbf3/e WFQgNO8naJLQ3SzIWKrmXfvehziKr3dl4eKYJFfsl8XIemunih8REp67trJL Gz8p1XlNbvdwipS3OX7yX2WShGzeaTg7qz8/uXn/Q6/nsR9WPWner9BLu7h8 c6pUzQ5vhylvFEpIt985cq0SeG3RGPuzHcW+vf02H3ol8A+xERvmSiUk32Xs 8O62wJ8vK77c00JCAy49aDXwsiCOF6pftxwkNKx8x/WNpwR+resq203i9Rtj YB9y6y+Bny+jdQP/kJD76NqRPf8UeNJ5nYvvVkhoduAJzblrBX4k1L3+0Fbx /kvwvpm2QBw/psZaj42U0PpHXUJ/TxV4iFlFYIsECe3QzHdydRafv/WDM85e kFDEoA3ah4YI3L9w8/e5eRKKnT0wv0zs3+fwrcEGTyWUsu/DDguxf7eF3Vfd /iihi9lHxmzUFNdzw3zPbaqXUG61m86tWsat9ZJrB+pI6b6x9q0epYz3Kf4+ 8H0vKRWPuxw25z7jklSH5dFiHxVBy8amXWO8a/CutLF24vU/ZdLhdyrjbSY9 qWkxTkpaL17ccYllvF4QBqR7S6mzzr7wg3vE52ftwiXzFkvJ2MZpQtlGcT2T k3HaYJOUVAt+drRYzPjDSI2q23ukZHUw9d4Gb8bz5o3ruzlWSiNz5+4rHMv4 JatDCwelSWnit16Tetgxfrpt6an316Q0Q36vyxyx9+PP+lZE35eS3+RtD1LF +VnkyTWqcaVSWrVlaERjO8Z3rr/h1/JfqXj/F/+T7dJJ3ceu0dvs/7zavP/l eZ1uL2squ/+/fjpyv2U3fAN/CRQ9+6ROb8te6uPPR1bmaqs/P5fR1d199yiO d+UxGR8uBKQINML+ZI2X+Ho+M5Wh97SZui+cj77A6AuMvsDoC4y+wOgLjL7A 6AuMvsDoC4y+wOgLjL7A6AuMvsDoC4y+wOgLjL7A6AuMvsDoC4y+wOgLjL7A 6AuMvsDoC4y+wP/93oNHt5mj0duY0cI9dyw33e/B8y/0KLOPFGjVx6cFWbN6 cUed/dFsPKNor4mHLvbpzc9O9BjIFgg0JMOpeO8GY14mvNC7wJv3X012qyk9 /lvexNX2vq/TQ5ZR836ljRkurnZ/MLLcfuPkcBMpL1w9dPIV8Xm33+zWhIlD 8f+nMjIYGFljXa+n5qb3zRNKeN+7LQW6weaP310pcNuXUWeWdmK03bHoqOFL gQdm9ZtVwhi5zreqTCoUeHpUbqcpg5g43sbYWYvr3eoVPtduOjJ6kKy9KzdR 4OZu35dZeTA6WLTkxZQogc/vFy4kzWfk9fWJqnSrOB/VNXnQay0jSbfh65at EHjxxyshu/5kVGp1oqDFbIEb5rpb/j7MKNGzk0H4RIFPjassW5LCKGDDmgW9 ucAPbN4W+fYqo/6xbzJO9hV4kbeR0+R7jGqvj9a26S1wXdvz33PeMsp4l+qR pyNw557jEofUir23NUhwr2c85FvZ1BOaAnHz4G+lHxin+0Fte3UXqPX4T47L HzP+84x+VpipQHlL3SJa3mTcaneyX6O1QGEHskrDxfXqCn/HXktcBJpwgQ0y Os74GeeXhW+8BOr6bOeWU3sZr5CvXD9pkUBPfn75x2aTOP/VaN8nZ6NAh409 Wb64Pv2jOO7l4L0CzXS4vtRjBuMxl213Jx4TSDZHlV3mwviL6AfDDNIF+hC6 v+MKG3F9ERhQ9WeOQKeSGnxaievRyVNax/x6JNDS27NP7+nOeLjF4QmLPwhk WV3YaKTFeKHeoJZv6gSaE1s3/UulHk+IGr5gRGsZ7QjOfpBS0rwf7p2uzlHb 1PuRyGjQ57068yYZq/n63YflEbe6cqMe+u3OHZKr+8Bx9AFGH2D0AUYfYPQB Rh9g9AFGH2D0AUYfYPQBRh9g9AFGH2D0AUYfYPQBRh9g9AFGH2D0AUYfYPQB Rh9g9AFGH2D0AUYf4ExHS20tiQGXzShr+Fklo9T8q1pu4vPGtFfMz0fi82aR 5H3p8Bhjnr84rP3rfs37Lzt7rjWaYSejSNefQeaRv+wXruJLbMY2P4/yLxWu sHCR0e0Z0VsrHaR84LE5aztdFl+/fZXW8FTsT6doOl+bx+/07Tlzh0kTMz69 2/gfTm/+c73SIzqJvVXIXfwqO8nINH2BSngh8CcukQ9eCDKy3W2UPahA4DeW vhlWaCle7/n33UdlCPxMlPmJTCcZ/eGwvcIjXuCHL6/ukjhNRoGGdsELDgh8 e8m1oEh/0de3mu7rggW+om2HDyFBMoopik8OWyLwmf2muS0Pl1F6kueIo94C d50Sd2lWrIxyQzo+Pe0qcOt1VYoJZ2X03DtnUbaNwOWxNnuH5cio0mpt6/um Au+cu7XB/LGMWnbpF10qjo+/K4rm9PooI/3PJf2+tRZ4eWfDorYNMjLLPZjT 5ivjj63m2fzQlZNt7FjPnm8Yv+GdFvfOSE7j17WqUd5lPDXkV4eH/eU0e8qF bbaXGT+S5LzmuoOcVvULMBx3UpzfFO0vSZ0sp51tpWk+4npj1bdXY2Pmyulo yUOnpaGM+xoqM3YHyin18s6XwSsZH++wkgXtFO/nKPvlB2YzbjufwvwPy+nJ 0lrt+Ini82q3zvdpKXIqdzlx9II94/rp7rOcSU6/5d6D8vsw3vJZbOHgf+TU uUWXgmfieFj5u8JSXionxbNcn4q24vpdbhXT5ZucThVudQwx0Ff77q9VnPnm /+xHbRnwbZF2O31elh+S17DWRO0bx+EbDN9g+AbDNxi+wfANhm8wfIPhGwzf YPgGwzcYvsHwrf59mnyD4RsM32D4BsM3GL7B8A2GbzB8g+EbDN9g+AbDNzjr 8KRg3eze/PiAR1fWGON+lvBXAVXPSx+ZkEPi+AmLjST8iseZ03vemFCkNHrZ iSzNpp83Jf/f7Xpc+yzwiBb/vrfrrKBHjfr9Q54LXNny0911MgUNb5Q4j8oX +NWWry9kDlbQqV+qmdoXBD651YP/+e6soO6/BgcWxAn8Y6v8UEtPBQX/HL4n bJ/AN2hcWbx8oYI+N7gmjtv0n7+PnfVI3aigqQ0e1HGRwBNbJ9pX7VXQ9Xrf J/94CtxO84hJnzgF9alfWH1gtMDva+7T8z+voIN1gdoe4nx4vlbo98Q8BbWq 2yLpKRd4o9b61++eKSjgx26r553F+Umbpbmyzwp6/P3QhCMtBG6mPfe0728F OXyPm+9TyfgVbc+omE4mdOrb6U3SF+J43nbCxleCCXX7lnWwJJ/xT20d5xkO NqHN/+ac+fsC4xvb2Yyf7mxC5bVFefP+Fu9HnX5DDk43Iffa58Vm+xlP0pEZ Pwowoeyv736Ui+OJvW7PNl03mpDqa03HFHE8eajboWriXvF6f/lpusSLcb/2 Go/Dj4t+vrQZbjFG9Nfhx5Xb50zIv6bztNohjEd0+Byvk2dCD6t7Lz0vZ1yl 93b36GcmxKtNdwR2EedLeo9XhVaYUFLVwFibloy7d7zlndNoQpqpldp95+ir fXpVjP7rW0rzfuxfzQvjvDz1eeiC6OSJbmZq3zgO32D4BsM3GL7B8A2GbzB8 g+EbDN9g+AbDNxi+wfANhm/1+2/yDYZvMHyD4RsM32D4BsM3GL7Bat9NDN9g +AbDNxi+1a/33y9+XDXIonSLWRNX25uO9EjNsVTS275OFndLvjT9/UZJ/a33 bXx2VMqLbi7cJJ+FnxfX+w3Xy3zXib+fbV/D/WIPSdfvlQR0Fq9XoJeVQuxh cujx3Kcy8fqf2zk5M0+838asPDlqiOizJmOJ63nx/u3gFH52tCml9Hkf9vq4 wN3+6bFc4mVKrf30TyzbK/CfEZ/cdy0ypenxI3I0Nwo8ftolm/pNpnTm7dI3 BwMEPqH3bqN5+01Jyzjml2q6wOuLfVo9+Fvs1/NOz6tO4nolbsA7nmFKaVE/ Ld0sBT5uvkZBcoEpaT9QupUxgf9QPUw2eGlK3h2nLQrsKPBjVfF7Q6tMKd01 dKdOI+OuZwNX1rY0o3Y7zsUfLWf826ox02Z1NaOZOSXXBjwV5/82hnZ3FGZ0 vmXn1zfE+eSYxs+SodZmpDuMN3iI88na7KutE13MyHftou7lsYwf3br3Q1dv M8o4f3jghnDGnUfPvrV5iRl1+FowvlMQ4190Lc9UBpvR7H51/nF+4nyhSOuA Z4QZZfqbbP/P/1s4HXiyOi9BPD9xSlyBo3i+R5KnZZYZ/VG6hWYMZPxwr/X2 x26J50vSXlRLxPNfjxX0XpuR3oziH1s6MF5zzLjN+hozMsyevPrMBdzvou/d DWGqdH0ebhVs/UmuUvvEcfgEwycYPsHwCYZPMHyC4RMMn2D4BMMnGD7B8AmG TzB8guETDJ9g+ATDJxg+wfAJhk8wfKrPb/IJhk/1+U0+wfAJDopJnBgk+tri 45ES3FlJ9Xzi8fpnAte6muKlKVfS6jd1tatFXzuMtHS2D1FS7eZjo/49J663 N8zIbDdGSUuZy8Floq/wl+nzdnkpqfLa149Ve8T5sJ1ut46LleQ/+/DQhRvE 8f3w7Bv7Nivpg4bjrk/+Au/xM2uZ/gElzYn7/GreNIH/5dlZejBe7GlkZP+y UQI3urjgrkGmknzKhgX7DhJ4rEF20JFCJb3Y+v7+a6nAZWt7mEteKWmaYo98 hp7AE54ufnasWkmPblqtfvaTcaV17na5hoomzXuT5/GJ8eSDRkMS9VVU1Gan wUNxPdf/x8oypamKxiZaBLjlMH7W4/b+ZBsVFTg/v3w3jfHBF2QO/ceqaNTH LXpjYxjP6ra+Os1HRdd2mM8q2MX4sFX3j1ouU5G98mGa0zrGsx8qx2aEqOhS QVDrnPmMj7QMbrCJUpGVv8LdwV183h14euLyCRWd07mbcHUE4y61/afySyoa cGp1ne0Axu9O2q51/Y6KUlwlLllGjLudfZ3u+EZFys95h4foMv6o85DZeV9V tOB5xECXr7j/zNX+wPAHhj8w/IHhDwx/YPgDwx8Y/sDwB4Y/MPyB4Q8Mf2D4 A8MfGP7A8AeGPzD8geEPDH9g+APDHxj+wPAHhj/w/wJquXLr "], { {RGBColor[ 0.45916359358312325`, 0.10943925293203921`, 0.5375152778837743], EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData[" 1:eJxNkrtOAlEQho/isvsGlsbWN7DxDUwAtdVla92lNKwQK8OtFrDQRhYKY8EC jTFR8BmorH0GS2cynwnFn5k5c/3nzH6UVOJt59yxoCBIBW3BjWAlWAjmgrFg hj4SZIKBoI+t+nng3L3Io8De1PcMVFffWnxTkW8irz3nSqLf7pi/TcynYEm/ RFAVxIJTwQl2WXAhqCBD9CGz6HwROVXyKsQppwlcHsgZwyMnd05/naMr6Gzw HWD38Gn+F3VX5C7Rc/jM6NUj/sCXfYn8KVrvIX0/yNEdPQa2u0ZgNSfMmVMv Y2d95snhMAUjdj+h9xhk5F+xu0v2rrVa2o//78CvscG3yVvEXhNm77KXJvFd 6mp95bkXWO1f32JqxN35Fnfmm53QO0XGvMXYNewG86f4Uuw6PDob8RE5dWK0 39o3+8W3/8nZfZtaOqvepd7nu8gtz27uUORr0d71fpWbvpfgWoZvizra46lg 97creZlnd/jtWbzOE7LLEC7/9xrij9H/AAUlfV0= "]], PolygonBox[{{1964, 122, 108, 1926}, {2173, 164, 150, 2142}, { 1559, 83, 84, 1620}, {2110, 150, 136, 2079}, {2235, 178, 164, 2206}, {1213, 80, 81, 1281}, {1500, 82, 83, 927}, {1766, 94, 80, 1710}, {2040, 136, 122, 2006}, {2290, 192, 178, 2262}, {1337, 81, 82, 1446}, {1877, 108, 94, 1834}}]}]}, {RGBColor[ 0.4346667807493696, 0.11078575879611763`, 0.5585138336513227], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwt0DFSg1AQxvGVEMIN1CrY6glMEe/gCKXMeIDYaqGjjd4ipMIG9QCJHgOa pMVem9D5/+Zt8ZtheG+/3bcnN7eXi8jMjhHjbGJ2ij4x+8FfavaLFh0e8YBr lJiNzc5R4w0dtS0avGPHvy2qkdkKEd8HXqPaV+68IEcxCT3Ua41NGjJrz1CW MpR1yGxH+MQH7ji7xzeP+IpDD/UayNz7TJrtmbMnv6O7qlGt/ulMb+49U9kX zDDHFFkaeqr3FfIkzKhZl6jc0nekXRX+Nu1Uu808SzMNvqPGd6BdlL5b9VTv fyxUOZA= "]]]}, {RGBColor[ 0.4101699679156161, 0.11213226466019607`, 0.5795123894188712], EdgeForm[None], GraphicsGroupBox[{PolygonBox[{{203, 1, 197}}], PolygonBox[CompressedData[" 1:eJwt0DsOQVEQxvGJ67UEOrdmBRSsQeIqiQVQUxAadxeu6mo8FuCxDBpaehoq /y+Z4pecnDMz3+SEg1F7mDGzMrJ45MzuSAKzNRqc60ixwYKiOc64oJw3K6GD CAE1Ge9Rr2ZolmpUe/Fe1QQ+M/VMZd+KZlccccIHb7+7+Z3eVkgwwxQ99LEr mG2xRIwuIlRRQ4uaJioINZO7q/eo98WOT+xxcDqP2W2CHzVf71Fv37M1U7Nj z448O/Fdp75r6Nma8fOdtJsyla0MZemP9dd/VM859A== "]]}]}, {RGBColor[ 0.3856731550818625, 0.11347877052427449`, 0.6005109451864196], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwt0DFSwkAUxvE3Et1cwXShNicgBVyBgqRUDiC9FjDYyC2AChuUA6A22ugB kgZb7aWJjf9v8orfzM7uvm/fvnQ8GV6fmFmCCA+nZhsc8IVP9j7whnd0Y7MU TTD7wx1Fc7zgFc+c7bHECgP0vUa1uzOzJ9yQfeu0Voayrrhz6TWq/eHut9eo 9sjeLyrUcfum3u6QETmte8ix7tAHzqlNnNYjFJiRMfU39XbNnyps8ei0vsci tDPRbJSp7Iy9i9D2qF5X/ndlKjv3XjRTzXbhWQXK0P6h8plpdqWfKTPzGTfe k3r7B1WdPXs= "]]]}, {RGBColor[ 0.36117634224810896`, 0.11482527638835294`, 0.621509500953968], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwt0T2SAWEUheFbtGYNI0LMCghYwiQI9QLGAkZAtYRdIDLJYAF+EhKzABLS kZMQeE/1DZ6qr/o73fenC1H38ytlZh8IMM6ajdBCG72M2TdiLoco5cyKeHL3 Qoa7AFXU8IM5LrhiQ3aNCabIh9RCE60wqaFaZVQwS5NLJxllK373z/mGBedf 71G9Xr2W3tG7Z56dPKPsgJp9dBChgbrPUPKeJp5R9o8dHLHHAWeenXwGzaIe 1MsSqzCZueoza/bIa9W91gN3/4a+tWOH2yDZmXanHT69Z/WuHceeUXbltfQP 9C/e2tE94w== "]]]}, {RGBColor[ 0.33667952941435536`, 0.11617178225243135`, 0.6425080567215165], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwt0CFSw1AQxvEdIClnoDUMaDgBEekNqkhk8HCBItqhptyCoIJpywEaYsDA ARJDbOrB0Bn+32TFz+x7b99+e5rdTW4PzOwER3gcmC2RIEUYmAW4QoQXFPhG iwWPHvCGCvNjsxky3GBNj5X3VO8v/vjEOz5wzp0z/HG2x2totsGU3vdBX9NZ jWbQ91TvGGNcUrtAx5td2Ndi76nelc+mDMrSUKuxRYnnQ7McQ96O8Evtx+/o buN/K4Oy5NSePKOy6o3eXiMJ+5k1u3ai3US+u8J3V/rf6qFemrnzzMqe+u6V Sdla37Vm1Kz/1S4+Sw== "]]]}, {RGBColor[ 0.3121827165806018, 0.11751828811650977`, 0.6635066124890648], EdgeForm[None], GraphicsGroupBox[{PolygonBox[{{209, 2, 285}, {289, 15, 291}}], PolygonBox[CompressedData[" 1:eJwt0D1ygVEUh/Ej8l46CwiFmahjBRSsIB061LECimSSJnaBigZZgI9GZQM0 tNFHw+T5zz3Fb+bOvefrnmK79/r2YGZPeEQ9a1bDM0pO51vG7I4jDphjgWpi VsEUM2QQ/E5vQ2K+0URL+dQ6YIV1NtaYe8zQYxT7gjLGxIzwjg/PWfmd3nbM nIP+sMeVuz/voV6XYPaLJX6czn1mGySxpmp30MUkTV3kiSmEeNfxnWg3Xyzp ExtscabGKYk5yi2k4iyaqZiKPdRLOcot+980k2bbeq3gu9OOb75j7VozaJYG miHueOo91fsfJyo9fg== "]]}]}, {RGBColor[ 0.3022655604224135, 0.13329460175530883`, 0.6797283701236573], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwt0DtSAlEUhOHDY2AW4VAFIjGsQAPdgCEYWZLCDjCA0gR2wRBBArIAlQ1A zCSQYq4J8nfdE3wTzH307VN97j/28mZ2hSLe+bzhGxuMYrMhXtBFHJmVcYs7 1HJmVVyjjqxstscSK/yUzE74wBoVJGijgx2ZWyScreRCprKVoaxXDKLwJr1t VjBLC+EO3TUhY4wOnnBk7yEKe7T3n39nf1Pme7S3iZb+0WmPT3zFoZO6zbGI wpsS76iuC19ThrK6Ppt7POAPv35n5v+0doOGZyhrijQOM1p6B3VJfU0zH/kZ nVUHdVn7LAc+m5Z30Yw16wt6RT7b "]]]}, {RGBColor[ 0.29304870181206866`, 0.1497640153226833, 0.6957206861401448], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{295, 16, 379}, {290, 16, 286}, {379, 16, 382}, {201, 16, 295}}], PolygonBox[CompressedData[" 1:eJwt0DFSwlAQxvEdjUk8Ao0MjdZyAi3CAWwNjTOmxCNooYNNuAVYmQbMAYAc I2m0xV6a+P/mbfGb2Une7n7vjR6e7mYnZjZAhHFido1DbPbrVH+hRpeatdhi h5czs2fMaX7HLfUNPlHhyJk/71Fv5f++8YM3vr3iEQWm7M49g7J0aLHGJgk9 6l2dmn3gnDr1ndq9YsbSZ2q2zujsBdmHcZihWSUWrvSd2n1FzyV6akuD3jMo i+6ou+7RRGGmZt8jj8ObbD2DskyQ+UzNbrxXmZW98Ltnfrb2t9ab6m3/AUhM Ok4= "]], PolygonBox[{{211, 210, 286, 16, 201}, {382, 16, 290, 292, 293}}]}]}, {RGBColor[ 0.2838318432017238, 0.16623342889005782`, 0.7117130021566325], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwtkTtSQlEQROepD8RF+An0EcsKNMDcWAgMJNMFQPkJtCTRXQARJCgLUKnS VGNJJMVcEk/X7eBU3Zo7PTM9s3N6cXy+EhGbsAYf8A5FFlGFUR4xhB+Yw2w9 4hte4BWa5YgG7EMNDsk5sEbaI3LqUEAVfksRC3iGCQxWI/qwxXvbMf1do73J U03VlkbauWeRRtqMmqGZyJmV00yarQd9eCT24BmbzlHuGJ6gi+l7eIMpfFHu 0zvQLjSTZjuBRil5KNxTvTvsqA2XcOWdFY51HNPfLuxlyZO8qad6t6hx5h1p V3dw61jLHnqO6W/qWSvU2MiTh7E9yqtiFd9At1ii+fPNdLt/2hFCZQ== "]]]}, {RGBColor[ 0.2746149845913789, 0.18270284245743235`, 0.7277053181731201], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{391, 29, 384}, {216, 3, 207}, {294, 29, 383}, {202, 3, 212}}], PolygonBox[CompressedData[" 1:eJwt0D1SwlAUhuGTmIAjO7AynalhBaaA2t4wY4OVbgAKKGC0kV2AFWlEFxBg GaSBNvZa+H6TUzwzd879+e45yePL/XNoZteI8N0y+8I0Npuh1zbroqb2g/TS 7BYBQgzQ95r2KhxRYocOb1zhDhnW1FaYY+G0HuHJ75R+Rmcrso/4xBYJf7jB A/JWU9PeO5Y40MQ+ajKVPaSWew/qJfO/bFDETQ/qRRnKKnzvhLPTen1h9oE/ zv56j+r1jaxXz1T20v+iTGXrju7qz4nPsPYZa9aasWatN/RWGjBLjDEJmpmM fMaa9T8LgTpn "]], PolygonBox[{{381, 380, 383, 29, 391}, {207, 3, 202, 296, 297}}]}]}, {RGBColor[ 0.26539812598103407`, 0.19917225602480682`, 0.7436976341896077], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{393, 30, 476}, {476, 30, 479}, {299, 30, 393}, {391, 30, 381}}], PolygonBox[CompressedData[" 1:eJwtkTFSAkEQRRtY2K2CGxCt2RrjCTSAlAO4lJGbyB00kMIEbuEaYSJwAIFM Q812E0k11yrfr+ngTTDz+3f3n/RqOr5pmlkfIjhw7KHbNuvBOjZ7gQUs4RPN B7zBO+wSs1d4hBLuqLmFOR4PUahRbQ4TmKG5h2so4Kdj9g0b2MIZmkEc7vR2 gdc5rOAZamoq76nemrHrGmkn3kse8hqhGUIGp0nwkNcXHNthB+2SNXiHFpqm elBbx2GHuWeibAqfXZ4j98y8RrVPLXKAlNlPfCftpkyUTelZKQNlIY20l5DD H3e/vqN2Pfqs8pS3Zqr8T/Q3/yYIPsI= "]], PolygonBox[{{479, 30, 391, 384, 385}, {298, 297, 381, 30, 299}}]}]}, {RGBColor[ 0.2561812673706892, 0.21564166959218134`, 0.7596899502060953], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{305, 17, 309}, {298, 17, 208}, {299, 17, 298}, {213, 17, 305}}], PolygonBox[CompressedData[" 1:eJwtkDFSAlEQRGfdhSXQG5iAmcZ4Agww9AICmQRyBsEAlURvAUaSoB4A5A5Y ComkkkPxumaCV7U1v3e6e8qtztXtgZkdQwaXJbM6nMIZNHOzBlThHB4TswdY wLe+0fThBtpwUTCrwRuMYcVsCVOYwQCTJ/iCeeY7tfu/aLaBE6jANTSK7iGv H/hNXCPtB3zCGo8/GKVmr6lnVvYUspJrpO2huS/4TG9LPFe5z/SmTMr2wuw5 Oqv7EW+H0Unddvy7jU7qJk95VyL7OLork7KN0AzjRrrVPLprp3a343a6uW6v TMo2gffcO6v7HXQTn00io7LO4rbykNcehrdC9Q== "]], PolygonBox[{{309, 17, 299, 393, 394}, {218, 217, 208, 17, 213}}]}]}, {RGBColor[ 0.25031328882581, 0.23386087985570955`, 0.7720796812315109], EdgeForm[None], GraphicsGroupBox[{PolygonBox[{{490, 43, 481}, {386, 43, 480}}], PolygonBox[CompressedData[" 1:eJwt0TFOAlEUheGLMuM0sAQTg502mjisQArpXIFQSqKb0ELURnfhWEkDugCE XguNFkyjLfbqfzKn+JKX9y73Hu5s9E8PT1YiYh11vOMNL3g1nXdqEbvoZhEH 2MK26VxHklU1qt1Djj/ufrFAif5aRA852jhPIs5wxfBrfHP+QrEacY+nNOIx rWpUe8tvbtxDvX54W7pGtW331p3eNtHCEXppNUOzZpijpHaBMSY29gzNGpL5 AscYZFUmZWu59yX/cYgPfOKZminuUKBD5n08YIQmGr7T29xZGn5LvEtlUrbC vZRBWUbupR1pV6V3q5manXv3yqRsA2fXN9O3+wcUVUTj "]], PolygonBox[{{478, 477, 480, 43, 490}}]}]}, {RGBColor[ 0.2492976805906848, 0.25461546354872505`, 0.779249435396808], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{629, 44, 632}, {396, 31, 400}, {490, 44, 478}, {491, 44, 629}, {395, 31, 310}, {316, 31, 396}}], PolygonBox[CompressedData[" 1:eJwtkD1OAlEURi8i49jgCogxkQ4aLHQFWmDlDhxLjaxCCgjERHcBVtL4swDB XgqIzdiIJfZ6vsxXnMzLu2/uPffbyzpn1xsRUYNNmFQiHuEbVvC8FfEEd3AP 7zyaQZXaDnyWIhr8twt9zkkaUYGct1/wmkS8wA1vu3BF7RLacJoWPdU7gwuY cvcGIxinRY/cDnJZ2W1cjngwOu8zow5N/mnYQS5DXAd2lvttqXCV8w/nJd8F fMAcTuh97Awm3rHqO9WOcDiENbN+k8I5851q2lG7aqZmy0lu55BBH6eeM1AW 6rF2RsoqtiP+lJ92N7kzmTqztndsOqORe6r33Lu02O0A/gFYx0Kj "]], PolygonBox[{{307, 306, 310, 31, 316}, {632, 44, 490, 481, 482}}]}]}, {RGBColor[ 0.2482820723555596, 0.27537004724174063`, 0.7864191895621052], EdgeForm[None], GraphicsGroupBox[{PolygonBox[{{222, 4, 221}, {215, 4, 220}}], PolygonBox[CompressedData[" 1:eJwt0T1Ow0AQhuFxSGyo4AikgI40SQES1KEwDUdIXPJTgeILhALzJ8EtCFVo AjlAAqcA3OCUpOf9tFM80srenflmt9k7Pz6rmdkm6thomK2ji0N0IrM29nGA 01WzE6Q4QsWeX4xWzF7Q4tsOYiSI1iiKH9Yl7mhyiw981kNN1S5wgytqDRth j/Y+8O0eFRZROKOzyqisZUJtTPCWhEypZ2h5T/WeYe6ZlE1ndHbE+hnXKLCM zf7wjmkcZtJsW6y3ccllXWCAvBYyF55RWefeSzVVe48eu0moqdq5n/1i7zee +PeIPjK8MtPY77TyN+j6N/1TBmXpoR+HmSdeQ7UKn0VvpLda+N0ps7Jn3kuZ lG3qs+rOdff/11FIMQ== "]], PolygonBox[{{221, 4, 215, 307, 308}}]}]}, {RGBColor[ 0.24726646412043446`, 0.2961246309347561, 0.7935889437274024], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{308, 18, 221}, {227, 18, 311}, {483, 57, 633}, {317, 18, 308}, {311, 18, 328}, {644, 57, 634}}], PolygonBox[CompressedData[" 1:eJwt0T1SwlAUxfGTgCZ22tPYaIe1rgALKFiCQgl2ugQowK8Z3QWx0gZ1AaLL wAYopfZ/5t3iN5NJ7rvv3JvDi6vuMJfUQB35npRhWUq/ON6VjnCJHj7xgdGO NMZ7Ic3xhOfg5x76RerhXl9Y4DaTpnjAI97o8YoV1jjAPlo4D62ocW1Jj8I9 3Rs/hP6upzM+e8/zXbzzN9csI6OzDjk7QBsdTDGJd/52gmbc4btealJVSzvw LhYxywxVmTI7u2tc24/ZT3FWpBk96xqbLO3Mu3NGZ+1ElmbcveWOv9ixd72J s9f8pJs89XRv17i2iiyTmOUfR9dBgw== "]], PolygonBox[{{328, 18, 317, 397, 398}, {223, 222, 221, 18, 227}, { 631, 630, 633, 57, 644}}]}]}, {RGBColor[ 0.24625085588530926`, 0.3168792146277717, 0.8007586978926995], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{414, 45, 494}, {644, 58, 631}, {984, 58, 986}, {494, 45, 497}, {651, 58, 984}, {493, 45, 402}}], PolygonBox[CompressedData[" 1:eJwt0TtOAmEUhuHjgDJT4gaMlTZEOghuwLGQhCUYoRxKtoAh3BrZBVhp42UB KlvQRAKNU9hAy/vlP8WTwH875ztzetttZZGZnaCI+oFZDVdIMYrNhsjQxWXJ rIHtkdnO6fcb3vHK3gseMEOTOze4QBXPh2ZP+EOOH2p+4xcrPBbMFjjjrXNc cyb1O7q74c2111Ct1HsdYYyEGnEczujsklBfKHP3GJ/sfWCOhWfKvMemr809 s7LPPEsbnVJ4o+w9qbeqZ1NN1e74Wc1Is8o9qzIpmzIp2x3a+KfnCrkbGPAh 7jnbx4Sep8UwU81Wa9rT2sQzKdvKZ6dvpm/Xi8JbejPn/0az8MzKXkjMoiSs aW8PBKxGBA== "]], PolygonBox[{{399, 398, 402, 45, 414}, {986, 58, 644, 634, 635}}]}]}, {RGBColor[ 0.24523524765018406`, 0.33763379832078716`, 0.8079284520579966], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{414, 32, 399}, {399, 32, 329}, {336, 32, 409}, {409, 32, 421}}], PolygonBox[CompressedData[" 1:eJwt0TtOQlEYxPFBELiUuAHttNMOAyvQQuISTIRO7HUDPoLBRnYBVtKILAC1 9dFIooFGjDZa+p/cr/glcO55zZyVvdbuwYKkZeRwuiidoMOfSzziAWXGlrBR lNaRoITXrPSCIzY5xgVjbbRwiG3WbOEGA8wK0hS3GOInI33jjLXnmDPnE332 vEaNOVX85qU/dPl9hQaahfQMn7WDOj7I8I4Ke25ijTWr2EcDM+ZMMcZ9MT3D Z3mO55Yim+/ou+YSKZuka7y2j15kdNYvzphHBmepx13ckbtyZ+XowF04g7Pc YZRP7zCOPb33KL75DfwWzcjqDtzFILp0R+5qQta3yOzsz2R5ijfx27hTd+sx fxtG9+7QXfqNO/HGfut/4xpPxQ== "]], PolygonBox[{{313, 312, 329, 32, 336}, {421, 32, 414, 494, 495}}]}]}, {RGBColor[ 0.24421963941505886`, 0.35838838201380263`, 0.8150982062232938], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{528, 59, 653}, {1675, 72, 1677}, {1067, 72, 1675}, { 636, 71, 987}, {653, 59, 656}, {652, 59, 498}}], PolygonBox[CompressedData[" 1:eJwt0T0zA1EUxvEjm10byvgCGRUqunipmZFi4yMoJJXI1/AyMjSSnjpR0ZB8 gKA1NMww0lglnf8z9xS/mZ17z33uOXcru62d/YKZzaOI+2mzO1ygiwm+fE17 ndTsFAdop6FGtQ008UnGB6pTZquoI0MXPV+r+pr2Njizjt/E7A/vnH3zDGW1 /a4MdcxiJg09qbcrMi6R4wcr7C17jWp7frdqVPscmW2Ru4ZjBj9n6DM84qkY 7sg8Q1kPGKOPAa45P8ACvS5iol68RrW3sdkNvpHjJAn3beI1CjNq1iFGiEu8 eylkKEuZyt5DIwk9qbcyWXNx6KHv/0D/osbatt+pu0eefcj3EV6icLd60OxN /1d6c729MsueUfMzOqs30dvkPotm1uydQng75S2x/w8eBlCR "]], PolygonBox[{{496, 495, 498, 59, 528}}]}]}, {RGBColor[ 0.24698434788386003`, 0.3777681373872376, 0.8142979354157643], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{230, 5, 226}, {496, 46, 422}, {433, 46, 524}, {524, 46, 535}, {528, 46, 496}, {231, 5, 237}}], PolygonBox[CompressedData[" 1:eJwtkb0yQ1EUhTdybxgp6WlFJR0jT0CR+wga0TDxGvmZZGhcTxEqaZAHQHoe 4GpopfKtOav4Zs6cffZae6+ze3ZVXK5GxA7UoF2POIa/PGIJ7+sRbzCFB/im VsEzvECxEtGBEu5hgtgYmojtw4SeMfTgGgZo9mEIIzjNIk7gCWZZ8pT3K8zz pCEt9ah35rc/8AsjvIb2lHe+EZFBpVnlx5s+3KBxC49r7AF7aDXzdKfaByxq yVPe6hnYQ17qUW8LzQPYhIYzmXpH7XpBJl1n2HZGyuoOynqaqXKmyvaIzA6d obIs/VYa0trGe8sZKauFZ9Wdag3Poj/R3xScO56x5cx7vlNNO2v3c+j6D/QX n+z2Bf/Jfkh7 "]], PolygonBox[{{411, 410, 422, 46, 433}, {535, 46, 528, 653, 654}, { 237, 5, 230, 314, 315}}]}]}, {RGBColor[ 0.2503516819269751, 0.3969287294549077, 0.812227151777509], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{1697, 86, 1813}, {1069, 73, 1071}, {322, 19, 347}, { 244, 19, 322}, {315, 19, 237}, {743, 73, 1069}, {1813, 86, 1815}, {338, 19, 315}, {989, 85, 1678}, {1068, 73, 657}}], PolygonBox[CompressedData[" 1:eJwtkTFSAkEURD+Ks1AFIUJKLFUGEktsoMFaegAjMdAqvQZCQUECJh5B1kgT lQMIHGNJJNXE1zU/eMHO3+nf3dO8uktvd8ysCUV43DPrwZiPCTQY1qEPA2iX zI6gAlX4C2a/8AULeODsHlI4h3e03uAHtrDk7BvmkJXimWbZrtkr1BOzS3xc wAC9M2anriGtG+ZdOIYOJGWzADlaG+iFeP8EWvj/5J8PmMIsiZ5Sz6AsHddS BmXJ3NsQRp5RWXP+2cBhMWprx3OImlP3JG/qTN2tYA1VOqt4h+qyxZ0DuIYu 9EPMKj15nxfMXgrxju5qZ+4ZlEUZc+9w6R6H3rm6X/hb6A31lupU3Wqndq/d W43ZvlPzjtX1E7tn7kFe/gGpCEc7 "]], PolygonBox[{{347, 19, 338, 411, 412}, {232, 231, 237, 19, 244}, { 655, 654, 657, 73, 743}}]}]}, {RGBColor[ 0.2537190159700903, 0.4160893215225778, 0.8101563681392536], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{1819, 99, 1816}, {655, 60, 536}, {555, 60, 739}, { 1679, 99, 1815}, {1699, 87, 1701}, {739, 60, 749}, {1697, 87, 1071}, {1146, 87, 1699}, {1701, 87, 1698}, {743, 60, 655}}], PolygonBox[CompressedData[" 1:eJwtkL1OQkEUhA9/916LSwklsddOagz0mKidVHZiooW8hhYQbYCXAKmwAXwA 1JfAQCORSgu+yZ7iSza7s3PmzOH1/fld1swqkIfkwCyGdWK2gaeC2SM88/gC p7FZDf4is3+45dz2O71947GCX9hZ0Ei7gPcoeMp7CR9QhFR3/N3E4Y/+1jNm DWjBFQxgCK9ox9CFXhI0dddIq4zK+glf+TBTs7WDdjnmfAQ30I6CRtoSb2WY 5JiRCxpp37ibwg9s4ZKZF3ACVd9h6ZmUbcAOfe9E3YzJNIKUkotwhkfTPeXd 810eoJOEDtTFDObOzD3lvfUsyqisylxyT3lXPVvq3XbcW5mVfehdKpOy7QFr 70lW "]], PolygonBox[{{526, 525, 536, 60, 555}, {1814, 1813, 1815, 99, 1819}, {1698, 87, 1697, 1813, 1814}, {1070, 1069, 1071, 87, 1146}, {749, 60, 743, 1069, 1070}}]}]}, {RGBColor[ 0.2570863500132054, 0.435249913590248, 0.8080855845009982], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{1070, 74, 749}, {1143, 74, 1151}, {415, 33, 444}, { 1819, 100, 1814}, {435, 33, 413}, {771, 74, 1143}, {1749, 101, 1826}, {1919, 113, 1916}, {1814, 100, 1698}, {1828, 101, 1825}, {413, 33, 348}, {1826, 101, 1828}, {1146, 74, 1070}, { 354, 33, 415}}], PolygonBox[CompressedData[" 1:eJwtkL8uQ3EUx09Ve+9d2lET052LTWfCTqReoGHpFSLRqYM3YCAsuki8ASYW fx4AfQMW0i6EicTnm3OGT3Luub/zPd/vyTs7a9sTZpbDJNT5qEETZgLVr/AG 94nZHZzBAFYrZitwA7fwVzX7hQd4hKvU7BKO4Dj1N3r7CV8V7+nfHvSggeYu PjZgmnoMo9ip3YfMHMAJZk9hjh2z0IUC+onPSmOfegsKWIDFxD3JmzSkdV71 95twQX1dxnPZNaX9Q/8blkpmyyXfqd0vMIRnPD9FRmVdhzbMQyv1jMoqTWmP 6Y1iRrODuGURXhu8nYqb6ra9uE07tPPEvcpzPzIpm26u2w/DmzSkVWemlvoN dctWeFNP/7LMLM3ck7x9oPsemZX9H4heS4w= "]], PolygonBox[{{324, 323, 348, 33, 354}, {740, 739, 749, 74, 771}, { 1151, 74, 1146, 1699, 1700}, {1700, 1699, 1701, 101, 1749}, { 444, 33, 435, 526, 527}}]}]}, {RGBColor[ 0.2604536840563205, 0.4544105056579181, 0.8060148008627428], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{1747, 88, 1753}, {556, 47, 527}, {1700, 88, 1151}, { 114, 128, 115}, {1919, 114, 1915}, {1915, 114, 1825}, {127, 128, 114}, {1867, 115, 1922}, {2072, 128, 2073}, {529, 47, 568}, { 2003, 128, 2072}, {527, 47, 444}, {1274, 88, 1747}, {1749, 88, 1700}, {1922, 115, 1923}, {454, 47, 529}}], PolygonBox[CompressedData[" 1:eJwt0T8vQ2EUx/FTtzy9Fh11bJjZmDW1q6ReQI1aEuLPICHxAhgqtfjzJtRU S8ssyjtgIe2iYSK+vzxn+CQ39z7nOef8brG2tbo5ZmYzyOJxwuwBp+NmZ07P LT5eYDFntoAp5PHH2V+vUW2fd8+4RRt72EUVa3in2RuShH4YBrMBuuihQK9p rKCCe3TwhRGuOHOJOho4wQ5zH6Pvd3T9jM5W/K6O39Xw2iWU8EPdN8oZs+VM nLHqO2rXeXaawwbqeCWDl2ycUbO2fdcmzrHOHTVc48bvLPs7fRtyZuAZKatC Ls5+hKcQM255D/Ua+e5tsrpLYo+mZ6psD0Os3dYdIWaqbPepPcAn7z98R+2a 93+nzJV9McRaZTgbYg/10s7afTI1S9M4s2YveXb65/r3/x8YUI4= "]], PolygonBox[{{1753, 88, 1749, 1826, 1827}, {416, 415, 444, 47, 454}, {1144, 1143, 1151, 88, 1274}, {1827, 1826, 1828, 115, 1867}, {568, 47, 556, 740, 741}}]}]}, {RGBColor[ 0.26382101809943564`, 0.4735710977255882, 0.8039440172244874], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{142, 143, 129}, {142, 156, 143}, {2141, 156, 2201}, {156, 155, 169}, {1867, 102, 1827}, {142, 141, 155}, { 2003, 129, 1923}, {1956, 116, 1959}, {1827, 102, 1753}, {2076, 143, 2077}, {2035, 143, 2076}, {2000, 141, 2073}, {155, 156, 142}, {1872, 116, 1956}, {2203, 169, 2202}, {1757, 102, 1866}}], PolygonBox[CompressedData[" 1:eJwtkjEvg1EUhi/Vfi2LmlRi8AewqVXDwEKHmiyISWsRrRGzYiCEoJP4A2pi 0fYHtPwDXYgONIQEz5t7hic5997vO+973nuHFtfSuU7n3DB0wXKHc0twCSV4 YvMREmHnBuCE+tj2dDYacW4EViELrcC5N3iACrSirKEODZii56RpSKuJ+DN0 hZwLww89v6FOr0bEa0p7DtJwyzflkNeUdg6NLExAKvA91KtAj03YYW+LudZh O/B7BdOQVhxPvVHvWd4T1Lt8W4R+8yzvN1A2VB/CkaF6A/JwQY9z8yRvNWas QpwZ++CLvp/OZ6AsasxQhX1mO1C+9Djj/BpOo96zvK/ADPWVrTVTI/Co3oP3 wHsu2nmd9WDUn6nnAvU8ZGAMktBG8yPsM1W2Jbt7eZb3V/57Mc/yXrG71Yya NW+zZ6x30norU2V7T+8702jbjJpVb0hvKWV390sGf8avZaJsemLOdcf8G9Jb GifDpL2ZpmUatz2dpe2tSFPa04HPTpnNUv8Ddmdp6A== "]], PolygonBox[{{1748, 1747, 1753, 102, 1757}}]}]}, {RGBColor[ 0.26804730696929013`, 0.4914491355036675, 0.7994878016179491], EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData[" 1:eJwtkb1KQ0EQhYfc5O6+hIWVzyCSWtAUEisLGxs7bbTwpzIvkJRBvKlEyE1q vfoawc5KEAsRREHBQr/hTHH4Zmd3Z87OLu8d9g9aZraCCrSVzPbhBryDDarR MbpAA/SDSvSGjjpmO/CRxAuFusSr8DPp/AJ2s9mE+BRuJ9W6hnM4Q/fom/UI rmWxMt2ZmnzUsa7iTqdQL+85jxoPsT9EV+HV41FoGPuDeIuvn0r5X8Dfttkm 8UlbvbyP114vlD/z/Xjja0ve6uh1Gz499x7z+XNfWb4+4DSp9xd8LjXnXlKN KupcZtUYw92s3FKWlyr6nWf5arLm62+5SZrBLP6sidjP/wN7Ukgu "]], PolygonBox[CompressedData[" 1:eJwtkjsvg2EUx4/q5RUWbC6DT4CNSCeiCQZphzJYhJi8XYjrxBdQg6ZEXEIk ErPbwOLyAaomk8XWJm6DoX4n5wy/9rznOc+5/J/TNZ1LhxER6YYorPAzyn8S YvUiTQ0ijVAJRKqQqhMZhhmYhZ+YyDdcEXsNRWLOubsPU4HFaOwRHMMzPEEL RVsj5jtyn54dJkQOIIQc9JOjD5qhBXbhUqzGHnZvXKQH5iGEIe4MQg1b+H+E B8+puZe5swRZmIB7er/zGXSWDKTdp2cvxJS0JlzBK/qUoY2zdjgj5walFuEE u0zdSew5eMe+5s4F9i3cBBaz6Ofj2B34tsRyfPJd4HvHe9Req/gqPoPOcur3 N1WDhL1JxXvUXp+p+QR5etuOmYaha6LajCSstvb4FrcYjS0y027UNKt5Ds2l b6pvqxqr1iWfT3fkL2oatLlmql1nYG+vM+lsq3AgpsF6YDWKrqFqOeb96EwZ 7DXfP62xELM3yvoO6C4MQF4sZxL7K2FaqO8X+yNiu6s5UvX2ZpeuacF3SHdJ NVVt/wF+WGlu "]], PolygonBox[{{255, 6, 248, 326, 327}, {531, 530, 569, 61, 587}}]}]}, {RGBColor[0.2741270544020935, 0.5065596689189, 0.7898842846978718], EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData[" 1:eJwtkLEOAVEQRS8S+yRKUWl8B2qJUkslUUnoUfoCfsDuB+zSIZaeQuU/FETJ ncwtJue+eXfuvLzmaNafFgE0WCXWIQB78kluyC0rhuu1zp3gukVeyCt8Zshz Qi7IgbT1dnCfeR6RZ9XZ7xaAGvWPlbFyuDeX3/Qy+M45+Qq+q1oByprtkV9m rqjfkeeclRHrval85p+QY2nbn2lPorlM/lja+nflfyLvp7qr64/a5E0e856C e47kH9gKMt8= "]], PolygonBox[CompressedData[" 1:eJwtkj0vg1EYhk+Lvu+sTLX4AQa2+tgIideiHXxsfkBrIEE7+gU1EB9JS3Qg EcY2ErpUO5monYGtHejqunOe4UqenPN83M99zvhWfjUXd85NwCC0E861oDTk 3BF0iN/hE74gGTo3DN3AuZ6huAkv0KDmGf6gDz80/4bFAeeWoEftI3PuoE58 xtBT6MAHjJCbhGWI4n6mZkf0XoEKlCEP2xADF3jN0h5ZrWZq9gJ385aj3L5p q6GlbpqkrcDsoqF4h5xdqFJzDTdwG3iN0pribgwK7HBJ+3s4D71n8k47abcN zirO52wSH0CZuARzxFl6ZmxG1XbKm2Zpr4XeK9UUiWc1w/me6r0Oa5CG6dB7 FFlP9d7nbM9ylHsCx3amO3kgLybxbirh37BpHsvrLLtk7E0b5om80Z/Q37iK sRu0oA0zod/tEPqB15S2P6O/I89S1lO921arN9fbj1q9dnwNvKfy9gEuiH8D 31s5yn0L/d0TdEO/g3bJQR7+AdKrZUE= "]], PolygonBox[{{363, 20, 357, 418, 419}, {2205, 177, 2232, 2199, 2200}, {1963, 1962, 2036, 132, 1994}, {239, 238, 255, 20, 262}}]}]}, {RGBColor[ 0.2802068018348969, 0.5216702023341329, 0.7802807677777943], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{2069, 133, 2037}, {1876, 104, 1869}, {1997, 133, 2038}, {1994, 118, 1963}, {2204, 163, 2171}, {1804, 104, 1870}, {2169, 163, 2200}, {1803, 104, 1804}, {2106, 149, 2137}, {2200, 163, 2205}, {2138, 148, 2108}, {2139, 148, 2138}, {1914, 133, 1997}, {1909, 118, 1960}, {2074, 148, 2075}, {1963, 118, 1958}, {1999, 133, 2069}, {2205, 163, 2204}}], PolygonBox[CompressedData[" 1:eJwtkj1OQlEQhech8F4vVqKJiSvQNWhU0MJAYaSyMtEIFpAYdRVipY1CXIRW 2AhuQOi10MafRku/k5niy5vcuXPumZm3sNfcPsqZ2SLkYTYz6/K9hHniNDEr wgZUYIbLJajCJqymZiuQQA6Wi2ZL0IQWrE+ZrcEZ4uewxZ19tDvQjhrVjrj7 DGN4gVd4gw/eeM+5hrT+Cma/cE/8AKd47IXfBvFO5rHOToiP0W6FR3mtU1uD ATwGg9CUtjSlrR7USwmNafim9id1j/J6wd0uXNPTFYxhkvcz5XSm3Bc+Ps1n qFl2yLUL3qN6vUXzJjzKayP8awe7mc9Ms1ONag/ROIAe9BP3JG9PMEx9J9WY mWY3jJze0FuT8FpGaw7uUt+FdlJTf2iOEt+xdt2Pt3SmnGrKMUPNshL/hjzJ 2z925E2/ "]], PolygonBox[{{2038, 133, 1999, 2070, 2071}, {1765, 1764, 1869, 104, 1803}, {2078, 149, 2106, 2067, 2068}, {2071, 2070, 2108, 148, 2074}, {1996, 1995, 2037, 133, 1914}, {1960, 118, 1994, 1995, 1996}}]}]}, {RGBColor[ 0.2862865492677003, 0.5367807357493656, 0.7706772508577169], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{420, 34, 364}, {1812, 119, 1911}, {1445, 90, 1553}, {2074, 134, 2071}, {1553, 90, 1754}, {1765, 90, 1752}, { 2034, 135, 2068}, {2068, 135, 2078}, {1803, 90, 1765}, {2001, 134, 2002}, {1911, 119, 1961}, {458, 34, 420}, {366, 34, 426}, { 426, 34, 460}, {2078, 135, 2075}, {1914, 119, 1996}, {1996, 119, 1960}, {2071, 134, 2038}}], PolygonBox[CompressedData[" 1:eJwtkDFOQkEURZ98dX6hJRQaTFgDrkEiyCcxwQW4APCTgBWUsAHspNFlQKWN QmdiAUuQBjvtODfzipO8zNx7592p3HdvOwUzO4NDuDw2q8ID5LBIzOZJPNNd emAWoAE3cBrMTiCDFpynZhNyxspkXuFZwvTI7Al+Od9ZzFBWgqcQokbaV+YX yKEHI5YawgDvI9Q4u3KPvDPunmENG3hH8wZ/8O9oVgd1+QpxN+34zVyifBGa kMEd2rZnKOsTzYfvpN0y1/7AFi7QlN0jb8v/og+DEDXSXvN2PYmdcu+gLhvf XRnKkkZadVZ3/Zn+Th3VdQ8uHjU/ "]], PolygonBox[{{1910, 1909, 1960, 119, 1812}, {332, 331, 364, 34, 366}, {460, 34, 458, 533, 534}, {1754, 90, 1803, 1804, 1805}, { 2005, 135, 2034, 1992, 1993}, {1399, 1398, 1752, 90, 1445}, { 1998, 1997, 2038, 134, 2001}, {1961, 119, 1914, 1997, 1998}}]}]}, {RGBColor[ 0.2923662967005037, 0.5518912691645983, 0.7610737339376396], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{1955, 121, 1993}, {1910, 105, 1871}, {546, 48, 598}, {2001, 120, 1998}, {463, 48, 546}, {1998, 120, 1961}, { 1399, 76, 1150}, {883, 76, 891}, {891, 76, 1269}, {1993, 121, 2005}, {1445, 76, 1399}, {590, 48, 534}, {1673, 105, 1808}, { 2005, 121, 2002}, {534, 48, 460}, {1808, 105, 1873}, {1812, 105, 1910}, {1917, 120, 1920}}], PolygonBox[CompressedData[" 1:eJwtkD2SAWEURd9oPz0BVQRCyh5YA8VIBOQWoAsJmcAWdMYCxhZmIpOZhFAv gYSMyLnVLzhVX9W73733vcY4GkwyZlaFLLTyZk2YwgyiD7MJfMMeOgWzNgSQ hThntoEtn3cw4j2EA/xBgscFimhL8CDjDiFen9CHL89Q1grNgvkS1rzreNTc U943yl6hG5j1gjRT2RdI4IXmCT/MfmGOx8w7q3viWnnKu0K3sndU13MhzVaH k++oXY/M/vOpp7x1I91KO4S+g3aRRlrdJPYbHLyTur0BOMEvDg== "]], PolygonBox[{{1269, 76, 1445, 1553, 1554}, {1924, 121, 1955, 1906, 1907}, {843, 842, 1150, 76, 883}, {1806, 1805, 1871, 105, 1673}, {1912, 1911, 1961, 120, 1917}, {427, 426, 460, 48, 463}, {598, 48, 590, 747, 748}, {1873, 105, 1812, 1911, 1912}}]}]}, {RGBColor[0.2984460441333071, 0.567001802579831, 0.751470217017562], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{843, 62, 748}, {748, 62, 598}, {883, 62, 843}, {603, 62, 762}}], PolygonBox[CompressedData[" 1:eJwt0T1Ow0AQhuEhOLagCAkcwPycgZwBCiyRhtQ5AIlIikRABFJcwAGggwOY K5AqdCDS26cAQREa3k87xSNZs7uz3473ev3Oec3MUkT4q5ut8LpuNsfmmtkG TpBhlJgNcYRjTDDGNaa4j83u0OS7lYQe6nVIrY0OtVM/M/Ee6hWh7vT9zt4P fJPpy0IGZZn6XTe4xTOhn1CiikJNazPkGHCmjwIv2KLWSEJGZa1QxqGmtSV7 PrHPUA5q4UzhNa1d8ZZL/HDXbxQyKusDM3vELlKcoes1rSmjsuaeTTPULDOf rTIqa9fPLvCGHXpve0Zl1UybPkPNsvK3p363ZqxZX2AYhx4L/6f6t8qs7Oqp 3v9g0T+6 "]], PolygonBox[{{547, 546, 598, 62, 603}, {762, 62, 883, 891, 892}}]}]}, {RGBColor[ 0.3045257915661104, 0.5821123359950637, 0.7418667000974847], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{1674, 91, 1807}, {1612, 91, 1758}, {266, 7, 243}, { 249, 7, 271}, {1865, 107, 1908}, {981, 91, 1612}, {1807, 91, 1756}, {1908, 107, 1925}, {1913, 106, 1874}, {1925, 107, 1921}, {1817, 106, 1820}, {1918, 106, 1913}}], PolygonBox[CompressedData[" 1:eJwtkDsOAVEUho/HzCyAqBQEW2AXJCpCpSTxCCUSq6BjAWyBio7Qsw0So/D9 ubf4kjv3nPkft9gbNYdJM8tBGjaB2Rq2fOygy7ADX4ihyKwALWhDGJkFcA3N brBImc3hzb8fOHE+QpVZze9oVx7yOiTM9nCHB0xg7O80i723NKX98Lsl7spJ l0FZznAJXGZlf8Ir7XZKvoO6/NiJA5dJ2Rpo1b2nvPN06fMOA6hETkNa6qzu 6qAuU5iFrqO6ZjhnQ5fh7D3ktYqcljSXnP+RcDNb "]], PolygonBox[{{1810, 1809, 1874, 106, 1817}, {1829, 107, 1865, 1797, 1798}, {1556, 1555, 1756, 91, 981}, {1758, 91, 1674, 1809, 1810}, {271, 7, 266, 334, 335}}]}]}, {RGBColor[ 0.3123441640656266, 0.5938399459280793, 0.7285995172027053], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{340, 21, 281}, {369, 21, 335}, {274, 21, 340}, {335, 21, 271}}], PolygonBox[CompressedData[" 1:eJwtkD1OAlEUhe8wMtMPUkiYYsjMbGFcBDR2EmlcgDZawjqwkwXAFqDSTgIJ duoyJBESv5N3iy95uT/nnPuK+8ebh5aZ9eACzm2zE6xjsw0cKf7CZWLWhWto 4AmekzCj2cZ7J8T+YEptBmlqlsAHvS18o/UFBR4DWPB+9Zp62tGuPOX9wsy8 HWY0+877zTMqaw/tK+hDDh3IvKbeCM+hfOEHPtE+xKGm3hiNW9eU9ioyW8IO 9lG4WbdrR7sTbrvzG3WrbtJtyqisuWepoE6Dp7wzz1Z7T3+iv9m7V4lW5ZTu IS/9UeEZlfUfh+w3lw== "]], PolygonBox[{{250, 249, 271, 21, 274}, {281, 21, 369, 429, 430}}]}]}, {RGBColor[ 0.320679392843705, 0.6045618846124996, 0.7142432042833832], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{1811, 92, 1759}, {1686, 92, 1760}, {1818, 92, 1811}, {1680, 92, 1686}}], PolygonBox[CompressedData[" 1:eJwtkDFOAmEQhYcFd6khmkCCCZiFK+AhoDDQSKDgAFJpCeeQbjmAXkEr6CCQ aAfXUHSN38s/xZfA/G9m33vN6ezuITKzOpRgUTSbwxd/vuHvwiyHN2bvkCP+ jYJG2tvYrAuP8AQjtPewhg2cuHGEFr9vYAnPkDFbwY6dbRxmehsWzAZQgzq8 wgvs4eCzms/0dp2YNaANHfjE0wf0uNmPw452Uzy3o+Bp7ZmUreO7CZSTkFFZ lUnZfujkDBVuVAtBI608y/uEm2PvJPdvpD7T2xWayzh4kjfdqHhGZVUHmXd0 8s7VvXa0q85a3qm6/QcQ8Dfr "]], PolygonBox[{{1614, 1613, 1759, 92, 1680}, {1760, 92, 1818, 1821, 1822}}]}]}, {RGBColor[ 0.32901462162178335`, 0.6152838232969198, 0.699886891364061], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{983, 77, 1558}, {902, 77, 1276}, {623, 77, 902}, { 1558, 77, 1273}}], PolygonBox[CompressedData[" 1:eJwtkDtOAmEUhS/ODGIN1ZhIjGZgC7IITUyYRgIJC4AOS1mCNJpgNyyA2YJU 0mGwF9bhA76T/xZfcx/nnHsvh+P70YmZpRBDWTFbwha+4Doxu4IH6ME/w3/w FJlN4a5qdgvPMIMO3MAEHmHFzHsUauqdo5m6R+ke8srQbMGOEN9x8JT3Kzsv sIM9DJjpewZlOTs1q8GG3mc1aGQ+o9k3NOZQoLmAg25IQiZla7Pbcg1pzfwW ecr7l5/8QJ2MDViz++Ea0lJNvS7kleBR+A26pee/0452c5/VD/QLZVZ2ZVTW JhkuPJOy7f121dQ7Al6DOC0= "]], PolygonBox[{{1276, 77, 983, 1614, 1615}, {896, 895, 1273, 77, 623}}]}]}, {RGBColor[ 0.3373498503998618, 0.6260057619813402, 0.6855305784447387], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{370, 35, 436}, {436, 35, 376}, {468, 35, 432}, {432, 35, 283}}], PolygonBox[CompressedData[" 1:eJwtkbFOAlEQRUdg2UCNjY2YYFh+AT4CQqGNROIHsHZaQgM1NJhoB18iFdux X8D6HSCcmzfFSV7em5l7576Ht3Q4KZnZHVTgq2q2hgL+4DEya8ELjOD2xqwB T/AMZ3pOFu70NqCnD0tYwaJsNocTw88w4zyFFNF3yJi5hwsY9TvefqHLuQcJ NW14hTFsmbGBIxSV4FFe72OzJuScD/DNvJ8o9Kj3Hy6uKW15kjdpSlua0tYM zUqgE4ce9cqzvNe5q8VBI3eP8voBn9XQk3iNakeenXbM3JO8aYet76BdlLGy VkbKShkOPMOl/4n+5gqicjin "]], PolygonBox[{{343, 342, 283, 35, 370}, {376, 35, 468, 551, 552}}]}]}, {RGBColor[ 0.34568507917794017`, 0.6367277006657603, 0.6711742655254166], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{1824, 93, 1762}, {1833, 93, 1824}, {1746, 93, 1802}, {1802, 93, 1833}}], PolygonBox[CompressedData[" 1:eJwtkDsSgVEMheP32AGjVTCsgUWgoWGwAM/GX9JQ0zBDxw5YARWrYB8e35mb 4ruTyT1JTlIYjJrDyMzykIJEhgduSbM7bIk3sIM9tBNmLZjCDJZoFjCmyQSu 5C4wh9g1U8/pz9D+olCj2lLarAgd6MIbE69UyJU8p78HPB3F8iivX7QfqBM3 4Ex88h7qtWbGKhk00h6pPaSDRtoaNVWYQwx9vPWi4FFetZN2U4+130S3UY1q Y9+1jKYCOeKs30i3+tLmYyGnP2nKPkOz5LnuN9at/0X5MXc= "]], PolygonBox[{{1689, 1688, 1762, 93, 1702}, {1702, 93, 1746, 1436, 1437}}]}]}, {RGBColor[ 0.3540203079560187, 0.6474496393501807, 0.6568179526060942], EdgeForm[None], GraphicsGroupBox[{PolygonBox[{{256, 8, 287}, {278, 8, 254}}], PolygonBox[CompressedData[" 1:eJwt0DsSwWAUhuGThKxBq2FYA4uIioZhAYxLk5Q01DTM0IkVsAIqVsE+8H6T Uzwzvzj36mjSGYdmVkEJTX40MMQIg7JZH0+8cMIRZ4JzBBFJWGKFRWA2xxU3 9ND1b/ovQxoUPdTrR40vktisgzZaSJHhgjwueqp3yDvAnV4Pp3fLcze811FR U7U/eKNGbr1czKhZp/Se+Y7aVTtolwM19t5TvRWjWNVUbdWo+U10mx0xW89R 7stvpRlD3ynxGMXe/Dap30I3PPuMmvUPIJUyAQ== "]], PolygonBox[{{287, 8, 278, 344, 345}}]}]}, {RGBColor[ 0.36286432174905947`, 0.6573433457428297, 0.6420698673189911], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{557, 49, 475}, {610, 49, 554}, {469, 49, 557}, {554, 49, 378}}], PolygonBox[CompressedData[" 1:eJwtkD0SAVEQhOft4ghSRFyCQ6yIhHIAqvwkhCTEJFSR7ToBJyDiFNyDr+tN 8G1Nzbzpnt7GaJKNEzOrQgm+fD7QLJu1YAgDeMEbrhWzAs7UFzhRH72nmdH7 sZ9Rd2GXmm3T2NNsQ72GKaazJGpIK2deQD+Y9WAOixB7ud+k27SjXWlKu4NH G5awck957+FQiRrSusE9xExNzzT0TMqW8DaFwBuDGtThiccjjR7yqvtMN+rW hFnwTMp2cG/9k5NrSlsa0voDqn8r8Q== "]], PolygonBox[{{475, 49, 610, 769, 770}, {439, 438, 378, 49, 469}}]}]}, {RGBColor[ 0.37346068432498514`, 0.6643844684198633, 0.625972446238459], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{990, 78, 1007}, {346, 22, 288}, {1619, 78, 1280}, { 770, 63, 475}, {1007, 78, 1391}, {300, 22, 349}, {349, 22, 387}, {373, 22, 346}, {612, 63, 774}, {1685, 78, 1619}, {900, 63, 770}, {627, 63, 900}}], PolygonBox[{{440, 439, 469, 470}, {1486, 1485, 1539, 1540}, { 1377, 1376, 1485, 1486}, {1192, 1191, 1252, 1253}, {1253, 1252, 1320, 1321}, {470, 469, 557, 558}, {1705, 1704, 1439, 1440}, { 1599, 1598, 1659, 1660}, {967, 966, 1598, 1599}, {1692, 1691, 1704, 1705}, {1321, 1320, 1376, 1377}, {1540, 1539, 966, 967}, { 1440, 1439, 1191, 1192}}], PolygonBox[{{387, 22, 373, 439, 440}, {774, 63, 627, 906, 907}, { 1391, 78, 1685, 1691, 1692}, {258, 257, 288, 22, 300}, {558, 557, 475, 63, 612}, {907, 906, 1280, 78, 990}}]}]}, {RGBColor[ 0.3840570469009106, 0.6714255910968969, 0.6098750251579272], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwtkD0SAUEQRptd6wpSIeXnCJxBTpUtUhyAiIwjrCoynIATENnMZkSkHMH7 ajt4VVMz/XW/6Wo87U2KZlaBEOKS2RDukMKgYNaHJaygG5l1YA4LyLh7QIsm bfgFZl+Ykp3BiZoj7Djv4cXb02tUe4NrkPdU79Rnh5xL0KR3wx3kckTyAG/4 QJ3amjvLPaCm6BllNVOzlVFWjnIdwdjROcKhHOQzNfvqbhtYu/PLayK/05v+ qL8mZLZR7iQ3OcntgsPZd5T5Dpd+pzdlEt+RdvUHad8zgw== "]]]}, {RGBColor[ 0.39465340947683614`, 0.6784667137739306, 0.5937776040773954], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwtkD8OAXEQhYe1OIJWS1hH4AoOYBNC6c8BqOg4AgkdewJOQEVHR0XLDXwv O8WXTGbeb+a9X7k7ag+zZlaCHKwCsyU84QX5vFkIZ+oLTEKzMazpbaBIr+Bv Vq6RtsmsBbmMWQA1qDuqOxDDgOP9bLpDuw6Y2MMbPvBAc4cITQNO1EfvaZZw 4wBbPO3gx45vkHqU15dnUU+z2G/PYZFJb+hWBW01TDOtfWfiGZRlCjPooenC FW6Oav2R/ko7Kq6RduG35FnelSHyzMouz/KuzMr+B/eQM+M= "]]]}, {RGBColor[ 0.40524977205276175`, 0.6855078364509644, 0.5776801829968635], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwt0D0OQVEQhuG5/u1AqyZ+lsASbIBwQ0dYABUdSyChwwrcFbgVHR0VLSvw fjHFk5ycnDPfzBS7o9YwYWYFpHDMmB2wTZvtECfNzmhw18Q9MLuhxqc6Fpzn OCHCgLs+cvzJ44sPxtSa4EDIHi+8keZPChVUg/8bvV2TtUGZcwk9hOjwpu2Z ylYPNc9UtnpUr1PMsCJ7iQeeyX9GxWuoljLWPrNmf3tvyiz7DrQL9azeNVPO a6p25LNrJ9rNlbcXZKiVdTprh7H38PCdaDehz6Y/+vsD5HA0Qw== "]]]}, {RGBColor[ 0.4158461346286873, 0.6925489591279979, 0.5615827619163316], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{303, 9, 261}, {267, 9, 304}, {473, 36, 443}, {448, 36, 484}, {443, 36, 390}, {392, 36, 448}}], PolygonBox[{{971, 970, 1602, 1603}, {1011, 1010, 1394, 1395}, { 1395, 1394, 1695, 1696}, {1603, 1602, 1663, 1664}, {994, 993, 1010, 1011}, {562, 561, 615, 616}, {1709, 1708, 1443, 1444}, { 1196, 1195, 1256, 1257}, {911, 910, 993, 994}, {778, 777, 910, 911}, {1696, 1695, 1708, 1709}, {1257, 1256, 1324, 1325}, {1325, 1324, 1380, 1381}, {616, 615, 777, 778}, {1444, 1443, 1195, 1196}, {1490, 1489, 1543, 1544}, {1544, 1543, 970, 971}, {1381, 1380, 1489, 1490}}], PolygonBox[{{304, 9, 303, 352, 353}, {353, 352, 390, 36, 392}, { 484, 36, 473, 561, 562}}]}]}, {RGBColor[ 0.42644249720461286`, 0.6995900818050316, 0.5454853408357997], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{353, 23, 304}, {359, 23, 403}, {392, 23, 353}, { 1072, 79, 1127}, {1709, 79, 1696}, {318, 23, 359}, {1696, 79, 1395}, {1444, 79, 1709}}], PolygonBox[{{1326, 1325, 1381, 1382}, {485, 484, 562, 563}, { 1197, 1196, 1257, 1258}, {1258, 1257, 1325, 1326}, {1491, 1490, 1544, 1545}, {1382, 1381, 1490, 1491}, {779, 778, 911, 912}, { 912, 911, 994, 995}, {617, 616, 778, 779}, {563, 562, 616, 617}, {449, 448, 484, 485}, {1604, 1603, 1664, 1665}, {1545, 1544, 971, 972}, {995, 994, 1011, 1012}, {972, 971, 1603, 1604}}], PolygonBox[{{403, 23, 392, 448, 449}, {268, 267, 304, 23, 318}, { 1127, 79, 1444, 1196, 1197}, {1012, 1011, 1395, 79, 1072}}]}]}, {RGBColor[ 0.43851357169860294`, 0.7047615897595152, 0.529982660395129], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwtkD0SAUEQhXt3mSp/qdwFFkW8Ei7gCAK7BJyBE1BcgzsQE3EDbEBqc1+b Dr6pqTev33R3a7IcL0IRaUIJPhxviMsibTgHIid4QQ5H3g7mUW8DrQ4JDCBD S82j3txqe3zShy5axzx/L39M4QZ32EYiG3jAEzJqU9jBPvAe9VacSNX5TM2e wTz0PceWqdlPy/pCEfkarb1wvxp6H6KNnM/QrBpa3ahZT9rb3nrRnehuCsvW mXQ2zdCsFayd30liM+gsP4mgLpc= "]]]}, {RGBColor[ 0.45128123990717506`, 0.7090499680339134, 0.5147609111563146], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwt0DsSAVEQheE2YwReodwKPIqYhAVYgsQdqtgDK6DYBnsgJmIHHgEpsf/U dPBV3ZrpOff01MeL0Twysxry2OXMtjjihEpsVsYaG/R51kNA6jOafeKFNiEt BKRO5z0OqCrTM5RVKpgVcSb7giHnAZZYoZmYNTBBwI+Zb5zd0fZMZb/xwY2Z a5JlKjv1rtpJu3VZtoMpZlHWWd31TO/UQV3UQV02vvsdjzj7Rt/qn+jfBO+m O3X3w2fVUV0/3k07aJc/DYMu7w== "]]]}, {RGBColor[ 0.46404890811574717`, 0.7133383463083116, 0.49953916191750003`], EdgeForm[None], GraphicsGroupBox[{PolygonBox[{{272, 10, 321}, {320, 10, 270}}], PolygonBox[CompressedData[" 1:eJwtkD0SAVEQhIdF4idyATdYFEcgdwSRt7Y4hD0BZa/BHYiJuIElICX1de0E XzKvp7vf9Obr2apqZl2owb1udoNmw6wFr4rZE0aIxhB4W7hG2l1ktoUHFPDB 5A0xb304s3tyD3lN8ZzABjJImAXYQw5XPC5RqZFWmcpeQgpDvAcQIIEO2rZ3 UJcjs4N3UJcfs29U7mg39yx1UrfCu0sjbepZ8pS3bqBbqJO66U+x30C3SLyL MpX9B70hLUs= "]], PolygonBox[{{321, 10, 320, 361, 362}}]}]}, {RGBColor[ 0.4768165763243192, 0.7176267245827097, 0.4843174126786858], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{365, 24, 423}, {339, 24, 365}, {362, 24, 321}, {423, 24, 408}}], PolygonBox[CompressedData[" 1:eJwt0E0SwUAQhuEOiRWycAJHCCmOwNoR7CR+LiEnoLgGd2DNihv4WbCVpfer 9OKpmsyku7+Z7nQ1WdbMrIMQQz4GmGPhtG7XzWKcA7MTXngjpaiPDDlaDbMm Lvx79RrVbrB1Wj/wdFr/UGJM7QhrFMgisxluuOPIjAM++IbVns40U7P3ZNp5 RmVVBmVRT/UufZYyp95DvRJ69KLqTrqb3kBvob3EMyhL7ndVBmX5A41FK5Q= "]], PolygonBox[{{408, 24, 362, 406, 407}, {273, 272, 321, 24, 339}}]}]}, {RGBColor[ 0.48958424453289145`, 0.7219151028571079, 0.4690956634398712], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{574, 50, 637}, {374, 25, 445}, {445, 25, 425}, {459, 37, 499}, {358, 25, 374}, {339, 11, 273}, {453, 37, 407}, {567, 50, 489}, {407, 37, 408}, {621, 50, 567}}], PolygonBox[{{1387, 1386, 1495, 1496}, {489, 50, 37, 453}, {977, 976, 1608, 1609}, {1077, 1076, 1131, 1132}, {1132, 1131, 1201, 1202}, {1202, 1201, 1262, 1263}, {279, 11, 25, 358}, {1496, 1495, 1549, 1550}, {1263, 1262, 1330, 1331}, {917, 916, 999, 1000}, {1550, 1549, 976, 977}, {784, 783, 916, 917}, {1017, 1016, 1076, 1077}, {499, 37, 50, 574}, {1609, 1608, 1669, 1670}, {1331, 1330, 1386, 1387}, {1000, 999, 1016, 1017}, {365, 25, 11, 339}}], PolygonBox[{{424, 423, 408, 37, 459}, {425, 25, 365, 423, 424}, { 637, 50, 621, 783, 784}}]}]}, {RGBColor[ 0.5023519127414634, 0.7262034811315061, 0.4538739142010568], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{537, 38, 512}, {462, 38, 537}, {461, 26, 447}, {375, 26, 461}, {424, 38, 425}, {284, 13, 280}, {459, 38, 424}, {12, 26, 13}, {358, 12, 279}}], PolygonBox[CompressedData[" 1:eJwt0D0WwVAQhuG5JCo/cTSOzhoiyqgpLUGhQXRUlKyAhcRKqNhBVJxDQ+Ud d4qnmTv5ZibdyXKclUSkhQC3UOSKekWkgS2PG0RlkSYWNM2R44QLtTOG9I6w ciIdcqqYOp+hWdqjvUccUOCOLz5IyOoHvlZYTd+e1B6I2akX+pm51fRNZ+rs HfZoM7Mmfoe185mJ7fzfnYyZ3ai36k2R7aS7vfnmhZSbBya1f6D/QneILUOz fvAOKCY= "]], PolygonBox[{{512, 38, 459, 499, 500}, {446, 445, 425, 38, 462}, { 447, 26, 374, 445, 446}}]}]}, {RGBColor[ 0.5153367249565737, 0.7302010913783857, 0.43900958982336563`], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{446, 39, 447}, {28, 27, 41}, {570, 39, 542}, {375, 27, 280}, {599, 40, 572}, {42, 28, 41}, {926, 56, 901}, {462, 39, 446}, {474, 41, 600}, {28, 14, 27}, {901, 56, 628}, {41, 27, 40}}], PolygonBox[CompressedData[" 1:eJwtkL1OAlEQhefuCiX+VAo0ViI1iDEmUGtHA7W0sDQmdljKE+CDSM8T0EAF bwAVJNBgw3dyp/iSmz1nz5mZ+49hO0vMrAgXsE3NNnCCf/hGHME17xt4z5u9 wQ+MYZAz68MK1vCJ95mcKvR4t6DpGcrqwiNaBTpJ9Mirb+tgtqRjkcYOdQUN Bwe0Y4gd6rpEu4Ii2p175G2wxBMMIINb/ikhF6Ac4g7aZQK/acxUdtNnVaay NcPSPRO/iW6TefYfTGEe4i7q+OI9gwffT9oezw5qzFyH1yRq8rwk8ca6tWbW 7PLU/Ka67dS7lKGsM0hrMUM= "]], PolygonBox[{{542, 39, 462, 537, 538}}]}]}, {RGBColor[ 0.5297327578128894, 0.7323089978808313, 0.42646817248666785`], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{979, 69, 1552}, {474, 55, 611}, {599, 54, 600}, { 793, 54, 622}, {611, 55, 628}, {884, 54, 793}, {1672, 70, 1611}}], PolygonBox[CompressedData[" 1:eJwtkDFuwkAQRdfrwAFIg4IE4hABREAiBTTpqFKnz7oxNTScIa44RTgJVM4N QhUkaKDI+5opnmT/P/NnZvsfxTLFEEIbHiDyk8ElC+EKe8Rv+IMzvDVDWFA3 h0NuNaqd0fMKJ7RfuMEdXtDG0IVeNE3ekKwRFJB8hmat5JE9gJLvY26zpMlT z9B71FtG81SzzW1H7frcIAPeo2Wpps5Mk/cJCab4E99Ruyb3avhpWKaydfMu txt16xo28IjWgi+ooIP25G8Y/eaua/Iqr9Ub6a02nqUMZf0DYYEtKA== "]], PolygonBox[{{622, 54, 599, 572, 573}, {1499, 1498, 1552, 69, 980}}]}]}, {RGBColor[ 0.5441287906692052, 0.7344169043832767, 0.41392675514997007`], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{755, 53, 601}, {571, 53, 573}, {1499, 68, 1390}, { 791, 53, 755}, {885, 68, 980}, {884, 68, 885}, {980, 68, 1499}, {573, 53, 622}}], PolygonBox[{{544, 543, 539, 540}, {1136, 1135, 1205, 1206}, {515, 514, 502, 503}, {1021, 1020, 1080, 1081}, {503, 502, 577, 578}, {1081, 1080, 1135, 1136}, {921, 920, 1003, 1004}, {788, 787, 920, 921}, {641, 640, 787, 788}, {1004, 1003, 1020, 1021}, {578, 577, 640, 641}, {1206, 1205, 1266, 1267}, {1267, 1266, 1334, 1335}, {540, 539, 514, 515}}], PolygonBox[{{924, 68, 884, 793, 794}, {794, 793, 622, 53, 791}, { 1335, 1334, 1390, 68, 924}, {601, 53, 571, 543, 544}}]}]}, {RGBColor[ 0.5585248235255209, 0.7365248108857221, 0.4013853378132721], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwt0E0OwVAYheFPe+1AQ5REV4EOawdmOrQAP0tgF4Rt6KYYtQkT4j253+BJ mnPdnqPFdr/eJWY2QMAoNRuiJeyw6JvNcSO749Mze6PibIWMbIALrjiTnZKY ZZ7p7ImX0/MXP0z57QQpAkpGLHHAMcRMZ+pUd0fWhrhJ27Sh8k51a6O2jpGj JttghiKJnepWR+kd6nqgCfE/t36n9jsz36itub9b30jfqvG72qRtf9N/J50= "]]]}, {RGBColor[ 0.5729208563818367, 0.7386327173881675, 0.38884392047657435`], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{792, 67, 795}, {545, 52, 602}, {1336, 67, 1268}, { 541, 52, 545}, {695, 52, 591}, {795, 67, 925}, {750, 52, 695}, { 925, 67, 1336}}], PolygonBox[{{1023, 1022, 1082, 1083}, {790, 789, 922, 923}, {505, 504, 579, 580}, {1083, 1082, 1137, 1138}, {643, 642, 789, 790}, {580, 579, 642, 643}, {923, 922, 1005, 1006}, {1138, 1137, 1207, 1208}, {517, 516, 504, 505}, {1006, 1005, 1022, 1023}}], PolygonBox[{{757, 756, 602, 52, 750}, {591, 52, 541, 516, 517}, { 886, 67, 792, 756, 757}, {1208, 1207, 1268, 67, 886}}]}]}, {RGBColor[ 0.5873168892381522, 0.7407406238906129, 0.3763025031398768], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{1006, 64, 923}, {790, 64, 643}, {923, 64, 790}, { 645, 64, 796}}], PolygonBox[{{1084, 1083, 1138, 1139}, {592, 591, 517, 518}, {887, 886, 757, 758}, {696, 695, 591, 592}, {758, 757, 750, 751}, { 506, 505, 580, 581}, {1139, 1138, 1208, 1209}, {518, 517, 505, 506}, {751, 750, 695, 696}, {1024, 1023, 1083, 1084}, {1209, 1208, 886, 887}}], PolygonBox[{{796, 64, 1006, 1023, 1024}, {581, 580, 643, 64, 645}}]}]}, {RGBColor[ 0.6017129220944679, 0.7428485303930584, 0.36376108580317884`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{797, 796, 1024, 1025}, {1210, 1209, 887, 888}, {1085, 1084, 1139, 1140}, {646, 645, 796, 797}, {759, 758, 751, 752}, { 593, 592, 518, 519}, {1025, 1024, 1084, 1085}, {507, 506, 581, 582}, {519, 518, 506, 507}, {697, 696, 592, 593}, {752, 751, 696, 697}, {888, 887, 758, 759}, {582, 581, 645, 646}, {1140, 1139, 1209, 1210}}]]}, {RGBColor[ 0.616391951872912, 0.7436168463269146, 0.3532546793181811], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1141, 1140, 1210, 1211}, {760, 759, 752, 753}, {520, 519, 507, 508}, {1211, 1210, 888, 889}, {753, 752, 697, 698}, { 583, 582, 646, 647}, {889, 888, 759, 760}, {647, 646, 797, 798}, {1086, 1085, 1140, 1141}, {698, 697, 593, 594}, {1026, 1025, 1085, 1086}, {798, 797, 1025, 1026}, {594, 593, 519, 520}, {508, 507, 582, 583}}]]}, {RGBColor[ 0.6312696653497674, 0.7434446756769467, 0.34417699325630197`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1087, 1086, 1141, 1142}, {595, 594, 520, 521}, {761, 760, 753, 754}, {1027, 1026, 1086, 1087}, {1212, 1211, 889, 890}, {799, 798, 1026, 1027}, {699, 698, 594, 595}, {890, 889, 760, 761}, {521, 520, 508, 509}, {754, 753, 698, 699}, {584, 583, 647, 648}, {509, 508, 583, 584}, {648, 647, 798, 799}, {1142, 1141, 1211, 1212}}]]}, {RGBColor[ 0.646147378826623, 0.7432725050269788, 0.33509930719442266`], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{1212, 66, 1142}, {754, 66, 761}, {761, 66, 890}, { 890, 66, 1212}}], PolygonBox[{{510, 509, 584, 585}, {700, 699, 595, 596}, {522, 521, 509, 510}, {596, 595, 521, 522}, {585, 584, 648, 649}, { 649, 648, 799, 800}, {800, 799, 1027, 1028}, {1028, 1027, 1087, 1088}}], PolygonBox[{{844, 66, 754, 699, 700}, {1088, 1087, 1142, 66, 844}}]}]}, {RGBColor[ 0.6610250923034788, 0.7431003343770111, 0.3260216211325433], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{586, 585, 649, 650}, {511, 510, 585, 586}, {1089, 1088, 844, 845}, {801, 800, 1028, 1029}, {650, 649, 800, 801}, { 523, 522, 510, 511}, {845, 844, 700, 701}, {1029, 1028, 1088, 1089}, {597, 596, 522, 523}, {701, 700, 596, 597}}]]}, {RGBColor[ 0.6759028057803346, 0.7429281637270432, 0.3169439350706639], EdgeForm[None], GraphicsGroupBox[{ PolygonBox[{{523, 51, 597}, {586, 51, 511}, {650, 51, 586}, {511, 51, 523}}], PolygonBox[{{846, 845, 701, 702}, {1090, 1089, 845, 846}, {1030, 1029, 1089, 1090}, {802, 801, 1029, 1030}}], PolygonBox[{{658, 51, 650, 801, 802}, {702, 701, 597, 51, 658}}]}]}, {RGBColor[ 0.6907805192571899, 0.7427559930770755, 0.3078662490087848], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{803, 802, 1030, 1031}, {703, 702, 658, 659}, {1091, 1090, 846, 847}, {847, 846, 702, 703}, {1031, 1030, 1090, 1091}, {659, 658, 802, 803}}]]}, {RGBColor[ 0.7056080725174527, 0.7424544987401932, 0.29892283514680773`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{660, 659, 803, 804}, {1032, 1031, 1091, 1092}, {1092, 1091, 847, 848}, {804, 803, 1031, 1032}, {704, 703, 659, 660}, { 848, 847, 703, 704}}]]}, {RGBColor[ 0.7192825774413834, 0.7391802010110358, 0.2930659776681329], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1093, 1092, 848, 849}, {661, 660, 804, 805}, {1033, 1032, 1092, 1093}, {805, 804, 1032, 1033}, {705, 704, 660, 661}, {849, 848, 704, 705}}]]}, {RGBColor[ 0.7329570823653139, 0.7359059032818784, 0.2872091201894582], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{806, 805, 1033, 1034}, {1094, 1093, 849, 850}, {1034, 1033, 1093, 1094}, {662, 661, 805, 806}, {706, 705, 661, 662}, { 850, 849, 705, 706}}]]}, {RGBColor[ 0.7466315872892443, 0.7326316055527212, 0.2813522627107836], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1035, 1034, 1094, 1095}, {663, 662, 806, 807}, {807, 806, 1034, 1035}, {707, 706, 662, 663}, {1095, 1094, 850, 851}, { 851, 850, 706, 707}}]]}, {RGBColor[ 0.760306092213175, 0.7293573078235638, 0.27549540523210886`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{664, 663, 807, 808}, {708, 707, 663, 664}, {852, 851, 707, 708}, {1036, 1035, 1095, 1096}, {808, 807, 1035, 1036}, { 1096, 1095, 851, 852}}]]}, {RGBColor[ 0.7739805971371057, 0.7260830100944065, 0.2696385477534341], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{709, 708, 664, 665}, {809, 808, 1036, 1037}, {1097, 1096, 852, 853}, {853, 852, 708, 709}, {1037, 1036, 1096, 1097}, {665, 664, 808, 809}}]]}, {RGBColor[ 0.7876551020610361, 0.722808712365249, 0.2637816902747595], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{710, 709, 665, 666}, {666, 665, 809, 810}, {810, 809, 1037, 1038}, {1038, 1037, 1097, 1098}, {854, 853, 709, 710}, { 1098, 1097, 853, 854}}]]}, {RGBColor[ 0.7997730618416088, 0.7173411010249967, 0.25899088593033015`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{667, 666, 810, 811}, {811, 810, 1038, 1039}, {1039, 1038, 1098, 1099}, {1099, 1098, 854, 855}, {711, 710, 666, 667}, {855, 854, 710, 711}}]]}, {RGBColor[ 0.8103084695911484, 0.7096435300046519, 0.2552839464259209], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1100, 1099, 855, 856}, {668, 667, 811, 812}, {1040, 1039, 1099, 1100}, {812, 811, 1039, 1040}, {856, 855, 711, 712}, {712, 711, 667, 668}}]]}, {RGBColor[ 0.8208438773406878, 0.701945958984307, 0.25157700692151164`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{813, 812, 1040, 1041}, {1101, 1100, 856, 857}, {1041, 1040, 1100, 1101}, {857, 856, 712, 713}, {669, 668, 812, 813}, { 713, 712, 668, 669}}]]}, {RGBColor[ 0.8313792850902272, 0.694248387963962, 0.24787006741710244`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1102, 1101, 857, 858}, {670, 669, 813, 814}, {1042, 1041, 1101, 1102}, {714, 713, 669, 670}, {858, 857, 713, 714}, { 814, 813, 1041, 1042}}]]}, {RGBColor[ 0.8419146928397667, 0.6865508169436173, 0.2441631279126932], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1103, 1102, 858, 859}, {1043, 1042, 1102, 1103}, { 815, 814, 1042, 1043}, {859, 858, 714, 715}, {671, 670, 814, 815}, {715, 714, 670, 671}}]]}, {RGBColor[ 0.8524501005893059, 0.6788532459232723, 0.24045618840828398`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1104, 1103, 859, 860}, {1044, 1043, 1103, 1104}, { 672, 671, 815, 816}, {860, 859, 715, 716}, {816, 815, 1043, 1044}, {716, 715, 671, 672}}]]}, {RGBColor[ 0.8629855083388454, 0.6711556749029276, 0.23674924890387475`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{673, 672, 816, 817}, {717, 716, 672, 673}, {1045, 1044, 1104, 1105}, {817, 816, 1044, 1045}, {1105, 1104, 860, 861}, {861, 860, 716, 717}}]]}, {RGBColor[ 0.8689548370451781, 0.6580071393008857, 0.23365811542534917`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{862, 861, 717, 718}, {1046, 1045, 1105, 1106}, {674, 673, 817, 818}, {718, 717, 673, 674}, {818, 817, 1045, 1046}, { 1106, 1105, 861, 862}}]]}, {RGBColor[ 0.8746839796495198, 0.6445718706128465, 0.2305993747388756], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1047, 1046, 1106, 1107}, {1107, 1106, 862, 863}, { 863, 862, 718, 719}, {675, 674, 818, 819}, {719, 718, 674, 675}, {819, 818, 1046, 1047}}]]}, {RGBColor[ 0.8804131222538617, 0.6311366019248074, 0.227540634052402], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1048, 1047, 1107, 1108}, {864, 863, 719, 720}, {1108, 1107, 863, 864}, {820, 819, 1047, 1048}, {676, 675, 819, 820}, { 720, 719, 675, 676}}]]}, {RGBColor[ 0.8861422648582036, 0.6177013332367682, 0.22448189336592841`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{821, 820, 1048, 1049}, {677, 676, 820, 821}, {865, 864, 720, 721}, {1109, 1108, 864, 865}, {1049, 1048, 1108, 1109}, {721, 720, 676, 677}}]]}, {RGBColor[ 0.8918714074625456, 0.6042660645487289, 0.22142315267945478`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{678, 677, 821, 822}, {1050, 1049, 1109, 1110}, {822, 821, 1049, 1050}, {722, 721, 677, 678}, {866, 865, 721, 722}, { 1110, 1109, 865, 866}}]]}, {RGBColor[ 0.8976005500668873, 0.59083079586069, 0.21836441199298123`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1051, 1050, 1110, 1111}, {823, 822, 1050, 1051}, { 1111, 1110, 866, 867}, {679, 678, 822, 823}, {723, 722, 678, 679}, {867, 866, 722, 723}}]]}, {RGBColor[ 0.9011275555123031, 0.5748689633352906, 0.215027432514535], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1112, 1111, 867, 868}, {1052, 1051, 1111, 1112}, { 824, 823, 1051, 1052}, {868, 867, 723, 724}, {724, 723, 679, 680}, {680, 679, 823, 824}}]]}, {RGBColor[ 0.9014084976820376, 0.555182845947399, 0.21128031476616693`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{725, 724, 680, 681}, {1053, 1052, 1112, 1113}, {825, 824, 1052, 1053}, {681, 680, 824, 825}, {1113, 1112, 868, 869}, { 869, 868, 724, 725}}]]}, {RGBColor[ 0.9016894398517722, 0.5354967285595075, 0.20753319701779888`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{826, 825, 1053, 1054}, {1114, 1113, 869, 870}, {1054, 1053, 1113, 1114}, {682, 681, 825, 826}, {726, 725, 681, 682}, { 870, 869, 725, 726}}]]}, {RGBColor[ 0.9019703820215067, 0.5158106111716164, 0.20378607926943093`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{871, 870, 726, 727}, {1115, 1114, 870, 871}, {1055, 1054, 1114, 1115}, {827, 826, 1054, 1055}, {727, 726, 682, 683}, {683, 682, 826, 827}}]]}, {RGBColor[ 0.9022513241912413, 0.49612449378372514`, 0.20003896152106293`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{872, 871, 727, 728}, {728, 727, 683, 684}, {684, 683, 827, 828}, {1116, 1115, 871, 872}, {1056, 1055, 1115, 1116}, { 828, 827, 1055, 1056}}]]}, {RGBColor[ 0.9025322663609758, 0.4764383763958336, 0.19629184377269485`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{829, 828, 1056, 1057}, {729, 728, 684, 685}, {1057, 1056, 1116, 1117}, {873, 872, 728, 729}, {685, 684, 828, 829}, { 1117, 1116, 872, 873}}]]}, {RGBColor[ 0.9028132085307103, 0.4567522590079423, 0.19254472602432685`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1058, 1057, 1117, 1118}, {830, 829, 1057, 1058}, { 1118, 1117, 873, 874}, {874, 873, 729, 730}, {730, 729, 685, 686}, {686, 685, 829, 830}}]]}, {RGBColor[ 0.8996080216241389, 0.432883835779927, 0.18787903260623826`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{875, 874, 730, 731}, {1119, 1118, 874, 875}, {1059, 1058, 1118, 1119}, {687, 686, 830, 831}, {731, 730, 686, 687}, { 831, 830, 1058, 1059}}]]}, {RGBColor[ 0.8958276002362917, 0.4083253042748449, 0.18306176809387323`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{688, 687, 831, 832}, {732, 731, 687, 688}, {832, 831, 1059, 1060}, {1060, 1059, 1119, 1120}, {1120, 1119, 875, 876}, { 876, 875, 731, 732}}]]}, {RGBColor[ 0.8920471788484445, 0.3837667727697628, 0.1782445035815082], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{833, 832, 1060, 1061}, {877, 876, 732, 733}, {689, 688, 832, 833}, {733, 732, 688, 689}, {1121, 1120, 876, 877}, { 1061, 1060, 1120, 1121}}]]}, {RGBColor[ 0.8882667574605974, 0.35920824126468126`, 0.17342723906914326`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{734, 733, 689, 690}, {878, 877, 733, 734}, {1062, 1061, 1121, 1122}, {690, 689, 833, 834}, {1122, 1121, 877, 878}, {834, 833, 1061, 1062}}]]}, {RGBColor[ 0.8844863360727502, 0.33464970975959946`, 0.16860997455677829`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{1123, 1122, 878, 879}, {735, 734, 690, 691}, {691, 690, 834, 835}, {1063, 1062, 1122, 1123}, {879, 878, 734, 735}, { 835, 834, 1062, 1063}}]]}, {RGBColor[ 0.8807059146849031, 0.3100911782545174, 0.16379271004441323`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{836, 835, 1063, 1064}, {1124, 1123, 879, 880}, {1064, 1063, 1123, 1124}, {880, 879, 735, 736}, {736, 735, 691, 692}, { 692, 691, 835, 836}}]]}, {RGBColor[ 0.8771163792502754, 0.2854683814935492, 0.15912727577998176`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{737, 736, 692, 693}, {837, 836, 1064, 1065}, {693, 692, 836, 837}, {881, 880, 736, 737}, {1065, 1064, 1124, 1125}, { 1125, 1124, 880, 881}}]]}, {RGBColor[ 0.8739467282781971, 0.260704222930032, 0.15479581665084452`], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{738, 737, 693, 694}, {882, 881, 737, 738}, {1126, 1125, 881, 882}, {694, 693, 837, 838}, {838, 837, 1065, 1066}, { 1066, 1065, 1125, 1126}}]]}, {RGBColor[ 0.8648604513960789, 0.18971407182413655`, 0.1423790435431379], EdgeForm[None], GraphicsGroupBox[ PolygonBox[{{738, 65, 882}, {882, 65, 1126}, {694, 65, 738}, { 1126, 65, 1066}, {1066, 65, 838}, {838, 65, 694}}]]}}], {GrayLevel[1], RectangleBox[{9, -14}, {14, -5}]}}, AspectRatio->1, Frame->False, FrameTicks->None, PlotRange->{{1., 14.}, {-14., -1.}}, PlotRangeClipping->True, PlotRangePadding->{ Scaled[0.02], Scaled[0.02]}], {900, -540.}, ImageScaled[{0.5, 0.5}], {360, 360.}]}}, {}}, ContentSelectable->True, ImageSize->{530., Automatic}, PlotRangePadding->{6, 5}]], "Output", CellChangeTimes->{{3.468959715606985*^9, 3.468959754445435*^9}, 3.468960305409274*^9, {3.468960350648898*^9, 3.468960365346285*^9}, 3.468960482194768*^9, 3.468961075705269*^9}, ImageCache->GraphicsData["CompressedBitmap", "\<\ eJzsvYe/FdXVBjzf1FNuv5deFUR6BxsKCqKo0ZjEFKNJ1CSv6c3EFBNjEmMs 0Rg7KqIioICK9KqAICDF3nv7N/a3njV71syeu+eccwHz5nt/H7/fXM49d87e qzzPWmuv2TPnC5dccfn3fnLJFT+47JKhZ/zykp9f/oPLfjV07s9+SW95/4/j uB2O8/9cOtTx6bVyHOOH/OvCj0N6w8N/l6tfD7x+Hl6NVRcvfXiI+s5jDwxS ly2/90y8d6Ka88d949Xca/bM/d//zGB8ZvB/52cG4TND5DMn4DMTevaZevOM w2cG/oc+MwCfGfpf9xn6/ZuLl+CDOJzRliHolNm/249xcDjT63iCB+Rx+mOc o2QcHqbepyN8+lh8up/56Qifnmz99LH4dLv62cCbJ8o4FYwzHOP0xThHyzgV jDPBOs4wfLo/xhkj4zRjnKMs4zRjnDEYZ2J+nCH49DCMM0LGacE4QzFOH4wz TMZpwTijreMMxqdHYJzhMk4rxhliGacV44yyjjMQnx6FcYbJOG0YZ7BlnDaM M9I6Tn98eizGOVrGacc4gyzjtGOcY63j9MWnJ2KcoTJOB8YZiHF6Y5zhMk4H xhlhHacPPj0Z4wyRcToxzgDLOJ0Y5xjxO41wxrXPKf3PmZMZtjcGm4phB8uw XTJsL3PYLgw7HMOOxbA+Rs3K2AtDHIfBBspgvTBYf8tgvTDYMAw2CoNF+cG6 MMQJGGyADNYbg/WTwZgwnvreijvPjP9KIx6NEUdgxEp+xE6McxJG7C8j9sGI fTFil+SUkozYByMehRGHYcTm/IjtGGcmRuwrI/aVETswYn+M2CQj9sWIQzHi URixNT9iG8aZZY7YHyP2lhH7YsQWGbEfRhwsI7blR2zFOKdhxD5FI/bGiG0y Yn+MOAgjDsGIHY2MOAAj9pIRe2HEdhlxAEYciBEHYcSu/IgtGGcORuwtIw7E iF0YsR0jdmHETsuIAzFiL+uIp2PEXkUjdmLELhlxIEYcgBEHYMTe+RGbMc5R GLGsfjDo9oHm2IMwdqeM3YGxezU8dhPGGYQROzB2P7zqkrEHY+yOorEHYez+ GLs/xu6TH7sqgb4fxu5dc+x2jN1bxh6Msfth7H4Yu6917L5xUKKxO/GqU8Ye ImO3yth9LGP3xdj9rGP3iQMwjd0RWycZeyjGbi8ae4iM3cc6dgXjsCWOwdjt Ncduw9h9zbH7ytj9rWN3YcSRGLvNHPsoGbsFY7dg7P4y9lCM3Qdj98bYA/Jj lzEOW3ksxm7Fq3YZ+2iM3YaxmzF2qzn2URi7N8buhbEH5scuYRy28gSM3WKO HaqvP7xsoDkBC98PE7jq8if+nZulC7MMss7C9p6MWZrxqk1macIsHJJbZZZm gXsksxyNWXphlk7MMjg/SySzTMUsTeYsLZiFU0mLzNIk4aVimaUDswzJzxLK LMdhloo5Sytm6SWzNMksHBabZZZhmKULs7RjlqHWWVrjDE2zeOqyQff0k/la M8UJzdcl81VlvlbM19qz+VokXrRgvl54VTbn65D5mmW+qqSmdplvOObrlPkY 04Gad/1O+6S94iBFk7ZbJu3CpB0yaUWUbMakHZZJ2yQAlKyTNscxi6YahElb ZNKWTAmTTNokk6aappP66rQrDjABOmRmDvXV4plZyaEyc8mcuQ9mbrPMzOp2 yswlzDzInJmTbHN+5sCc+WjM3Cw6N2eqmGTmqjkzlzJdMnMTZuaCoR0zt2Lm TszcWjxzK+YbgZmbROd05v6YucXUuYKZq5i5l8zcgpn7mjNzqdJmnbkqM4/C zFXRualo5rI5M1vbUz9aebNegiTTt5rTt+en92V6dvE4TF8RxdPpB8j0VZm+ jOkrmL4N05dk+nZM31umb8H07Zi+Mz+9hwmaYhvTpBMxfUm0r2aqI5q+2Zy+ JNNzvGqS6Ttk+haZnmvZXtbpqzJ9Zwz1iwctaMeryCJIoL668HHGX1ORNFVI 0yLSdEGaLpGmWaTpXSxNU5ycSYa+kKYZr0KRpiLSVCFNp0hTMaUpS8ZoE2l6 QZpOU5oWSNPHKk0l1j6RZiCkacKrwCJNC6ThSF8VaUoWadpFmj6QhteVzSIN r2P6FktTkcA/FNJUxTYlU5o2SNNq2iYypSlBmk6Rpi+kaRdpmkQaxo2vzv7n 9m4ilUUkdtJwiFQxRSpnsmAiUtUiUklEYnf56qerbtCLKJKrzZSrSegU5eVy xVRlkWuEyBVY5OqEXC0iV9mUK4JcZcjVDLkikau/yNVkysVBrmKVK7UXw2gU 5CqZ9iplEmoiV6VIrpJQvyxyDYBcraZcVQn7TcVylUWuDsgVqa8OfrjDlDAy JewNCZtFwpIpYSiWK0PCJpFwICRsEQmrImELJGypIyFDvg1ydULCaixr4tuc hH0hIZeu5SIJSxK9W0wJ2YZVU0JO2q1WCUumhBxI+0LCCl6Fpg2jTGYjCaum hCEkjMTLkUjYKhIOEhumElZEwra8hA7TFTPjcLSVuFLlXE8SDhZZA9Oaqayu +sr9T6UmLVkEDk2B2aSu+sXqvydl2M8OMHGaRfSKiN4E0TvqiB6aorP7j4bo JRGdzRyaopcheoeIzu3dSNAQiq1DiB5B9CpEj0T0MkTvZRG9LGVkJ0Qncc+5 9Rml/xkNPZsmkWjCph8BTSLTCTlNmqFJq6CmJJqEokloalKCJlXRpBmacJXQ JJqURZOK4CeEIjU8EYgnypC1DKnbIH+b+uLgRyt4FeI9X3wSmJq0QpMW0SSy aBIInALRpFk0aYUmXG5VTU1KokkzNKk0oklkatIE+fuIJoFoElg0aYcmzdCk UlOTUDSJRBNXXbHmL7rlTeq0FalTlvDdVEcdXxxTiivKRJ0Boo5nQozVCTMZ kdRpMtUJTXV80zEh1ClDnUjUaTfVqUCdkukdzpItDasTiTpVKDEE6pTwyrd4 J1WnF9ThYrFcU53UO4GoUxZ1OqFOS5E67J0y1GnLqxMJuiJBVxlSD4P8kUV+ 35S/D+SvWOQPTPkDyB9K9VSC/FWRv0vkr4j8kdCeV+Alkd9V596+xVwWJ04I RQk2fTOUaFdfOHpFGa9CQVfOHYGo46svzV/LPilDp1J9nVKfhKKTq3679k9J UZ9VrCyKlUQxdkwzFAusikUmulixJqjTSxQLLIr5pmIVKNZmKhYWKeabzgoF bIEo1geKNdVUrCTxIKqjWCSKVaFOP1HMEwB6psf8zNKGFGsWxSLxWFCkWOox XxSLRLG+oljZolgkilWhWNmqWGhRrAJ1BkGxCK98i2K+qVirRbHUY36RYuyx QKJdWRRz1ak/PMjaVcRtpSLtytCuWke7ULRjZx0F7ULRLsWjL27zMlmJtGsS 7UKL23xJTaydb7otFO1c9Yf1vz8zlo9U7CUqlk0VI1PFElRszquYptvQVJHd 1gQVqZQasbKMV55FWc+ibCeUrZrKhhZlc670xJWBYDQUZStQlvNYFcqWTGVD UTYSZdmfvvriXRu7aRyKxlG8IuCilTMy6dkPGkeicY6VNo17Q+MKNI5M9/pF Gvumxr6EmzI0JlGv3vAbqVznxrUiGaBVvM0GiExvhzBAKAZgupbyBvDF5YFp gCjO4aR2LxiAzp43eg1e8W8l/AyKjOJajMKm74JlyqZlQotlPAsWPMGCD8tE sEwAw+iKk+zRLICITHuEYo9ICugS7FG12iM0KZDag2FQhe4dMAdbwbNYwS2y QhPm46hdMq0Q1LSCb1ohxYcPK5TFCm1ihYpYgWkRCCoCsUIgVqhAKg9S2U0R mKYIBRplGKAvTBHWN4VvmqIFkzaLKUITEJ7FFJ4JCNdiCgZEoP6y8Ze65Ur2 aBJ7hBZ7+BZ7hBCtZLVHINAIpBcTiD0iWKEN9vDV3PEbKvGrxDKuGTELLdOO 6asWywQ1LeNLBmTLeEIVtowPy5TEMp2wTNVESiSWCQUpofAlhGUiiFZuxDKh WCYSy1Rhj1ZYpoxXbn3LePlcQtNXTMsEJn38Isuk9HEtlmHM+Orvm36qS1cy TwXmKdc0TyDmCUzzcEemm418i43CuDpPbFSCZfrARmGRjdyaNuolMnCg9QU9 fk0beYKe1EaeaSMfNgrFRq6a9b2DXaahQouh/CJDhRAybMRQgRgqEENFME8z DBWoOZMpktMrX0zmmiVKzmSuaTKGdrvYLYJIgYktr77dUta5pt082C2A3Tx1 /aYf6WqNjMfhiftXpQaN55vGi/LG80wm+qbxwrhITYxXgcmaYbwyXrl4zzON 55nG88R4bqbtRSI1Q6TIYrwUdF6R8TwL6FwJ5p4QMxDjVWA8zvilIuMFQlHf RF5gGs8lSZ+wWzAw4ReYFmR2st26YMGwQQu6Fgu2Qq4msWB45CzoCW3Zgj4s 6Kp/br5c9xvJjM2mGYOaZgwsZgyTKNMDMzKLAwFiBOM1wYyeOm36Nv2qwKBu ESR1dyopk8+IU2lS5BWaNmW2ZzGtK6ZNme3BtK7FtJ6YthWmbRLTRoLQ0DRt Su9A6J0zbVBsWr/ItClCw7gOIYM2wbSlItO6NbFqM22nVI450/oW1NY2rQ21 rmlaH6YlMW7d/F1zIdQmlo4atLQvIOY1SSDSo5x4gub4+kPLZI45ecP7JqZ9 C6YDwXQohqdkedJO/arABQ7DG+PhcBr1g6vO+dcz7IyyOCMwce416Ay3pjNc yWDsDB++IIHu2HKJ6ZF2eKRqYp/DSmDxiG9iP/WILx4J4BDzqp4RW3yTAL7p h1D8UIL12+GHoMgPDldaiRsadkEVLmiW9XUk8uf4kIYa13SBay5qXAk1Nhc4 TAi4IDnYFT48QdLdveVbpj864Y+K+CMs8odn8Ydn+oPDfAh/eOrCR5bYneLX d0ogTmFXVOGUSM2atauEV57FPVzUOTwMM4RGb9A5rXBO1aybAtM5niUPuLJH 0zOd43AigHNwODkPeTkPIV4lzvHhG/r4fVu/aXrIUzO/8wLTpmy6iQOZDzf5 Jm08i5t80cyDm3y4KYSbHKi2yBrSXDOk+WZIy3nNF6+F8FAIX3XBa57pNRfn cb9IOywJa405rN10WGA6zCsKaMUO87MOs7krMAgFl4FK7C4f3iIpF279uumz CD7jNF8SnwX1feabPvNEOaaWC58F8Bmao4u68cs3s75upCfJxzc9FYinfPin Ak81q5mn7/bEZy7+6onPnECafInbaBanAZ91wWdli8/8IpK5Fp+lFYET5H0G lzmemYccz3CYC4cxvXz4i/66aOtXTa81wWtV8VpU5DVf6l7X9BonKNcI8LHX PPGap7796MIarrORLOc6X1wXwE0hHFaG6wI186y9YZETHS46xIcZ2mFep7YL S+qsm7ZzsIxMP/oW7hX60TXXIxk/woeJH3P1hBNmYyVXFMhi5Egmng8/kshL t3zZ9GaLeDMUDvpF3kw56Jne9KRfw970xJsuvBnCmzT5pcvuK46gniWCprzk 0sKXYsSTvMcR1I/zHrm0Bc71LM7lqOrwhw1ywrl1qdkCv1ZNv/oWv7pmTK3j 19DmV9OrvNCkE7Mu1W6FV1141YdTSerlW843XdtqujYlalDftZ7Ftb6kxNS1 LlwbwrPd2OpZAq1nBlpfChlfVq6pQwO4sQyH0o/z9nlFrnVKBmWz5Q1NXtOx beLY0OJY30LY2o5NS09ymsWzpmNdLv/9LFnFq5qrcCodxHb89NSTW84zndwm Tg5M/qblqQcnexKN2cmuODmQaOxJMyewOJnpi8ttd9XztCfU9U1PpynVk7gc wJc+vBrBvyV42lUzL6D4E7/K+pxXgE4ZH8Yo4vZcgaQjdeGim3xeFjIHZt3H PneLgrTD6w34HIfjWtbgGcfD6RnHuznHRzZKc74Fodnj7HCadPWWc0y303un fPMF+B6Hw1Qvm1TvEQpyVPckivsWFMAId7nqf564LbezCbuaCAo4HNeSrHOg 8ExQ+HESTkDB9PcFFFWAwpNA4AoonCZ8RDCRr750gGe5IF+63X/eP3a2CRZC Cxa8+vx3eO0JGOBweoaFTO0FPLiZ1adGg5OPBQIH+rluy9kmKAJgosWEQlgT CraonxbVaUBIE7pnQgFGuMs/BCh4RfHBt0DBFyhwVCjF8eGUCw96FlC4DApe DxtBoiA3ABCO7sITIqpARGRBhF8UHQozgsOXNACG5IhBERWBgjERp3xfUr6O EW5mEWWECCoPkRQQIQAIHJs2z3P0/VkEiKYiQPj1AeGaK+M0Nrg1AcGxwVM/ XHlLQ6jw6geIFBV+vFA2AoQPBETAQlMRKjQg6mUOHSUcfVEhAUQo6cI3AZEL EW5NQKQNwoK1Gdf0TpBgIbucrhEd/Gx0ABBcoIBOJRyopzedmaa+JuChAjxE h4sHW4Bw6+OBpPrJUzdaVwGNwsOzBA3PAo80aASAgg9QlAAPCh/ffsEzgcKF BmGEPoLPClZqBA9H345KGCmbQcOGkVzQcA8TI2UbRvKFpDV7uJw9/CRQMEC2 b5yr720kfJRNfARmAvEt+HAtCcStiQ+anwDCC0J95HDiAiYk+c9XX9cwWDzJ MLkK1CsCiydrDT8uJ5JY4sfAIIiEAAutSb57kKacdflBdepPDuCIf/PwBw+n uDjZ5b9U+Dz6A97HQBgRQwu6dBTS952c8bfnUhRxpAnM1OPVjDQOt+64LkVB YoWSl11qOnzdjWqTTNrJNlvjSBMyknSq6R5d/Cx41K4Np7tqz/rZ+sJddxT5 svjkKOPJ4tOTtnmuIk1RxFnH4bTD15XocNLFCbeKXEDI4TqEIaMPV/1qzV9d 9Zu1V3vq9+uuctUf1//WyEh+FkVmleJZAo5XE0OeBUN+DAsCgg9ERIAGzQ0Q nfbLA2r2lfvpN/rp4Vd+3+VTmvCmOuvGHXyced0udcZfd6vT/7yX38dHMQRw BozRHHprHGGpCViKTCz5FizVjki2wjbfCtYhKY5IYVFEcnXLHlAChIAel2sU P4sfwMdV+9adRqceXHOqemnVrDRx0Xszv3qAlzx0OGmcCixxKkWYJ+2NFGEO NyJhlORwzXymkUb44kiVAxmvfRyOUcCV+vOGK+gU+umqv278uauu2/QTT924 6Yd0ys2bv2+PXXbUeZba2LNUQZ6gLpfmXF3xaNT5gIbDsIsDUnxEMcgIQjHy GFQELtKCfnr4lWx31X6XwdnEfz7vzs3qaw+u4OOCBSvVl+9drc6/Z736wm1b 1dm3bBOM0rn6Bl3CYcXEoW/BoWtZYDkc1DikYcGdr6nLRk2dQ2IS0Zx4edVs JMZsckRIQ8Wcwx/DzwX8yG4A4KsrZ6rXnzhFvbX8ZH2PH8GQ0VcC+kIzvtnQ l8uSrlRRedQFEt808tKmKedGD8GNzgLwEN4ongFsQBmJ/O/Nl7nqzi3f8dQ9 Wy521f1bL6wd52y5MhfnvAYR55qIcwE4NxfngLYgDnFxyCOAcUQj1JBwhB8P Lz0Gose4As6+tfShOJ/Rmun7j99JgJiP9wgri9U3Fj2W4NHRGxsJdGWALiwC nVuUSN1GE2log1vaqa1YO7VZtAFlhC8X8CLNMwBT7z42w1XvLTlJL90IaVVB WtAg0nKZ1OFUCv1xOLmi3fEFb7oas1ZhAbIoQhzjjfClHuTa8pGtF7jq0S1f 9iy9ydrxLoc+z1KpuZZegCtZ1td9QY0+Lr6CuKwvRB8BzwfuSByNPI5bhDUP Ac6LX1E4oxMQ8AAyAI7X7X9afyX5/vfr/qCuJP8j9CAMITsSSObFDpv7570t wGBJMBjUx6DbcwyWOOxZMGgWcE1GWzGLQYpyeeABd6764OETSYAPHzhRfXzf CdllI2GxDCxGJhY9c23AWHQbxGJugcANBcdPAh8vCwwY8lqAfICkS5kWEQ9h jivTuCrdfDaXFZ7auulMczdsArlcirUFvFxhp9vOBuQ8gVxa2PFqgMTPQC4u 6whwIfIiATCDOAYYZVCyAsUvDwnV498DjmuAHfAFvP1j048dDu30t9tI51uo qqD31N82/kxds+FXjr4RgMBXBfgiAZ9vgs8rqv7coqxbXAIGNgTqzlVz0cUq 9hRWnUi4CQQBPaDOBerIfsDdJ3cfrz674zj12b+m61UpwY9bWaEk3UBCoWeB n2u2LmL4+QI/MoQNfFE28yIQ8nIC+RZR0AX+PIRCIiBAmCRgcg1CIYc/Qp7a qddCXqaYtYVFr6jy88xIqDfwdIelF3c7k/VGDpYcCX3AMl6VBgkmOffiACpD zriRYBPVnMYmV3mUYUlawqTHLyNOy995bAGjAqEQMAQs45Tw5JZzyc4ryNGw CL2nFmy9UN+QQQitCEKDmgjN1YUcFh5mgGqQ5qvCirUqzIZHIzS2GrgswiaF xDwe1Wc3TiM1P7t2ql7pGsi0BUbfgsx0l1huMWKseNO+iUZmEhYTZKKRhpiY rnJdgJLgiVyN1QdyNSVohEbWDFB8ZeVMF5HfU2+uOHluHTy6NcOkJw03tz4e XQmTfg6PCSaBR16EcKgkNRJAImBmAMkhkrIzEiaJiSKRb9Znv1NI5BBJuGMc Yp3JdCQliZnMULynH6M85yo8ZO/Pe0tAZmiJnV73C2P5xO342dhpaec55UJY Imsbe28obWevBCa4xAIF3kPKTnDJeLx2KsHxz1NIu8/+MFl99ptJadomB5y/ r1lydyAQDRqEqGeuWBw/Gz1zEC0bwVNn7yR4cgFJ+HQYoB7aMPSBJIs/qPmH hhJc9CItvN5ZNkO9v+gkVCMPoib5aMEJxUHUVk7agqjepWV0iV1p2rjStLGB 1pNlc7ww9hPIJutnN17AEGZdLiJLBmwRNjVsOXxShvexpHHKSY2JElPduOkH av6Wi4S02hxkt3eWnewwZUFgNoC+/4AQXAWCI0FwYEGwa8n++dLTz5aeOQRX uy2383VnZnlN4qL73CItH3jWiuAbpwlsP/v5RPXpDyeoTy4br+/uIfQ2SYBl 9PqW1H+Y6HWlMe2Urbkfa20NX8atxy2fKqM3m/5RXG/VxTVc9N7SGerj+ZQ5 bjsO5Lx5erdYW1iSekWx1pb705LUM2HrSu736sHW8STWArq8FCJzoBDIgxfL byAWy/F4CwRXhXFrBgUBatOsTZB3DpDfAd0PHkKl99ntsMinlFUTRuu9OATl igllvyaUXTMY1yoTKOWjYkGVkFQKDYI5cyGl0g3MWD1R+RqXCBrMBGJXfXzx WEStr44RHdn9FYC6LKD2LSHZBmpeTrmF9azGta1P7kqfnKS3FA8MbVSyBG0u G5ImJiEcFQRWWPkKAp6k2Kw+vYuU/ttU9dnvJsOrV0w6Agh3pZueC8y1Ee6m vaUChPtZhMuin4ySAByFRQJwRGgN8AQufAWFTs/XFwnlX6Ow9v4jJzGs46T8 i4m6LUWwLgusAwus3aIaw/GzXxxRcxeSM9AKbNQaue6AbbcRAztpT6HxWQBs 9eEXR6sP5o1S788eqfMPAToCoCOzxvAbBHR67bAI0H4W0Cmcq0Y9nBQagHSy OAOkdZQmG6EnX5V6IyEy9E3qDdQYFK3VZ1dPUZ9cPoE+8/FFY2tgOtc5dc1e vVs/arsNYtrltlWQAJoXa3rB5rhpxOZ4DVC73Eqo1oQ1omEClt+v+4MTt7ia iioQ9S7S2b1koBumcbr++Fvj1LvTjtGtr9m/xUNHr9rHTbCwJzh364VvWxfC 6X9IIM/2YLuB/NqprBeVHwzy92aMUO9MGJ40IM7fxw3Z0CxFfLMU8Y44yPvX qqYZ5DpmJ5cCGOBY9uVLEi67kpLk+mkI2urjS8epD88brd6dOLwezBstTtyi 4sRWU7tmTZ2HeaZLq2HuZ2EOkLsI304/WRUmKEeFkqAGYRFoQXGCGhsRvE6R ghIFqyr16Y8o5H1pNJCeNNoI6k2AeihQ902oF+2BqB3S/WxIT+vu/kzS/DWH LNBRqtQDOrps6OpyF8MC9LePHaa/PWjmOXvTkB6aNYotpLuHhPahebQbC8ca 1bfAnaK5wD1bo+zUhRkcSSvHtEa5YhKiuXr/tGMPC+62qG6rVFy9vcge1TNw 9/NwdxnvvjQ+NOLjmN7fKFeyiLfF9cNAfMiQrzD4P/r6WPXJd8ejoolXa3Qa pwH6CFIC5U0XY7gogFxkCjIsrVd5bDqIvFQduVgVBcglASYuISp1AaERnNAB XlWKeOXV5FX9FDIom0KMOil/FSW/k6rh9HHjtDyrSG3ildOMWilOmbTixedQ d4CxmBekx3KUdFanfOOgOn3iJnX5oNudqdiWGup18Dl7q8LJwJKBGuBk/XVD QQbqV29BbKWkrfFoLBuQgTQlqZwkvBApYSqi50cXjEH5xWUYLZs5YyFzIYNh HIyHcZfHXWb67IO4Z4KigIt5vfgyOEkRQpwS5OqL9Og3wnm3/urkECu5lPMu dzr9fCkXp7gge3koaR/Fl4mcvsYq3LJISao5g/VFFR0YmqvoYtaXmfUo8BAM hPXIG7dMT1hPdsRq3uNFD4pD0J7bVC48zZSnv6ITgsle5KvdBeQP1Wm/wtPG f4sHS+kIEFgyq1vUznL47khOrDq51upoOU3dlkoFLdmkioyX/1XpUhZ2YxEZ fz4R636yBfHeaeFogPcQJXBVAREEUQXTwXWkA1RVM7/1gpo99Wl16aD56mcD b5kiAaCMAFA2A0CalD2zl+tJAPCkG3Z4AaB+CZpZZ3EQQABAqkmuztbKy5/+ dGKSl91cDMCfkhiApVkSA1DNJjEAmEYMcBEDPDMG8KaYqDgG2PaMuoeR93se A/hiR+bCcKY7QRphJTdYGsj5vG/pxQmqkfeTKIDrc4gC6FncJovfc4v6Fkx3 Svi+zv8fnDOK879EA3RqgXIdDfCx7vk/267GBIgFufxfNkNAK0JAFSEgRAiI EAL8oiLAto487BBQpw0Yt7T7W/dRFJXXH188lqnP4ZP+BvQCuSgoMA2KERId GqpZlx1Us07Yob456AEUALh77ZZJEgOaEQNCSwzwJQbklqFHNAYMKLr22K19 mMSApBDIxoH89R3EAe636DgA0qMYcLEopWiLuCBBgM5LggByShIE4IpH+fbX pAjQO+CSIqChANCjwt9WBNQu/HNbkbxcJRAY+5F0ICArIAwExtV4HQTob7gY 36/bkheBIFvhJoEApUA+EBSVBNwFQ54n0FLVT5CgGND4SsDv8SKglwSBTgSB MoJAhCAQmHWAV38lUBAEipumZekO1OglxTfdEPdRtBdd0so3SzlQIhZQWYD3 sVjA+YgfGBvzQlbmPnbmnrJLXTD4EaR/FwEAXxZ0ywgJANgAPXcPogAO3Khy zt4I8SBEPPDNRYFnLgq8oitk7uHXBLldMnVbU4gHegdhIz1YDz0q0pbXA7Re 4KW8DgU4PQkFyGZJKEhrgTQUcC1QghQhQkH/noUC17IecOvXAo32ADK1QGir BdLl/2ApA2ylgC0KJG2AbBTAggBRAL5AFMhslWBfWEqCEAUAsaXGgoC7CPQx wkxSATS6EkgjQAnm4VqgJLVAUFQL2JYDaUOgJ9dO0k3lNTpt8Y36TqnmXjYq A1xwngp/sB5VAd7Gn8F+fAzDYSpIR6pwapg5e7c6b8hjyP4uQgCa3nwn4i04 HHzl0y3DJRj4iAW2EOBbQkBuWVAYAmpdJCfgJY26Ws26GhdguhUF2SCwVTdV ksvmHASo6qcgwNcVXb7EWIkLARQLtHhA8ZBEAHw2iQC0GgiK1gFRz7hf2Atw a5YBuXVA4Y7kOouBzOYnvRgIbIsB+hvFAKoFMjtLjGagrf1tiwJwRp3moBMh ANBPWQUg96erAKa/B/r7Qn/6HfEEbqIjZn5oMl/vzEoulAfxeoBMVUUgiIoC gVdzUVA3EGT2BpRqtgWTh1LygxOdvrwgqNUOBOfRFHhV5yb8HQYF99FXwPgQ hASHfmrmvD3qC8Me5+yf8D8tAYYJ6yOwviysDyyJ3y1aCBwa68Mi1vNtAk7v HrUEE9JjNVBzv8zN012w3EWT0MWv5J+E8QAkkghsinSF6EGDcbb3LYX/EWC8 rfDvebbX91rprbdOyvh4d0Joy/npBa7Bku9r5fx8IzDf/i9ifDb3wxOZS70B qM5bC0lES7UPxodmqnfjHabkpRJoHsHBvYto3gUDlYXmgUlzT/K9+/nT3Hi2 L52Ltf/CzM7EbLFPVI9vVWxmZidIRFQAw1FE4PoDSmrSSs0893l11rFPcYYn lpP3E56XwHN8v8EtRwnPK+B5SRb8OZ57RQV+4ZW4+jwPbDx34ntq+xxWhs+S PSmVMleisW3otuNc0Bvr/flxFmFcLTpJyA7UJCYGZmlQQqNB9lDIPqAO2V3Z tJGS3S0q7dOr2Tay565mF6Z3x8te43Pc9CpfaNA9s9KP+/2DDLrbOn55QNt6 /7dpf6DMh/mw6F8R3zRjS/RUDFNlT5jI1/bS4A+Lyvoyxgrg5D7x3bzkuShu YZN9OKWXwPVQuO4XpfRcbe/aLvZ52Yt9Tp7tga3J76SPQifjJ53+3D16MbVb mfFI8MAdogCiAZI/CnhEDjQWwSem+Ff2qzPHruNETjTHBRsiusftPHT0UdOn ZB+abezN3RNKUvfNUr422XPdvTzZvSzZHddyk2l6izP43rewnm+kyZewPUFY gq4kZBKhXTA73tHN/Mb+bhehgCpKlPIAIU5P+A6b47aSAIP7UsoHmLdch+tu T5bxDST2XCl/pBL7EGMhXyux56/r5/v79ZhuafNhRXXLdEoKmfIdLA/gCd+S y5nafU1qt8EcVZgjKqK2V1St96B7ZxA7a4vkmRbpt2tQJgFDk6dXJF0mMBkr dqAK72sm64dh8PcJytV4El+uxiNxE6tdprWfVOkJscvgNL6/95b+wmmCyanP VYXYoUnsXBZ3ZY3uWtp0btFjC8xnYwS2/TQN0drWq6tH7dz1vJjCnlA4bvYS 54nWSXZIaJ1ct4/vFqOBQ0nhPuasHBatXcvV+s87hUdFKTzTqB/ULYfnd+zk y/ZaTfsFuqZ6lLftnsvsBsBzV/QIFMTrkK/V+0Jv3ZGPcJYn7A6lUu8T37mY sLsLVqkIuwOT3Z6ZuGsX6Y6XZbfjWvjt+PmuBT/APZDnTTv8rOmkNNfPP2tl OiOHg/bI6SjpERcwCAZEiYDL7Nhkk1xmR7ImauMyyzBEHl2bJ/wOQO4A5Obe W9/MdhwiN5fogYXcDWRtK7m9LLkdNp/jJ0U6H3KXanqjVY02XHy3qtNhFOqN pG4AK3vNHuR9PZsI4qdjRNLZSLobCbPj4pyGDeJnUtBEVSE16YkgkywB3cPi uK1ML+zCNbomd7zsthzHTTfmeLn7tpG+vWz6xrJu8WJnQGH6tl2ePxSSZ9K4 06R34WDNrq+2xx03jr30EieiwqeDfksuvPOC3BeaV3H5uUWeDpPjuleUyd0j x/XkDotAvrHBaedleZLKwW/wHr+D3yjAk0cwoBDHUgDX0sGZZDvNrBOwcZiY 7jLV/aQ6T8jumkznNN5HmF4C08sWpnuSxt3PlemlekyPH8/RWdh+a5TsSfMH zObFT/aGWZCbDvoDYU8/9ivZesNdNxo1xPDe4XO99pK80TI95bqnn9SWudPY Kczn3W8RitvuniWjDzZq9VqX4PP1eiPNOBAeJoapYf6d+ulExOhmfWU9uRE0 7qnTzxBM902CB9kq/bKDTULwUAjum8ncRvDaq/DM/aNBfqtNesOGL188SrRO Ntwl19bydManQWeEEBADZMFlcqRv3iZzCgIz1ebMbbgtLtETetvW3p6Zz3sJ y6tgeSTFut9gPnfrt9Z7cIOeE9ameEe3er2RxlsCqUf1/V38bBRQ2Uvugtd3 x/OTU/BUyEB6HfgMxsFzRyIpz1N289POGqrRbZwu7Km7luf69Ch/u/oJUpmr aN1ukUrz91E9Wn4XNdqyS/CeUBolFNIy99NKst6O5OJ4NbNHLmFyL1CA+2l8 rTwAk30zVdvKctu1ckbi40wz9M9zdLaman2k3xHuxt/jFt8iDuKi1saIyGSA P65wg7hokvHjCpGXmcBUhePuB1pioxbX9bibrrW97FrbyaXpLiEwgWLGTmZx WMRir0EW2xrnBSyOG+elepfFXX7mbad1yd3TTK1pnOErnrdyXvLNAHorbLod 1uHtLzwcHU56UYx7ZwPjJxXaWOyaV8bcogaaW7TSduuvtN2eZOZ8szy7Q16a 5UOtzfL/II87wdtIeMuXtkvC22YgvxnkjSQNp+QtTMNuzY5ZLg3nHuKU++5r bog7zWwGnILqHPwHrHEtGlUzGl/8YFFKs2hp49p0XEUTWznnEh80Vc3OWBFb Od12ClsDsLUCtgYWtnpmznWL2FrY+a7J1qgWWx1+6h2BrKBDxs+OpRjX6CIa O9H8GtTEufgMHfHjvXzhZ9oECw6Vn4Wr5EYr59w+NcfL3lXvuDXuq4+L5sh4 8klutxp9Hg/tGVCXnbZWWMLOes3urfrRnsljPTtMenJarQg9O0DPqtAzFHpy lexZWl5uj+nJaZWLZF+YGe8/+5xI6VoWuczHjuwid8bOkslHr372dGuudBu7 7NzzdpaXJaQTM7LSaP4M9D7x5MFkcQs62Snm8FYxSZauXFROS96wDhndBltW /7mSNyzqS8eL2CE1F7G1+Ji/8JTlY4OLWaePULETvzcLFQNceukEH0uAfAkW CGAB31y1evX56JurLlutG8kXQjMpiYqgIdLooVGx1po0R0Xe39We2fdBVIyE ioGlkHUPbTnag6aTm/myS01GJ97tFRZdP4ofOlftST1Lg/HDYwtSYbpjsyr7 t0oNs6+BBWejpWraRIrZ5+efn5gmwpq3bUfG7Vu5PVwOP8fOaWmYebkWkgvq URxsMBm6MeWIfE1CvpZMo4jI1yTkC4V8uVo11xPOkc9vZONG2h1OvjQv5DZS k/y1QfY1Rj7PkgfbM6vIU4/bXgUDA5OBtZOh26Pi1PIAXMdP6Jd0hTJPbAps +dDJfjWG8Vw9wkCDHPQ187rlQr1mxKno/OSI2BtjNueJ6PDzdfnrlPTR8w7Q 4dSmxQ1d86lm8Q1Voe2GKlAy3kftZVeOvKdoPgGyUVbqfdUuaEkfy6bEehd0 iIWt4KMvl2LTh8h24FVbpgVEHK2Co5GFo159jgZmwZpytGx+zTapABoiaYKK DdDR5Wzo8RVWdHZQm9a6AuODlL6ZEdsy9zkQKStCSu7veJYVY2GFWriloicV qp+vUOONkWHRnorMk1jLjRCSJuAq1HiKQfzEZ+7Z8Pl4yn9g7mhuOVwiFm6X 6HldWrhItNalga0u1c84CIvaODEX+/eIi0X1ab00SUzzwLlesuGpPdvI+cr+ FlCwJBQMiiiYa+m4ludhpRSsgmEB16f8kjMD8JiQDhdBLKRzXMmCCINpQ9WJ WedlWefYkiHzrjVzpwHxrlTEO89Mhu5hrAzrV6LphRFrZ9XLEs8xnoFch3l+ fH+QwTdXN0pxGk7HI+MqwrfWQ+Nbj9aBufuIHb6fIP4Gl+8edOo8UcSydaGo IA1srRm9gcHLLgXpPTyltvVwKEdjEOmoCK6RA+OLzU2gWllI1yGk6wTWm0C6 yEI6X2pTT24gcM0+amDuV8h++3jyKtmDmGUdn0+fdEIhH27ZAfmwPzDJeJlO jJftxOjdRV52d5GT5rxQuNeSedoHcS8yC1HfLERtOc9WiNquadiWgvUL0ZLx bW2WvJd/BHlUi35xryW0tl2SUrMfPtTeE8Y10Abt+drvsErNIP8Yn8wGgqhW 78WJN7o2Hwrh4hU0eSyb5yy9GL4SzKRrkVVhO14NENL5uHGlF5hXlnQXAvu+ tEg9yxWMlHmhefkx3SlUkuYMLXs1z/hAlsMVQ5AtKTFzhOM75Rte9QUm2Som 2cifU7ZWwLjAZJytyrQ1X9wGl37FO/Ltd9jHW3cjg245yjl5zoVFnNNX/goS XFno1nFE6Fa4svscC8qC50KGRZf3446Ll3uQdffnwjTAtyK65XIc755izvE1 B95mOzDTdSGmNQvTOMcFZo7zLM1P13xONjOtLDmLv4rUCbpxai6bksZwwga5 VVhGpqksEnY1Z5ZvCbt8C7ts+ezzrSW9bC3pJF8Zmctmri2dBTZqxTwqyTZX h7/3j/+K7W/8uJkBh0GpBpoltprRrfnsmUZqRi9bMzrx9byw6HpeXDNGksIs lxDiLWBUSTdIq7ih6WVXa/qyqZ/PZOkXPjG3qjGjkgvvvIYbJCzrA5ZVwLKS hWW+eYnBE5YF8jhjXr6V4g5KskXO8bLkIjlBrzInLmx5AcGS5VqOZPmLBjaW eSbL0oKxKbNYI5aVTJb5lqrR7UnVWJtl9QtGL1sw6gsIXvcrenme+XmeMaXK YJcraWrgkeOU7eK4bQt5o+uwI1IaBrbuh25F+vn2R/Yb4WrQKu5IetkmCI24 gPfqZzNWphniCbUiUGtqtgEyb08ruFQGlyLgOhQuhXLJJLCsykKpDZlBVbxy oiQtdWfN5Wzsy/DNag2kKNu9HN2zFPOnmllwEX8iC396lKUOcdVVvCPUzzc+ YhL5RhlYlK+8LI/oN2IN9zFa8Grk4fKn0T7Gf6rMC2xX1vQek5KRkCy9Q5c3 JYdF5EHY+QFNnOsgFnFHV3yeSaAyCDQhc1MV4bgJBCpZCJQmo9wlt9C8V5pZ 40oZ6Ph5BsVb7Erx08Uui3deMomSK2f1iGS2LWwFH1Opkrnxce6EjSXwKTT5 5NXPR+4hdu4ta6p4t5eX3e3luJZvnU++6tTxsoTKZyb6ULJbU5OKd01WQaVp DVKp8OL0EWxQNHo3k7W8q/VoocDYTGn2BbvdxBPTKbDRiT6C77L08+3BuDvo ZVdPjqv3zyX5SB8prwLh1RjhlYfHaPUBtisgV2Qhl2+5np0+W8iL11Ocp7A+ KksyyiSkPJdIVpoMFUKd0i7d2uwXrZ0qmX2SCZUCC5VyzXhbe8I9xAWUl11A OZnLYF72MpgTNyh8aVBku/KuJS/RxzMscvhLtGZ9buxp9EryEVocBbbF0efD Hs/S6/OyzQeHv5eZhs6mJDp8kz8h+MNPrxmW7ULM3t1i8icEzAOz85fyJ5Qv fuHH9ziBjSgkEY1Bf+PEc+7zTBQ88C6+DaBWCmqULRHYEpls8S2FnFdUyNVu nzu8lQps4WLOthoqLuRsXQcv29RzbKShU5L7BGRh1AzSTOlGGi9LGse2Geqw O3SOF699Lj+oS/KePdQ+XvP4+TVPfME3sDXo9J6oqFbl5sRs8fNscZkuJaNR Z7kA7Gb2wGiuOPgO83M9YQrf7BiBKS1gylBhSl/gtwogly1MyXXu0udiuMKU MC3QQnuBdu7zLl/b9ROq8NOhLX1vL9v3dmyMKVkYg/p69BrQBgcJQT9DC4Fs 6aaByq2wG157JVRcuVkaCq7tMrClMc7NuxZwZ+LnzZ3Pu21wCBQKjW5ct86B n+8cuPyl4pHRk7Nfzy2u2HTKMcnEaacEMrWCTIOFTK1Ad6swKhJGBZaFUXp/ uhc/J5r7dWxSRKayEClHpsNMOjYKMYNKIE4A4vhyGcmrmXkK67RGlzy167TD STopZ/j6bSs4M/Y/x5nDugBrvw8l3u3g52uzuDQLbaUZqBJffo2s3xiqqeLE 35fnZXsFTtwsiIQrli1HujzzpDwrSjvMlDYwZUCmgU3obQKMK8BzaDIl7Wfn 7jAL41u+2ZropXmW5YufJQjo4R0uPXzQowx6+BZ65PKK2+PCrIEO9eGklEJm 8Ja+NjCjex+tQWb0vAl9JJtotq+KrLUdKLAxxGmcIoHRi9YpxSluSHvGLXQe CFLIj3bwo1/2MSYn7OgEgquAcgRMlwDvUFoBgbm1PYzTCZdq9B4zI+k1p4nD xWiogXUVJncuHyI1QskcnllyeZZmWY9Krp43n+us8L3sCj++hJPjh5PelSXd spQkIxomyWFfqSkkiWO5zbjOnVMFnWY/32muT5GwiCIuc8Sr2SEz9hj4+T0G XHIxQVxzhc8EKQtB+ghBegO+zSZBIpMgvnkjZBSv+uk9D391OWUE+Yoq7Xnx /lPPQgvP3I1TsCYhx/O6hA48Cn30mqgmS/636qtDTCDMjYqUVsccSW70vHV8 hJpffr51HF/F9PNXMePlSGBbjugNAiUjg1h6YG56RSYsKrLyy3pJIq4kEd/k SAc40iuz641g3B+IrgLaJWC8DLAHcsnTlxswyjFR6BW/5zE9opQeJkXSHdqF DAnrXGAh70fgRWAWVoXZo3Zh1fP+cMOJw2wN16KGZ6HGsMOiRu2+cO19aA4/ noKZgdTR8Ebrz5caUS1qOHHHy8+v1+N9NKGwI5c+eA3imvUVUyMw00dX5sIl AbjVpEbJzCG8R7sS79FOCOGl3aww381K7hTiG9i9HhMiEEL4NQnh1S+njsxK o4EcYSuiUiIEJhGO+ryJYNs9dkTavV62V+U0WD+BAWb9FNjqJ/obcYCvKeVZ 4GVZoJcZoSSJ3GrcbZAHvcGD9CbZgUBtM+BbBpYrAHUg3eAmYL6qV+Qa/Xx1 kK9Pkg0y2cCEvmc+uSGUm3TSax7VbLVEvuaKiQ7HK2KCZ0kNblHJ1KNebs9L plqpwUsfd+bLva368MGMEMzg+3rawYzBdZjR8z0sn09jqgd9XD/fx433sPh5 atRnRmCUTj1cXmTJka4xbOSogBx9Mjsv6V87MN0JcPNyvCSZIu1ZdcarDYMX vLpG4EmJ4fDymvf1+yYzApMZuR1d3GkJ4epQ+JAuIbyizNBAqdSjJUSPMoNX VCLx6jow8d8J/Pc/fPwfwcasrf10yI1ZP39jTLz5MbBdxnDy1zF0cVS3+RRX R4GtOoqXD7bldWDmhb6AflmgPwCobQF8K8BxxSySeusiKQt4z3bnZrwNOMkH XlE+yKHeF9QHJuptWaDReujILBByCcCV7Yy2UsiXgB+ZgO/bM8Db9oocGcDb dlr1rN/6uePez+M+v4+xYO+VXKHwaoKf434/gD8U8LcAu70A4iZhQElaTa1c /nvZlbET6oQwm8yfcMErvpMyIYRvpoGwiBAhABAIIbyaZZEtDbg9XiB49csi r+aVOk+okauJmBpBETV6/xdQ44h1WQ+vFkIdVFQLdWu1xqzwsqzotqdK7j6p zYtQkkJ/8CJ9tnp/wLgViK6amaEjzgLx8nn27tDkgGdeX/AlFaTXF1LkN3Vb GpCXeXlAh5NmBt8kgtfjeuhw1geNZoZcKcR7OzxLZigL/LuOEPw/x4sMfv57 PV3bA8bTx2AcOfj7efgXr5P9/DrZlY6qZ1kp58DPSWGAfsB0t2/6C4HigcBz s3CBFwgtsoTmbBGYDPBkcZxjQFCTAUyANAF45rq4EPeupSL6nNcBjHuvqCIK auK++w27/1HcH6ELCP818Pey8NebnPxsaVSUBQJLdVRIhL4Ac4cQoSJE6IqX C/TKPzT4N2XWAgn8/Z6E/dptoc9lQeAVLQg47Pv/P/wPsxFkh3+tRlAB7m1L 4qAoAXDhMwyw5VVBk6wK+serggJ4+9L15/omkgvFVfPG8sCEt2eudxutanpe 3qfw9o5IVZPCOzDh3fF/B972a2A117t+fr0bXwMLbNfAuu3Ds90qgeCev6lc Nhy5FnTXLm/0FnACbJcJ8SEAdkkK97SHE5rALsm93E3m80iwOhy8iIt3OuIy PuhJGHfrV++NPinocKqYdPHaQBjv/pSf/xTOP/9rvYeH81r7TQ8D57kyPpCe fiRr2GwUJ/y2AcnNwHSHtDgZ56EF5748YC7FeXP+uTsE88BEdwNR3C3qWn7O a9NGi5S0TX946Lbtn+75rdb/J9DdaIfGK7qcG1g6NCm6+wCwfQDdVgnlfQHs El4FZhM+KgJ2a2bdaQDbsyw+3f+ixadXVJ74ZtMlsITttv/DwKZTM1t0nJrV t5+vvvM3cXbbo3A4wK5dnvQXYA8HYLskdg8GnMsWOPtyTaks9Uj6AF5S7qJB C7gm0YcN27mSxG1wZXlk9qJ5h1uS2IL2/wq2G95187+ObT+P7fimMS97wclx 0+fO2PuKXv3COzIvNuk9zATb/gBwG6DcP94zxiU4vSoJvAOcFwHe/N1/VYnW bZky5KLYjTGsfUvIbqAWqb2i7BGsLV+12HC/sBDWFVlRHnlYN3C3fQOwbnjf TON7yv4TsLb0C2uvKHOVdg7YxwCwXJC0A8S9AOeKuXosy2bIisC53YSzXwRn r8dwbnThWPv65yGW1g1UIN0fyHzk4Hw4eyM/Bzg7XvYWE6dmhe3nK+z4ThM/ vx0sLUMahXNaWvtFcbqvwLkXsDpIMD0ISC5LYA6lwcdIbjGR7AmS/fqBuXa9 0egi8XBaIF5Rq692vZEG5v8Mkl3zK9H/zyK5sAViWyQ2gOQRwGo/oHYU8FuV ZWBFrr+0mF8qjC2u5DrUzvooBLMtLLuHC+bD6Xh4NYtnW1hOwcxhufv3Unxu YD7iG3N7gGM/f9Ofe4gFRuEFyUZxbCswSub2XL1Di+B6LIB7TPxtZFxD06uS 9DRKAua+mbLiUnzHlgFizxKR3R6Xykemu9HoCtCzRGTeXRtaIvJ/F4iLd9f+ fxLEXlGVnAbjQhAfC5gOBWAHALrNAt2qQLd/po6oC900/toac5/LKi99Dn6P GnONxt/sF3Qp+df1n3yDGXO5enfaMfP0q8nHnIlXfdSnP5wwVX32i4mD1GdX Tp5b5/S+OH1KwekffWPs4Z3eD6dPLjid3rCdPgmnD27k9P44fWLR6bdM78np Hzx0Yu70ATh9PE4fctinv/bEKT05fff62bnTB+L0cUfm9HVbzu7J6RQ++PR5 ON0J1TuThqu36XiLjjfpeIOO1ycOd9VrE4fRZ16dOEy9QsfLE4ZReHqJfvrq xQnD1AsTjk4OVx0cTz8OjD86UPvHH+2pffj1+fFHszCDIMwYCDO0WJijIYwL OVwI4UICPTlNzNO6mMoJMBemwkyYQ+0ddxT9bQ/9LKvd445Su8YepZ4dO1Tt oGP7mKFqGx1P07F1zBC1ZfQQOncz/SyrjaOHqA2jhqj1owartXSsGTlYraZj FR1PjRykVo4cROc+ST99vOb3VsXnuPiAh0/S3zAGxsKxafQQj4f3MBVPSQcJ TQJ46hn8IHEaNwv9DlV3xOqQOPTTh1YBxqG/ZhXjmV3I4EIYpyTqZVXMqBdr V85rx6fh9HV0YIhNYrVA1HpaW5ZkicVyutROsvxz5IE9+oB39mlPQQ14DpB5 MfYoexYeJqCpt84cqd6m4x063p03Ur03b+RQ9cFZo1JbjYatjqppKwyuJydR CRgBZCAf5aTgMzWOX0qFcQF0JzJkysij3p830jlDhBoMoUbVEepy8/SROP3o Rk4fgtOPrXP6qTid/EyCsaAw4JtnHKveoOO1uceqV+l4+fQRrnrx9BFOk3ph zgh1cM4x6gAd+2cfo/bRsRfHacPVHjp20/HcqcPVLjqePXW4p3bMIptsx49t M4cRfmfSq6dnDvPV1lOOBsRPOVrpf85cEXoEhB5Wi+oQup0t+m5G8Ldywr8y d4R66fQRLDUkhrTPZ6QlSQl5JKvTB4JCTkgI2dRmOjadfLTacPJRat2Mo9Qa OlafhGOoWkUH/sd7+Nt6OjbSuZvoM9CIFORxSGWMCXTDAjtpoojNs1sLsFcL BMHInHQiiUnawsQQGkb38dOFHj48QX+FWvSKTXMGfg6F0Y6pYzQaCB9MbECH j/ldWMOHNHRC4rqdsftYbnobdtmmdXoaHoTzyqwqVN7YzUxiItKI3nHxJ6cf nwSbwraw8TOxfdj2mLLINAdSc7DiACV8DF+/+5XR6j063qfjgwtGOyPVR18d c2ZPrIKRd2rFdwGzz0Hz3YlVKgyXnKdYpIyX4B434x5ISAgk9UlOmuOdL49i KUlC9eEFo+eKkEdByOF1hLy8Z6dfhNPpTZqIJ4RZXBjIgwwuTEZ/hUhv0yEo OhpjH42xhxePPYPHHsLjQiGM8hYdb35plHr9/JHqVTpe/uJI9dJ5x6oX6Dhw 7rFq3xdGqOfp2HvOCLWbjl1nH6N20rHjrGPUdjq2zRuunqFj65nD1RY6Np8x TG2iA4/J3UDHejrWnX60WkPH6jmIuvSKEih+rMMPOsHFmSTs46cdZQaUhrQa zlqNN7R6W2v1Gmn0CjSi40XS6CBptJ+OvEbPam2gCbRINID0a2PJWQNoAq3w d2j6NJ0LC+CzsAgs8xwde2jcvdpymA/zYn5YFhaGpSEbWd2FoFSHvaXFfu87 Y9X7l4xTH9Lx0aXjWtQnl41n+AyDMY6qYwz6HQO9GnsTgP7iSA9TurCBBwHI VIlz92sH79Xm2KNNAhUSRz+rVdumnZx3cMa53UwEU8KkiYkwFsbFHJgvMc8L GdPALG+Q6976UmyPxBYfXzpurGmLobDFMTVtgcG1AMQi+ump7fMoQJAwHrRy erNMO7VMe7Rciev2afkOaBcmcr6kXQjSAGaJ7yDrB7HfThdZh0PWIXVkvdw8 fTBOH1F8+hdwutMKo7BxMPG7BJy3vz1WvfWtseqNi8eo1+l49aIx6pWLRquX cXxztHqJjhcuHK0OXjgK+eobo4iP+78xSu37enw8//VRntr7dULL3q8BPXu+ NtJk5DGQblAd6Y5n6XrDDAxnSPXmt1KJIE0iCcmAWXmmXV8dqXZccKza9uUR 6mk6tnxphNp0/jFqwxePUevPO0atO2+4WnseuY/ecKr8J5yCU/GR7V85lj/+ LB076XiOhttNBw1NyrJWNBMJC02hNR2xFVwYxIU8Zzas5DGsZAcrCZ9nFX3t 4lhJKIiJaG5WEBJBMkgJaZ8hqTefPwL6uNCOiuiNWqlnMgolymCI57XsGBoe hT3hbUz9Dh1AwYc/nqA+/skE9elPJwxQn/1sYuNKERwAqY/0QdByoZwLgLlQ 0cUELmZyRou6mP+1nG9fjFHG/k0Qlvcz9Ev8vFH7WfuY/8fveXvAFokdDmg7 YD7Mi/mBMTAAtoAdyAYTxQYjYIMBsMGxNW2ACdZpIQh4XuwgEsUD6KiUhtMg 1VYtWQK/Z3Pe2osDwCP1qRg5kHNcVtgPfjyenfbJTyfM6ZnA38Pp9Capik/j cPjTx+LT/et8+gz+dB/+JAz23o/Gq3d+OE69efk49frlY9Ur3x+rXqbjxe+O UQfp2H/ZaPX8paPV3ktGq93fGaV2fXuUevZbo9T2b41U2y4eqZ65aKTa+s1j 1RY6Nl94rNp0ISqpjReiutrwjRFqfXzQe+u/PsLDy1TWfpLdfPXZVVPsAk9n gY9hdT8ig72fEfi1/4mFfUELmgi589uxgBAOgpE4mJ6FIQFZYAi/g86BQvgM PgtFMQ4UhwFe/l5sEMzzBs331g/G8dzvkgxkOFLqgysnEoA+vHKS+ui38fHx bye56pPfTYKHfjdJffb7yTjoVPrJqo+E6n1lJRkVqz6CVT+KVQdW3itQ/cBl YwzVd2RUZx+Q6jBBXm18Zt+lsbovfY8ITWMCA7Ga49nUUIn0ICm6y8+NuEqx /G0s/wjGGlwHvGHMd1mP8ertH6S4gz6vaNxBnwRzz+XcCR3gwvUZvZ6+yNRr zyWjDL0wLuZ4W+vF3PvtpMkWlQZCpaZileh3SKjRjyLjYqI7CYauz0UxspKD zI9GChEiEjdAbIgMqsA99Jl4EMruEB+qQuVEBZiCkUgqvGqgkBHIyAPYThNd RkGXPtClP3RpqakLhtCgJjHoJ36Md0oJwvmAy97/zURgnecj0/F0JDIQTr/y 2zjl3V9PVO9cMUG99asJ6o1fTlCv/WK8epWOl38+Xr30s3HqxZ+OUy/QcfCn mO/AT8aiIPnJWLXvx/Hx/I8p2+z90dhUk97QpB80aSvWJBZnIIsCMd4mEV7/ ZTotTcfD7/3RGPXcD8aonZePVtv/Z7Ta9v1Rast3R6mNl41U6y8Zyf9vogPv Pf29Ufx3nPcsnb+LPrf7h2N4DJIwFpVkT9Q4qFXDQWq6mDinRl+o0V6sxjRW o4nVeI/UgBVhPVgNVsK0EAHib/v+aBZx82WEvw2XjnRaWGq8DUn30GkkIWRj iV4mK2AoWAXDvvPr2J8fXTOFsPK3qSzpaEjaBUn7QNLOYklHFkgKYyeSwtDP 2iRtUlu/G9sVp8AvsN1LWkLABv4DlD7482T1yV+mjBAJPfXJd8cfK2L2gpi9 isXsw2K2CUwRzKA1tH8zI/KBjMgJNp4hkSHnJrvYOD1rWIvYU0TsCGIPE7G7 IHbvGsSMmERALx8/G5clDxEH9PFYak0eeg8/S+x3mxZkfKDbBczJIKSPAB2n 7MhohWGzzkjgAj9/eA1rNg2a0SL2079Owa/qYzoISfxnUp5Kx6sne+qdP01i 7ZugPTcLO8RptbT3WOs9Mdccjgf03vM6RJDGOnQ05znHn6shNuR12CtUyEN2 vE+iQlL11h8nqdf+MFG9/LsJ6sXfTlAHfjNePX8FyfGrcWrnL8aq7T8bq575 6Ri19Sdj1OYfj1YbfzRabfjhaLLoD0aRw9b/cBR+5bfx5y104NSnf4L2Dn2Q TdEKUwwUUzAQ+hSb4hSWdYjI+i7J+jbJ+bqW8+CV49XeK8ap5345juWjyVgA CLNZC7CNZN7x87FqF+kAXaATdHuJdHzl9xN5LOgOG8AWH9wwVX104zT1yU3T 1Kf/nEYLr89unn5mnM5J+AEifCeE71ss/FQWvjcb/v0/x4LDwJh4/29iwz77 89iomzJCQ4ltPxvDRt9L5+zXwr76+1hQGIEEHCxytUOu/iJXB+TqVyzXKJar wqB972pTLhhmr3Y4DEfyuBAMHVQSDWLBjrA5bA8fvHHVRLbdhzdOpTVSIlOH yNQOmdohU/9imQayTE1sK0QP6JgFJCbLghGCkHNdQI5U2apNlsgGNfAx+Bay cUC6adpUEa8L4vVtWLyAxQtsfEcNrBnvDGBbwiDwVZZI+34d23X3L2P5AUjY Nw9YYAFA3pXx/YsZoEIZYOnjm6Y5o6CN047XDNp3/zFVvX3dFPXGtZPVq3+d rF7+yyT1wp8nqv1/mqie/+MEteeqCWr3Hyao5/4wXu36/Xi183fj1bN07Pgt Quq2KxFSn/nNOPX0b8aqrb8eG6+pesFQfcRQbTDUgJqxC6rq2OBwcIgB1Eui w6buEYJ1hl1A5L0Zkr5w5QS2Y6L/m1elRP1EbDAQRGXSwgZv/X2Keu1vk9VL 10xSB66eqPb+MdaZ9IReauOvxqj1vxijNvyS8H3FWNaXtGdb4Ly9ZKd9ZLOD ZDuMATu+8tdJbFOM+/q15O43/z6FdIW538HxjymkK02u9zCQzXqZNmNw0Sc+ I9Tof84cqwlnsEq9Of68f0Ps0qw6EBHibvrVWFYD/0OF7aQei0/q4jycD5Fh jveup5h2x3HqkzuP660+vet4vRmCxOyCmG0iJtcSEaQsjGkkXAfbGoLBLsAX Jt6u7Qu7rqdjyxWxXYE1CAV7QiB87sPbWZijRZj+EKZDhGmFMB0QploszGgt DAhAHhArQSCAHQCHAHAyBIKl8DtIAGFwfsY6Y0WYARCmHcK0ijBctjYXCzOU henqhkKgB5MlDExcByuBbVnr4FxCF0Pq/dumq4/viC1EOQjew1vv3DpdvXXL NPX6zVPVKzdNVS/fOEW9eP0UdfAfk9X+6yarfdchIu29dhJFq91/I8f8daLa 9ZeJaicdz14z0dEbJhL9WqBfi6wuWov162T9+jAsEW1gNMhJRGCZgQTID+bA wAkaYHgwDrruSCBKdoCTXtQQBSI+uH06VvqkbIXR8e6/Y0Vf++dUVpAUY4V2 XDNBPf0nCjF/oCXG+t+No6Sx6Q801R/J11dP4D9DX5xKVlDP/30S2wX2wTAv 3TDFhdFwqYDM9+pNbEarWZphllaYpb3YLLg4RdCDFmQBMj3ZAJdBr4ljL7xK ZHRhFiqSAAI4GwaA42EQGIYQilj5yzHotWVCEv6O82BQfA5DwtAJagkgw9hm HbAf2wuAgMJwPAwC45CZ1Ibfj1NbroqNBDDAOAfIKDgfYHrnVsLt/OM61UcL TtC7EMgabaY1eDHdUcMaZcYAfAyRgXeIDbWBi/1xVMXeFvpZYislETYhI6yp sX8sq9aOQMFwgJjwIXwK9bb/OYYC1CM4sGp4H+pDLZiDVFIf3n+8M0j0Gix6 NUOvJtGrs1ivKSxJG0sC4d4gSQhJLAmxig0LKTbT/0AgjHtQG/cNNu509cF9 xx9TU4hmCNFVLATHJ6eVBXhTexqsANyfiRmh1v12LHscptjzt1gIMAjmIwGo lCYJaKn8/n3Hq3fING/dc5x68y4y7Z3T1at3TFOv3D5NvXTbNPXiv6eqg/+a qvbfQkrePEXt/ecUteemyXqvBsneasrOHaNexbIPyxnw7X/FzIYRYSwYERSG ERP5QWG4EjzF+e/dezx70enLXoXYEPeFW6eyiM/dOFlt/8cktfXaiWrjX8ar NVeTOf48nl9v+ssEtfmvE/hvz/ydkHPdRD732esnqV03UGC5aTKpODlRVV+S T9RsgppVcRHjxFWf/X2qXdcBGrZgJORGjHnh+skMFvgKum2+KtUVvtulGZn4 C2yEvwawwp2AsHqbfPXaHdNZYfhj5w2T1NOk0IZrYmXXk7JQchsph79BoQPk Q/gT/sXn3334RHj/kZMKVWySgBcUq9jCKvbuFqgBSagKWEIdqJWwNK/yzozK cDHGeI/GIlUHstZtrDUQCjRmNU7ci//xe6ztFLYMLPTmgyeo9xad2FcUDdTH F4/j8N5ialuFtm3QNirWllIpFENo0WkUSqFmvnoCZXwoB+wiCEBJKIhom0Td JDXhc0laQuQF9qH4Gzr6ghfk88GsfCteqrfunq5eJoyDhsA3XAssQ3n8D/xm FYeLSXFnqGhegeZc6TWL5hXRvAmaN9XQvIXdAinhXhyQFtEH70NqhDZAANEE tCSWQvQRrEUz/woNKHgw8xKwQnqwEMwDSMHkt7T0/SA9TU2v1dsPnajeeOAE 9SpB4aV7j1Mv0BQHyCr76Xj+zmlqLwWt3bdPVbsIIjvp2PGvmL0t0LtL9K5a 9G4u1nusDpMJABEaEQ6hBeIGaLb26vEcX+AT+ADnwAgkdR9WoI96i3D48n2x wBAUQm4nV26hYTaS69aQQZ762wT+f/0/JqrNN1L4ItY+c/NkPo+UUc/eGisH JTHGXlJ6z+3THN2RIC07oWWTqWVFSufWYi2P1T4C0hAg4AdQaZPWDvSCzxAh 95E4CCSIuu9QEOnFKnawj0C3V8hSUJNEY7GhypprY9XwGupADaiA8+DL1xbQ vEvIx4+d1KzeWTZDNzNIpQ5RqWKqVIFK7cUqZfPbGyTqSzTlvlvS5LCFrJ1A EK+hGsgDtcRxzawRkAaJ4Sw4ZxWdvva6VJvnbpvKKITmbyyFuxMVOkSFqqlC GSqUoUILVKAAe+O0osYt9Ghn17yjkx0IDhdBl4RKcBOS2g7Sbc9NabyH7joK UpiGUk1MJdDo4D2xm54mpME9UAqv8R7cArq99ehJg0WfLujDTaaKqU9J9OEY UirWp8r6VFkf+AZhwZrASRbtI2zHu3ocLh1dE+c16IxzoCPIRvo5/Vm3qnpj 4QmsF9iSQG81HWDZNu0sOBSf6Q3FCCNvLj1Jvbr4RPXyIvrsg8er/Q8cr/be f5x6bj6Nc/c0tf3OqeppYt3mf09Rm26dojb+i4Bwy2TdFiGTtImLy2KSSExS hUkqxSYhwCCkQGNoBi9CS5APxEM2R3gBUlf/aRz/D28XZXkE2cTryPKD2DIV vOYYBOJlPY4Yg1ii4dvFRukCF9Wrj5yoDiw8ng3xzB1T1QZSfM1Nk9ST109U K2+gj/9zEgzBRtly2xS1jQy1gwy2i87fc990tW/Bcfx5MipV+g/Fa+reYrGK WKxsWqwCizXVsFiFMQNN4X+ELPyOAI3Eh2hLoQmYH65hAeUBeWSKJCpBeUAD r8FvwOK1xSdSkRXDgl6rFx86gbXYec80tZUgsPbmWHtYAXCAtoAKzgOEXllx cgvuktB9FdK0paamJWjaUqzpKE3ZRP59pCbkB5wRh/A/ft+vIymcTp7rYBWa 4E91kBwA8SHuU+S01SQ6HAl18D7UA/JJ9F4iej9T9JIpeklEZyd56rNbpxeV +7H8yA4IJy/OjwEIeuZ1gG7QkUJO7IIKM5NwwwCEvDA7dADgwEyA68VlMwaK 3AMgdzPkLovcJYlQkchdhdxBsdyDdPyH3ZGdEFIQOkCWDVpu5AIQCe9nZHcS 4em1eunhE5gJYM86+ixYA+Nvvys2PDGsE8IT3EgP9fzik9QeMtUugtOzpNs2 mvpp4uxm0n8j6buO4LuapltJ+j9BxHvwr+Nrq526KxK1w2K1e+uCC+yBuwCp JJlD1XXXTRSXIZqiFgFtXn+AVY9jR5VjxysEKTADwRMxAqyBBRAj9twXQ+7V x0+m+hbq98Zr9cJjM9ReijlQfStNvZ7UfYpgu5ymfpw+C9XXEno2kPU2kUdw Dky0g6aHyWA6mPAAwWbf46eogytnsnlc9dHXxvSHjZqKbBSJjThSl4pt1Mw2 KjGkoTcgjbCSrekIGi5iCy6HEUrwVlIpvIjEupBZGlcKTpmjByIJEksSV5Fw gBz8jaip7dTMdoJ+0BtwWEnMWU60ABzW0mdgF/ztOULefjrvwJMzAa5Vs9gS ISzRRyxRMi0RmpaIYImmYksQr1/UtRH4Cw3BDxSuiKmbKCmBKwANYi2lYhfo wQ069DbwhDCQLQSBOeJ8f20X1IQIX8gnyC+gPzCE35GoX16e2KWK1+x7YAE2 WEVSwS6gCuizm9x18NEZwATVrIk9qrBHh8UekWmPUOxRhj0C9ekdxxUYpVmC HIICAgd+h9uRfREkgBpAAOohQiNoDNZBA78fyETs1ZmIB4hw0Fh8Yqx1hTWC t9cnSPhnzBJYACyCRUjjNiiMfXhPzlS7l52sdtLHdiw5ST1DRtlK1eAmkmYj SbWOpFtz73F64USm4XVFVUwTCVQCMU0gpolgmnKxaUayjiUOitAPgRC6QU/8 Dr0p6bazbiXW7RmKIIgAYP+We6czy/H+C0/NZFBTZQyi78KppMtG0oPkV0+Q OR4liy0lSK6g2PUUmWM1eWEteWADmQv6bqGh9GeSNRQp3GoqHJpYCAULgamw qz655/ii+35iz8LbyGUIfgiK8Ci8i5ICnsXfiNxtWnvEQnAYMQ68XkEWeJI8 DCuQV2Ptm9Qegj08uIo0hKbQeBlBfyVhD9pupoJgO4HgOfL67lWzKmrfutP0 8oq0bSnSNjC19SUmMvKjYm0HsbY+Z25QVOPYhaOdgCMcMsBu0uJg7G4n1rjM kQ0RHNiFvxHREOG2EQbw/v4nEf+gdhmv1bZHTmJnPwamk4UAXoAaJtm75lRA Q+vaIbpWTF1D8WxgepZzZAhdS8W69tHpDon+1UyxCO8myR4K79CVyksUruJs HyGkc0iCsit0attODNz3RKokvWbfAdVAMPwKVEPpp5HqHj+FjEdKOqF6fu2p atfKWWo7seGZ5aeoLY+drDYvTZZtpH6zqB9Z1Pcl6PtSGbH6IdT31Uf3n1C0 szEulhG3oP/zmWIZaX/VjROlYE6qTjgfMYAc3qnRno/eMMkaOnVHbJLYIiXm OtD+pOY3OA0uw+30t2Y2RrN67qnYEJsfPVmtJ5Q8RaesoIXmUlooLKJFMf5f Th99nBagTy44QS29a3pykTuxVLmmpVJS+LBUBEsFsFRYbCnKVKiLEAaSxSYM BhYkC07ke1l0Uo2zTS88yZBOzKCQjfq0Lt1hbIxBwOqjDbkPUZ2GAp6SZID0 t5PigBgyAnQ4ACJQgj/gzrNLZwBGFFRiK+5cOVNtXDJDPUF/e/Tu2HJL7ogt B6utffgkQIzhBug9u34OMXznhtP1Mo9M2WQxZSA1ly/pIxBThmLKqIYp25hj wBZKJXAN2EIeQZmAYht/hxlhTuANURfcBO7IXP21uegl5xQU18AcqgVE3OfJ Q5RjEtxRCuWcCZM9fkdssvVkFrxHJquyxcoIsIw54A2WAs7weiuR8dknZqod 6+bArtpCfWGhKixUslgojUq+aaFAaBnAQp76cOGJRW29ONagDMxiAkEVxQGl mLg0pHNQGSDWgFFLKc2sJIejInjuMUQ4qFdSe1afqp6mPLKaGAhAPEL55kmy wiYCCQGgHZqRDNvWzFb6X3zvjKs+PH90H1Pb0KKtDQ++4IG1DYq1PVqnEURW uA9pA4sFaIwSAm7F4oLcKlojwqIGSLRGFkVa2b16lmid0ADBAhojkCCo7CCH EuT5O/1cBn9FPbN6ttq88jS1fsUstfrRmerJxSerFQ/NUI8+cJJaNP8EteD2 49T110zUlyLIKhxwKiYGAotV/PpWIXu8v+gksbx9T8lgbSQsNlFdoJrgSlmH Chhpt861rdpIe8mgAH4SdJF+ABWCg1PRRqJ8y3Fg9YMnMuqB/lWEfMCFUM9G ItbSS7XpyVPVqqWnqMcWnqQW3nk82+TBu8i2956gHl1wEtsLdoP9YMctZM9N 68/As13YbmXYrUPsFtW3m29yxzft5sJsdkj1z1QmsBYyE6psRAquTBZIhe20 aWsRvLgchbWW32aECW2tSD1LZNuwOIYUomoCKXrfiU1VVltXnabWLpupVjw8 g03zwB3H8f/4He9vWj+XIJoYpQVG4Yq9XGSUoMgovhjFg1F8GCWAUVz13pIC y3Tp9QfyNlLOLkovaFRgZQ6ywUKoWhFmaLXawcYJhW+AEKCE9ENQatJFDHL2 cvoTEJSgZ/vaOSVtkm1rZ6uVi09RSxecqB4g5Dx09/GMIqAJqNq84QyHn9pN QwEx69ecrlavnKOeXHGaWv7YqerRxbP03lPDWGGRsTzTWNzm8oR5XBQ5HH6Z eHTEFAxgNmwHIY7VZmOLXtMjZMGKSfWDygcVMFgJdiI7IYAjUyVr+nadmoA3 CtJcJCI1JQzlMLZqVhzFgjg1LY2TOcxLaYrcB7uGbNcnFp3MNgW8wLqN6+bG pqyqtatOV8uWzlIL75+h7pt/krr7zhPUPXedqO6n1wsXzFCLHiKXPDJTLX/0 1GQhRfZtFoYGYl+/pn0ZjC7s64l9/UxkI6uyZRmWAdednnqLTFfbyE6X9JbQ NwFfEeGAWNgbaQJRL9tiA3KT/gHQDJ+ggEJaIQj3zgRG0Bsmh+nhArgCVK9q qiN7gNoomjhfUuGEEgH5oqTtjwj31JJT1OL7Ylw//vDJasPauSW2f5lgPJch DBvD/rA7Xq95ag7/bc2ms2iQdVvO1msdMn6TCe6wyPiexfiuaXxXIgEjOoDF ycSvE5Pr2L2VbYpVHKoqZBfYFrbE+4gW0rsj28InSM/AN+JpPzZywKU9ihEs flDq7+Zlb2xcgHoNFSNUv3PGQfZBFoJxIzZuiVPOuuWz1PIHZ3CaefieOIZu eHwWgkSgjUyxQ616cg4D/eGFJ6v5d5+o7r3nJPXwg6cA2GrdakQgMjKpuXbz Weqp9bGS/BCCTtPmgWlz34y+bpHN0+jric1d2NyFzQOYHJvVCFC1DT9cwxPr 4Kd1sEUmQksAeTut8QNeKcFqgCYsSVWqzkAhWw6hFUkaiRkJmbJSxBaLOMLC MrDUgw+cjOiqVj4+G8ilv8JSJUBTLVs5Vy1cfKq678FZ6u77T1F3zD9Z/fuu Gfhfr07JeFWL8TgaexbAemI8T4znSi3sm8bTMQJ4hQEDGBD3rhF0aptxaLLm pE/CjKgNwXS0GtBZQR6jCNCsLYkVEGp9WBIrIwqq2pIBWxLWA/5QCm59CjUT zBggj6tHl8xS8ymiPkKRFEArsfmqatWGeWrp46er+x+apW67e4a6d+FMtWTF HLWcTPrEmjPV8g1fUE9sPlc9ueU8Ry+6yJYV2LLUoC3dIlu6YkvPBKImP3AI U/psJk8dpAqwtkEHZdae2UU88AmWo+hu0ZVAstRILLpuEVs0MSgRPDUoQZMi qBiUMpdaQuERBsX/K9edGYdHjccVq85QjyybreY/MFPdfs8MteDhU9VjT5yu Vmz8QgRL6turPjhrVJfFmoFpTd+ktSd1gm+xJodSP2dNP2tNWMiHKbF9ft1p dQzaL1MCIBdtWpiuTjML+hYdLVGjoy2EahNVJ6pPVKFUYUkqgmE3PnEqlwOI lCi1aEET6aqKwKkeWxKXArAvOE8gDTLmBV5Bc+AVJn5oCRVfT80FTkMGqq+W rf+CWrj8THXvkrnq7ofn6BvDyOCcu0oW+Po1De7WNLgnucsGXzcDX1gcpnLx s6juTRvpu3RDAPhNWq8IDmgw6zKgVcMZYRZBYfEdcbFvLItiq6Omh8VR42P5 k7E66lgUWchHsDhqWjJ1bPWQrb542RwOrAiyT6w+Qz2+6VwGM7l96eqz1YJH 56rb7j9V3TJ/lrp38elq4bIz1MNPzHP0NRAyfauYPioyvScdCVcihycpzLeY Po3CHIRdjsB+AnQ+yO5sbg9P/7PbPF6HVtnmOzM2h62xaEccgc1R8YIG0vul YIBqAC0KxBC0Lagc02VvGkSwjFhy/4nAvQQR1FWLHz6FQY4kJzUW/W31xnlq 0aOzJXhQJHZiaJdgd/XIyrPYyP8iY/+bjH7fUgpI5IQlm7/kqaVbvqwXbGT0 ZovRA4vRfTNce2ahfOhGd2F0F+YoutsJlm/j9hdar9lLR0iJuLgAy2e9gSoj 8QYqEGJBp2YBBXjupKB39Njdx3HfiFhQyWRJ1BsI6og7tKTL+ON0tXhRHNQR gFZvPMtJ8E+vGfOINPAJig0K+oHGP8V19dDjZyLSqJvvmaXuWHiaeoDw/9i6 c2gI8gdpvWjD+WrBU+emFV2ruCfqsXtcM5t6Re5xU/d4WffgtlaCsM/xiBzE BzeZtm08o7AhinIEFwme0H0H+CK5GISkgBoafsKCBQsVZGBUg2AM+ah3Zp2I pIBIhbUKLcmJerGD0NhDaEJBiHV3Nuuidk7qZtTQRBIhDDlD3XXfKXw88ths xH/H194BYRYRYe7S3oGXHnp8nnpk4/lkB3inhNfqgVXnqnuWn61uXzxP3bxw rvrHPbPV9fNn47W+nEUOqwqfwvoOy+UPW/lT6DA3LX04c+jswXxy+Avd4Ss+ yDyFm4mRJcAn8ApVETpqgzNkAUGQLpKF4zOrZzexL3wpzNEto6I8ccMWmhGp 4v57T1JPLD8tE7d8dgO4AY5QERTzo5ND03wKVwk3wJXFG78E2yNkqdsWn8kW h7Vh9X8+cDq/B2+AM/dv/Cp/8+vCLV9z9ArUcEVgusKTJVHqCoebAHBFcthc 0q0N0N0lcTb32fCrtlBxvOU8HK5atuVL9PaSrV9RD2/9Gh8PbP2Gq+7d+s2i m7j0CnN13DbJekEnbydxBVpPqOoX33siis/YFT67AuuhBffNQOiKNBlQfqKe R7ZGFllGYchjV4Tq0TVxqv7Xvady5kCYWrT+fM4aTjN7418Pn6H+/ciZbPn7 1n8lsby6d/0F6s6nvqRuXXaeunHROervC+apP9w6O/ZIp3gkEnL4pkfS4soT cjh+7I5bpydHLuk4vnS/0Ozq7gpXUg2dunbL2epfm7/H35HDzwH/I54IHn9N w5Vrr8ZDqvn4+erriq4tx07BtU70UJL2KZyCSyypU+LF65rHZnLXHWUV+EIe iTRPsNwHP7iHRcXskytOk3yC5T0WBPcsiEMWKloKU7GTAl5wcXq/N07t5DSd R1o4St1KHsIBrzyw+WvqhofPVtc9ME9dc/dc9bf7zuTfb3n0XHXHE+er+Wu/ ou7adJG+9khOKhfRxi10kpd1kuNa8o7DJTAvg4tL3qQS0OwBc/CE9v954nZX XbTkEVdduGgp6fn1h5arCx54ko8v37danX/POqfo7pc0kKEDhgYNuo9bYk81 66SCSyZJ8xFLuY2Pn5pZG8ctBhS+Dz1wMgpfiWZJxYs18bKVcwO9tkA+ueuh 2erOB2eDLz47pl09tPaL6o6l8yiIzVE33X+6mv/4ObGDNn1VXbfwLPWvx85T 89d8Rd2x4Zvqni0Xwynq36u/rv75+AXqH0u/pP6yUK+waUU8e2SHuCqq6apc ssnwiZxkc1QgEU47K+ccLgFcvSzYSDhFRMNXm1y67D5+tP/pVz/vqjm/3++q 2b/GdwGc9vMD6tQf8VHgpr6JmyiVJRf3EOmw8n72yZkt2k24HAH3wE1w19Or ZoubQCasS5IWxtpVp4ubsDhBkQw3UaGcLAFXbDyXFyRIPOSmONOHXIfdvexs dhFcdefSs9RD677IXwBA1F4AbxGVbl7yBfbSnRu/Cc+oP917jvrDXWepq+// grp20RfVDcu+As/phSU5rM10mF/TYWlzJMMtcpaTazRxdYAHiVPow5ISxQD4 pLM/u8mFl1yEPrIWMhKlHf42BKIUf8nIzPP34SsE4q99OO24bfxVEDTv3PEb 6qz+O/VFZ0RDXItE1cabGe6Mr8yCa9w2WTPbSbxIS30hG5Y+6RUTn9f2yFXw IJUKUaZqwHoelQOFviDjQKwiEQUpTcUpymee3XDvHE5RFAx9dlwzx8Fr75/H cY8dRzSDs25c/hV1+7oL1S0bLlX/3vxddfO6S9T1K7+l/vbYhcnalLzHa6VI IqNvpi+b99IFquMJ38h5Tt57JSZb4kFERBTbCIBgF7nNhdfctIgI1V1bvo0U xRGQmIbvflBfH/yQp3418IZ5Vk+16Yuk6AKgmICX4CGsgdB8RS6jhWm7Dr/r ls3iNRA61lRP8Lda0JArHot7rZS2dIPQ40YgguCSFdh6EecnKig4LyXV9JJV ZzmeXuegakAdd9+TqMDhm1Z1/4YLuGq49v4z1a3Lz2P/wCcgFYgEv/xz7SXq d/d/Wf3m7vPVlfecr6564AL87uilLPmoSXwU1fSRa4bE2Ed+1kcSDdMuOOX8 JB5mXYSCghzjsGdcxEIXpR356KZNl+MrMJCdOAQSu9T3Bt11jtU98VXZChMJ URBXZ9E3WJPd5oDLNtjrsnp2p3YTIiJKPjRsNq88raJphPYjchWqigyNsk2a x1efkdAIFR43ZZbMRaXnaz/NX3EO+2nh6vMcT3PodqoX/kGp6i/zz+AAiGov 8dUf55+jblpxgfbVd9SV8+ncJy8my1y3/nIa4fqNP1DXrv5+dn1r+Cys77NM VIyMsjDjtvRiXey2clIWJqmMYyPZKXEdu8uVWpxGBrtQIH53xd38HaWzvn8Q ERHkcuzuo+yObjH218BryZ4v5DF4DZV74kUUi1jY4vfcNg6nM7kYSotchEa4 FgssFJFUOCbuxToXLEQTggrFbE8IS9ukB7d8Q7LE1SUJEfH2B07DUjbpOaAc ufG+OVTFX6B97HN8ROUO3969+SIXDqa8d9uab6ir5p9NOe2r7OKbVn/n/y3u vNujurJ0X7dOSUhEg+02beyOdvd4pnu6p4kCRJAIkkAgBIgkk3POOYkkBJJQ Fso550w0ttttt9vdfef/O/d+lXX3u/bZu/Y5VSUhLGb8PDIIk6xTv3pXeNda jGF6Zyo9eH6Y7vTto9Olm+h40UY6kptsJ8TiCXNpLzwIlT4d+HuHf8J2oOJ4 wq60GN5Wl/zhEUPtBJecbIlniyfrpYKXu8XXGFmACP5xuYaPEi1K/U9a9Wl3 YvDnO55JxJslnllPVRR/DrlDKMn9PkHsV4Ox0+1H+EVvDL95QuXwLVp9QunU I+zqiGGhQ+w/0LtMEYrErKhMgNtglI98KBNxLoZIpfG5HVD6ZC5Wu5IzYxGW eO0HqAJ+gFr8bJt8gJPxLJlTPMRHPZv4IT7s28EPUXDKD/F27z46+TiFv017 coJuDh2302nxIMeHQnWEBxkx3IN0PcaJulGGR2nqoHqUCF4AKJ6feIvlY3p8 vvoGsgMEnziCRMk/a/IEf5a/sOMQPBGUXCFz6HyLQF+aWcR/Q1sbb57oKYI2 s4SB1Ky2OYYxa+9dIaNJiyuueBet6YizUzEfSx0eDiIREemrB4RqBQL+zIbV CPLlA5qiI8mrJSJH7ZUPCIEIBA/f4gHd6t5LJ4tT+Nvbz07Sla5DtD93k0qx HU8pbFRPKUiY6fGZT8nVM5oQSgo5H1BPCSKIU1vyNm0YzkFxyiYyAw45d3xc HuIxfRykL4FEGt8X74UTbJCQnqEoi/RMQBXhihgr6pag+KoeUmXrSi6JN/Wv 0nVXxPoIF0vaV9nvgRZXMhCLiJRMfIbH846MR8pX00ME9iIW4TfBgZ10rjiJ ecHjgb6dKN5IV3sO8+O53neUDhWJX9d/1G7p/b/o3zJMkfpd0QWTFeoxGbFK hEP0XDT5YXpPw6QelVv68KjwvijeEtWj4swANImsm9YWPefUTSQFdOSj3OBP aobRy1BPCjYS9DIm2Y+ptyuWHxE8I/3PElTsiBIHSoHNncs9Ki1DbUNJlcjF 1JudeN+jvPo4Lv2JNzv1pFC9uF0WR4Xd6+wnZZlSJV544jmJtxU8saMPExgc PKl7Awdo/4M1DBCe1I3+o7QrYz2d6zhFV59ctAeVxNN6B08rIhRUrqfF0b93 rJ4WwBrpaUHCULACWKiLGO9/5tOqxNMSX4a8F3s4V8elUhyZxnm9xLwv+FYf TqsuXvt3nADE0TkcEOQbdh8awSYItJ/tJCPYhEPFlrIII9hEvobqVcvAKvPp 5pYv5fqIro34OOnOrFzORSuhX5rDIfF0RawpYhH9dHP7NisNs5/uWsp9voeu VIqf27KVn+79p4foTLn4ec07+OlCy46VfU7nm/bh6dKVoQt0oGQvHW+9QMdb RBBQdo4ONt+gbcVXaE+DyKvy02h73SNKenSftlQV0+rMbNpYXkVx9woopaqL Vj0soVVZzbTu8QAtvZJPiQUvafm9Nlp6tZ0SMr+mhaeraHna1xRz9SnNP9KN I3sUfXKIFhx4QjFn/knzdnfTwj1f4yAfzd7UStGf/40Wbf8H/SmxGYf7aGHy X2jWohZavOpvtGDFFzRnTistWfIdLVjwhKL+0Mw8LvxTFy36lzrO0hd91kCx v6rCmUCK+WU5xc0owfFAWvFhAW38MAfXHynppxm068P74rHm09afXqejH96k syKi5dODkXipT9Yv9fBQ+uEdk5f6+46XugrahlN6lAHxusUbExJfJFau5Fco KPECeaEpnGwh6RJvYFw6FNEkAj2UqPCByB7vb/htBDnidSR+Uw+f1+Q/AgVh C//2ATALf3Q4cBuPv8gkwOcbI7g+sN88X/XFSv+dHfKLN1IRs9nBYnsMx/uw 6AisTMJAF0pbHc/WuN8/WecUYRbSOC5nCbmz026L0+6zGYup2MALoSHwEpiJ z4BXON1q3sLpNtDCx8W6VLpYKwIXwZbI5U7X7qLTNbuYLHwcrT5IR8TH+cGb dKj2NO2uukj76q/S52U3aFfNHdpUfJdSqzJpff5D2lReQGse5dH6knJKyChm uhIyimh1ThslFfdTzLVCSdedFoq53inpOlVBK25/I8h7QguO9TJdC08M0oKD zwLpSmkRdP0g6Po7zVR0rfuGZi9ufQ266iVd4tvYX1VruuJnlBp05Y5M10TQ NXFYuqxQdI0mhpbDvEHhCpL0BlV+pSWgwx2oTbYBE7Dxj+G/rSsZ4uuf4m9o gmXAxbyK39YLsnz4QyxA5dNQRQKqyWMJ1XsM1ThOwmDWhmqpRuWzTmnSnmS0 yBCVIBsb7Fuu/JWwvSHCr21Ct0eSBavbw8JFXG/UaZhF5V2J3JSs6EnUZCEH QxItkmlNFur4XCTp32mT9S6TdTQzgdKHDjBZN9p3sXBBsCBcF1v309HSz+nK 4AVG61TzcRauc/3X6XT3FdqRf4CO9dylPdWXxJvYjso0L20puy/+xhuLH1FK SQ4l5RXSusLHtDqrjNlaeTtH/MS1hT2eqRR7vYjZWna7iWJvdDNbC06W0Yo7 39KSSwO08Hi/ZEt8u/DQC81W9N4/22w1i98revsPno9p5poWZmvBuj8LttoC 2Jo/f4ii/ijZWvAfnT+SrTQ/W1PAFpdow3WQ5gvFlr+U5B1VocHzU12jDQaX O081MyClXgjUTPUCKa7SoHhNEvfkRfDGqgZ1A4Tgiy9DC8pM6XIRpgHzq9a4 twPYVAWYCAm7G6RND3k0XONoRQuohBxLwNCZQTESubSQLAUYqlXI0BpaY23A LGrsTWDZqmxZEZCeiVBQ/JikC9UNJM/gymvTld2VwuXirEFF1zq607aVLpYm owApg/7BA5w9Iy0DXdd6jtDh4m10sfcs03W++zTtK9rFZEG89lccp8P1Z+h4 Xzp9Xnya9tTfo9SSayxeELFNZUK4CrMouaiE1uYJIcupoo2VnSIIz+TQUGBG S65UMGSxtxop9mYvxT/4kiFbefc7WnJRgHVigCGDkEUf/kJCtqtLQPYNQzYr pZnFCyI2c02rDdnXBmQv3xiy5R/mG5DdDw3ZO07IwkcPWXioeq1sOs7QTcdg jKlkyBQxs6ynRAwvY7eIQZVcaax40RuciWQJnCGaBGE+EOaxgoSHPjM8xEe4 xixMB4dTxhKzyYaRAJk1Mi/oGJB70RMzzagHVwn5gtN48IUmDO5sJNf1LbGO 5JrdHYIyQZsJ2YV781GZsiVMlhFR50f+patUFlemDt9egoTa5sxiFbtUvh58 ia+VIM2TSOeqttK1lp3M2c2h43SkJJXOdpxkzi4PnKf9xbs5/QJnJzsu0c7C g3S89x7tb7hG20vO0OHuHNpadIXTsI0Ft2hLpRCy3AzaUFohAsZcWptfS+tL WyBolFw6xAFjzI1aydrNelqW1kdxGV9wsAjWFl/o5RQMrCEliz7yJbM2d2cH Re/7i8HaPzgdm7m2TbKW9BXNXtLOrM1f8YLmzm0fkbVlv6oxWCsLImgGa9Nd rE0Fa+PB2jgna9Zr1ohGYs0yWfPIat4HQVlTmuau6ikHTTBNQ5rlbppMsAPH Nb9s52YzihSba9u9+AU+kOaxTC0TfydBmvgxxZr4cwStKmj04c+eMOawqaFH TKK9NOZnoWnKGIIhHmibSR7Gz1D7EFlapFEihq/qYU4USlym4QDutsLqWBQ8 FHwibuTMTGRjGj5kZogfsxoT/U0YS9fvM3q2a/hu1G/i2ge6bBK+8XS9dSed rdhCt57KMBLZ2Zn63br2cah8Px2vO+wFfZ4Y2lN6lLkDf1vzT9C+lge0v/Uh pWSfpd2thbQ+5zptqxUal3WPUiqEjjzMonXFjZRUKF7zt8uZv4SHDSKQbGb+ Ym7U0fLbAxR3/yWXQpi/8z0UfeoJ8xd1uIMWHf3a5q+dFu3/TvK3sYkW7fgn Rad+T7NWtmr+5izpkPwtf+7gb/4fW/38fdZg81en+Vv6yzLNX0it8/MXLlsd Cr/XkLqg+IUFw8/jNqvZ/Cn8VMsjGH7uLhbkThVEgskdfB0w4ize9Z/4kmj8 Vn3azfjB8yHwY41j8LyscpYZR3rYFcfQheEPsgDdxDGHTkSJ/H9qMwe+UAXB cBzs14grMZsN/pDE8Wy2+G/4OZjxetfu12AaQXGIMUUBoEfB2Nm/UrYCapfA 9euHMZHS86K56930IjnMKJMgmSsd3KCTuZKB9ayC+R1JOpmDOct2j2gSr9Wm cJnk/tNDNolr6e7Afhly9suQ83LHQToqpFAldCcajjCN5wZuyHpJ3WnaK3BE yLmn5jLtLD/HUrit+CptLc+QaUPWVUptKKfEB7fFF7me4tMzaH1ZK4efcfdr GceV96ppxf1OxnHJ1SpacfcJrUx/TguONzCOi8510aLTzyWOhwSCx75hHOds F3ncge9tHBsFjv/bxrHNwLHTxvGZwLHTxnFg1DimfJg3shx66f/O+XRqECit 1yygjAylZUIpPb0i4TMbkcqmqKh0V+Vd7a6QwogOpWo2x382IN6pJZni+7R4 0z8pLv1b/BwffpEFKIMVJjm7C9dK+BagjJSiJ75IDF3VAv4cYoimKaoqqKB8 YEwPYk4Fc8FdNnzj7RhU+RGECuosD6NXaAGUNSK2ldjVDSWxBqIS6TNaOzeL V9DjPnQIJHZ3G0RWV5fEwHlt7G6L6PPIg3gYTGzskui+yPhOlaSwEHIEOniM Mz1keJzpdSHT201n+64xdifaLnIEilrK0e67tDXvOB1oy6R9TRmUknOe9rQV 0bbKh7Ix0FxFq9Nv0ua6Roq7k84Zn2wINDF6y9NKKT6zj9FbdLGEo9AVd5/S ghNNjF70GaF+Z14wevMOCNyOf8vozf5cZCMHf6Alh/5JszY00OKd/0kLU/8q 0Gtn9OavfUVzlnaFQK/NRk/83p81MnrRDvRKR4MekxcG8jjziwgih9ZrkhfS Aef5uUML3bnfcNi5BdHsEIQSRDTHgBcwE0Ko3lzO8PvMvo+L5buV4BI/Cb9A IegDgsEiUjaPj3OK4ztjyeHP7SgTiob6Pw/cP08Yb9T/q+qXskdcDY7Cj/dU 4lXVtlLjhVmKhxXLucdt4nUtfxnl9m/WeKFECVXLebZH45XRvZ29XOlDKrmz uKACo8+lehRg0AX4iE5W7aRzjXtljCnUbf/jPTrBO91zlXYWHKRDbWl0ol+8 5Cov0u7qS6xsWwouUWp1JiMGZUOgqdWtqpbi72Vw5RK9t8TcdkYs5lqhl1bl PvX8OxOGwuWKO09ErtciCTstxOrsF5Kw/c205OT3krDUBkHXP5gy5HqSsO+C Eha17CnNmycJi4rq/1GE7Z6REZSwCBA22UlYWJCA0xuqtmIQFh6q9SYLmJ8F La4owFQB0wTM1DZ3xzmUtqGIohzFSPaOfJTL3QIUWvA5IlBoHRJDfDFR+ESU Ck1EkZMDUY5DfbplIBtx/MfCQxKu6y1jD9zHNnCYvES5Ej2Bgd5lE2zgULLE ODEabnq4NTRwMJAXNMU7um2wKhT1JGvgtFVhcKcGDgZkmLJu9+7TwME8CT27 3LjdBi6RLrYd4KY2EjpAd6z2ELfeABzCyT2Pj9DRpnMM3JHO26xpBzuyuIq5 Of+i+KoUo1lAm4ru8ANcl/uAWwWc4T3IZOhW3HpESUW9shV3VTa647P6OaQE dahoLjrbydQtPNVKS859ydTN3SdIO/U3Wnr6H0wdwsnFB/7G7Timbtt3NDuu w6buC5q7tNum7omgrktTt+A/2m3qBKEjUpcXkrpjZkg5AdhNDIKdNebY/ey1 sVOJHrBT2ubufg+nbegTKPMHe/iXLP3Oi89E3AXNA2aoyeADPQckiKh3ejVt rG6W3fu2cWPk/J0ErrpMHUvkZhjzG7zJwx52RhA5wQ4iuwfj2BWJQmaEDR3S N1giK1sN6J4n041HizCf5m/EPU/hQkpee5KGrvDJVh7VuN/1uYZOKB5drliP lgEaDAK6yVzCvFC7jQNI9ggNyCDyQs8ZBg5eIRlEXmfo0CoQuZsXxHliaEfp WdpZdYsOdT2iTbkXuJK5u6WQ1mVeYYHbWvOYRW6LiCPR/o6/X0QbKtrFlyuL RW5NXictSyth5pDKLbncwswtvdrGnQNm7qRQtwtfM3Nz9tYzb+AOsSSYQ2Vl 1tp2Zm7B1m9odnyXzdxLg7khwVy3zVwvKxyYg+It/qzJZq5WMFermUuYUf66 zIXLSrZAbjyQGxdE6Swncq7K5n8rcsH8VcOpHVp4aB8IrLzgSuRO+BQkIpCE sIE0VETRhQCloI4zOp8GzqvrLH7Mpo0lZh/ayvZ0cAWrGhpyPUNxE23CYJfE soyWzuUOwvJdhNU/EXHg41iHiQQjbBm1qyi7OVETBivr8fuxlN6UrKsjNxs2 0/XaFGZLyRr8WWcruU5py9oaOlG5gy607NeNAhCGBgEIO9V5mdM0pGiQtf2N 1yi16BQd6symndW32b+FJ4TmHKQNTyop+x5tKC1nzBBLJpc0U/LjZoq7m8eY rcpu4YaB7IQ3U+z1LsZs8cVGEWc+Z8zmH6ujmEvfUuzVHxgzBJMIKlEtYcz2 fUuzk7okZlu+pjkJPYxZ1BqBWUyvxCx2UGDWY2DW6cfsX1s0Zst/XRccsxn5 AZhtmX5NYHZLYzYlCGY+Z0BpvUYFM5gX+PcOK9dw3TqFmerW2VNMDsyCebtG UjfwozgCdvgxIAgU8fOUwQsvANW58yPm0/2DcTp4fHcsEZtuOJKhYFhRJzK3 STZisPbfz5yLcSnxHiERgwkS9UfAFWaIGJyQQEz1u4V4sWH88YtUjdjt2rUB lRA1k3FftwIs3fMW4mUjFs79b/TjlGHrdMtxOlx5QLYDVtKBqpO0t+4KE4YP ELa38b6sQz6+ytkavsjrH8m2gCqIbKlvopTKGkrIeMjBI7cH7lQEtAdUew6U LTonhOXGK6Ys6nCVIEyEL1f+ygEkKFt84juas7mdKYPvZPa6HqZs/pavBGW9 NmUvBGV9TNk8QVlUlKKsx6Cs1aCsxk/ZL0T6OKNCUvbTXE3Z2unpwShT7fAQ mIUMIIPWJMNDGU9kn+5fHZSNVBtRlKnaiNoz8CakgS6Qhc9Nuly2yeGcXRFa x94fS8h+4prKRlkEuyZEluZRpGEPC2qOjb0JmrSajjg2lDe9SJZi5oWZPMyw GaPVXTC0VfOFUbablWtgLdYShjYbHFqmhCFAvNLENmObr0lsiDzZeFTzdbBs H1cYOTPrv86uLSVhh9tv0bYC/FqBl2cJZ2Y7GnI5O0t6eJm2N1VSal0prXl4 h7Y2NNtGySIGLPFRBcVlyII/voUFWfbfxPdvD0qz5BlYkb+iFbf/QlFHqjlS jLksANvfJAE7/hc/YHuEdCX3SsA2v6K5q/olYInPaJ4GbIDlC4BBzkzAltiA LXxzwOwWuOIrfFgZe50ELVjlcdqwlcfX1TGe9RR4iTxlFICJv4JAyzOe4XLL Fn6uy9AVFoqrn4ytYzI4V08GlotEyO/YQhrW2u1XMEymYeoJQ6LhhpkEClb1 YlOAHzK7K0UTpprZfseWhZSMKTMJw3ANah9pT1SQOF6nYggQQRhSMgSKqo2G use+8mMyFVtGuyovwBzJCnagPYsb26g37mrOp+Tsa/wMYDBJzMphyNYVFNPq 7HLbjVzMMWKorhq7Jk+VsyMZnn/EioBs6cVvuLwPyNBdm7OlkyFbuFsoV3If Qxa16QsB2QBDNi/xCcMVCFk3u5EBWdQfWwRkrRKy31YLyOr9kH3kh2zTjAID sgdBIZsWCjIrCGTBzCbujTn2ahaPFcQ/+Y6DsmCJWbAavypBCh2TpL3/2qRB tl5HvlBgDInYB2OJ2LRhEJtiI4aSPnrVdc2xGjEs5AFi9T0JGrHKnjXaMmIG icjDJFzy35j5hIiZXWrMysCslda9x650WGw5vtR+0BCxcK7nn2/ep0UM5cVD dadlkBhHe0qO0MGWm6xh7BtBx0ygBcSQisEniS/49tpHtC5HpmLKkAzEYPpf m18jTcl38mhNfhcjBj9J3MNeRmzx5XJuWsc//Ep7JhEszjvYyogtOf8Vzd3V KRE7+jXN3dptI/aK5qwfkIilvKB5q4ckYuJbpGESsX6uMErEugRi3TZizQ7E Vvy6gRFb8ovHGrFlr4mYRf/1x084WIwMJWZWqJxsNA3s4Ttpwzm7QkWM9rD0 iKjJoj0GbCJHEjIuLIY7KYvAbz5jLCl7x1hChm0VGDpUlL1jVDuy8+ajju+n bHA1myLru+M1ZbXclI6F/0NThvUvt12hYkbLerpVs9bmS/4bY/FuIUPoCFeW n7LJPH9o+kEgaHsLd9GZXtmYPtV1RVoj+9JlxaPhGgqLMlp8l5tnIAxfc9hD NhRm8XPAaE3y41ImDbX85MdNTBpqi3Amg7TY64W0KueJ6lOLv1Jcxhee39HC 05VMWuy1F+zUAmnops3b08OkRR8R1G3rYdIW7BICtmGQSZuX8pxFDKRB1FDL B2lIzdCjDiDtDyCtzSatykVa5ahICwNpU4KQZo06bHRtHFMbkjwRIxVA5EK+ n7xWqXG0rInnG2wAwFAx1STz2SV7s4DvdTapPx5L4KYYVkhs/EPfTMA2Nch2 GDNoBGvY/uroUGMTRVei+DHBmhcLRhRhuf32zOeT3Q4du1iWjIleTZiyfVzr PWITZrEHEiM0Z9tBnWAM2iaSM9Uqw8fB6pNwW8lw8T3p9W9Il+FiW6YMF0U+ pooeqNyr0uLGimqmLO5uOlfv15e2ctcMhNldMy8Q8/yBos8Xs5RB0qLP1jBk PCF6VE6Iwo8Vta+fIVt46CXNSx2QkO18KSAbkpBtfCoge2pD1s9GEIZsaY+A bNCGrFNA1mND1kRLNWSVBmQiqv2oKghk4tHbkG2efpWOm3WPCFA2yUlZ2Gji RndyFhas+uEZzqbsFrRQJZA3AE38bWBFDg82VoOfF+mk6GdjSZFjmLo6mo2M vV2xU12GYntzjwKpzQaptjMeS5YZJCwnxb4JyFWYe4z62TaHgRHrDDK6t4s/ wBatDiFEVU7RgoffboLZSL3P5XmU6VVoiA40si+U54ETGmKwexztuiO7zx23 2VeMThjHh1W3uEQPnnY25iEFw/SaiCUWUGLGLdpcUy+Njbb1A4XE5bfLdFcM DiuoVsKjIY4R2f8hUjF0wwDV0suDtOBYnz12/YQW7Jdj1xgQjdr+hKGav/M5 wwSo5m58QlFrnjNUcxL62GcMqOAFwVAooILbKvpPvQFQLWCoGhmqxb8oMqDK EVAVjgzVeEA1EVBFBIFq+CBx5GQsTCdjhnrJ8yXil7jCRK86kRO88sEryDwT RsOVeFlKsszRGWXlGK9Z+vlYsiRXAkbwvmYsP8WaJLWgwGgvTzVsVFiXhO2A 7U8TIw2XIgY9TbbUDLUIAqVIIfirSeAVcmbahYBQ1eYD5KrHKVdYt3O9/6iW K8zK2E1mLVdn2k6wSVjJ1ZGGs5hNk3K1guerVXVDOarQbAZe6IJtKMqWPUsh W2uz7rJcbSyrpNUPsxkv9g2n18huWFYTxaY1MF5xD3q4Cwa8YOdfeLpVjq1d 6ON5az0bevA54zV//xBjxXjteMoBIeMltAudMIlXD4/RMF5LOgVeT2282il6 Zh/jNe8PjQKvdhuvCoFXUxC8Hg2D120dGE4CXeOD0OUKDL3DzrB5LJMuD28G 9oQF60Hb9Q7LDA49csF2ZEjhMmoeHgnZ+NeFLIIpk8trVcgnqLLwc3i62ofv jQNfHv5B7mzjs4/k+iTx+40VeHIp6ETOvXCwCXsLMJMGZ7461gQQASQ8jdj2 2P8sYZrLXlXTGIM5NQUiVpehdA971TijSYZoEXtBFIjYG4gmmRA2DSKcHlin lD20S4tcWmPwPvTF2lS/yHkxLmMxfmvoYOlef/l+4AbtKjzEZXtH6UOEiWBv f8sDaRi2w8XkR9e4R8ZJmUjOUFkEf8nFpWwa5m0imaWCMWkeBocr7DL+8rut FHOtg/lbluY3WslRmqdybPRojx4bjdrbzwkZ+Iv6fJCri8zf+gE2fIC/2fHd PJct+eughQufM38YIY2e2W/z10BL/60jCH8iYfyomvmLFfxttvlbM/2u4O+h zd8VB3+TwR8brsJHVrcRErMgW4Y94xyLEFzDNR61qipY1BiiFGIDGPk6AIo/ 3b862lC2SfgJn0pNG0O+hKbBX49RTzSXkW1hUSrOymEARvDzgbG9AHXE2uYY 8X8vOSppWM67OEGQDhab4nmpkhksYu8f2xSfbvPb7uuTWNRMQcNKMvYFG81m FrRip6AZpXotaLDfwx+sBA07ePaUHJGCtpL2NVxl95QSNCwOgZDpePGRLNmj 8Yx4ETZhrinm5NGa3CqGKj7dbxdG7KhqijE363TzeemVNl50wAMxAi7lyp9/ WHz/6FcBy0TmbevjxjOgmrO+n/3CDFWcELKVrxgqzGUvXPjChqqFFs0ctKGq p5h/65RQ/aacVn7ih2r1RzU2VNkCqiIN1d4ZmW6o1NKDQKp8w1IVMhELStUb RI2RIeseRkom16SKl18wsNSuuHCZZ8Fibyk94y1/4yRRqmQ4ZUzZsuRJm165 7G+GUSq0T0ZokNBLhvVQiJArMozlyDDMWCLHY2MDWzRI2OeNHSAw2CuQsHgY IMHvqwry6Chjy44/67K4q3yuiQ32GqTDlQe416VAwiTngebrCqTUwlO0t0k6 N+CRQiFjV3OBjAxL02lD8SMZGVYX83AnIGKf1F0RNZa1OSzAtu9elwyx2GDl vWfSxXGhgcuFbEkUUeLic6/kZNnBNm4wuwetUaiHHZFBSu7lhQYSJKFIK7+y QWoVIL1kkGbPbqJFs4YYpLn/XidA6rZBKhMgNTNIi35e4AKpeGSQpurwMBhI Vqjw0F+h93D2JaNDAZO75+z3T40LJVJGhDhxWJEKwpPaB+3GyXYwhoMVHhIz Yj8BjfiDVOw3Ad8bzz9oqf/Mn00eS7o+NnBS1UCFE25/oL9VN5QUGN/1+OM7 rDNFjwsgKZzSqtZw0cLUpbSmLXSzYZMjvku3demGqUv9R+lw0VZDl8brNrJy 9KKggWhPVd/R8EotOiWr78tod91d3lEAnDjYyxbBXl2pDPYKMtlND6SwswAr 5ICTcviuKxm0F1wVME6r81/IAuGDL+0VcpXcTgZSC040cjtZz7Oc+Ksc1tzR Sov2/5WRgocDsyxAalZSJ6+QA1KYbVkY9zUjNWtRM0VHv7KRaqTFs57aSNVQ zO96NFJxn7TaSOULpGptpLJoi0bqjgupO0ZbWRAVObI0vUHCZZkJ1/AD1T53 yOe195+bZY2QQIUFA0ruDOa93rPHko2PDHsF1nVgVHKCMVqCAl9V3xrxd5ds 4B6BO2bL70hiPkw2sBAHfJhsYAsmL23mjdxKarbTpYbPA6TGNjBpqUEB4ljz eS01+ytPYKublJo42l5ylnlQMRt8TKoIAT8Tdgg4YraaersPnEtr82QfGN/C bqHrfLfKAup85k4PLKqCpwmmQTV1svTUD/Y0ZTPPeeklcNt/kGysbafo9X+1 2RBJT9w3NhtNgo0vbTYaaPHsZ5KN39dQ7O96mY35vyl1sJH4UR2zEcNsPGY2 EqffFmxkaTZOGGx46b8++/XUUIBYo8+IgreqJBkRIzWFvfZ12yBa4/GqQ5aB JXUPb7kXLxKDD3mSYCIw+cNYsjHD8EWgY9vYhus6kg3cv1Hm2XFGF4lXsT3z h2HwpyOfQRgWZugGdl5rNryQDR8TMY5OlW7SK6LU9lCnUlh0qf8c92nPDWBV AiwRkY6SNxRjS84xjrqAAwavRPTl4Z0n4u+BYWJIBJCwpx3FfxNAeKayfxYu dSCxOrNMvOwb5YqbR62cvvAQVmYfR11AwuwnLb/1Z4o6Wit+LwGE57c0Z28d 42COP+pVG9v/wUhgd9uiDX9jJGauEBIR/xdGYmZ0Iy1a9BUjMWtWPS2Z/ZyR mPP7KoFEHyMR9ZsSgURbIBLTMx1I7LOR2DT9skJCRmA+MPEOmIgYNgwLmc/I MMxnhmH6epfbkOTvLvncIZj7RqHjnJplBmEePqginmGQXpNHXn+wtHAADr4r wGcFJoGQz94GIdhIjg0X3Vyh97eHcIEDd+yUeuCqA+53mepR2L0uQD2UOc+0 v6KEjUTl7sB+rR7YeI21/6Z6wNNwvHy7Qz1gMT9S5e+48kRw4UGpHuFcToPN XKkHuq9bCy8rWpCrbHyco6vYqx5m2bS8pxuvyqsHSnQl+1ZjQCUbjaIFJ+Uo /rKbX9L84/UsHrFXvsdshxeoeD6hWan1DIp/EcY/GRas6F204QcJy3IBUfy3 NiwNApavbVjqDFgqaVkoWD5+DVhm3NX6EQ5WJjv1I+wNA6zg/SL33nfHdtEQ mb9lKohHHvCyzIzFI48PhQVrzMrLG+FOQn4zloR8aEwRIvfoeJaoNQQ1MZw/ kTceJSFYMF7cm+wgBHVlLMY1CUE9DLmGoybWvV27fiyjgYrdSyYh+NwdXyGV N+Mrey+1IoQX6JZe14Sg4SOwkIRE8GKKLVVFTMjmigIOqxBeba5tQDbvBR6A 5V4+R1YAJD6jjkvMAGSlMV8I5zhmedkDdOMLTuKla/w77RpfevrvkBMv8PD8 Uq+rkIAIKDb+nQH503IBTsJ3BiB/NgB5YQDSLwH59LEApN0GJG80gGiHwme/ nhRKTazREDJyhBUeyg00nJZ41SHTwIzeLj1bDj5YSsaBjzDNx6djycdPbT7g MUCpq7YzTvOBJigURMRVmg+UurCQE7c2w4wNSbiXgAElFWPxdqS+HQ4+0HfB ShaTD8z/2Vv4bT7G0ZHH/qWcap/E3oKdWNdiR1vh7Nkxp5R2lp+nXbV3ZG4+ kfPyz2uzdW6+Lkt83lAe4EPFwNKqjEwJyAeOapfp9l6R3s6Dt9yLudVP0Wfa A0xypuMbaYgawkXMJSRE/M0FH56f0Z9WNzIdTMiyekHI95KQhXUuQl4GIaSY 4j81Cam3CXlIWz8q8RPyUXZQCYkMAkjYaMKtoD4en9vH479fK57mMDmIR1kO zCTESES8yhcTLE23zGOqblAmA5RfjSUo03WinkD5xQthGPBMUsmISERw8Mwt JAitTCHB5lrlFtA7IAa38OZaE5Scp7v5sIiZqKOIheMi/jkIC0Y3to/6hcTi LZuHyvYxJgqW3cWHdcsSH9sKTqJVKWEJk4v+WgoZFNSHBSy2IecTueC2WFpJ N5RVUnx6IcdaetFtyWBAk4W3tV/rDFgRYd5DwNg6asL+WdpmuSbCWM6CoAt6 AlIWbfwHaPECFc90+pOAZfHib2xYamnJHAnL7N9V0LLfDwTAEv3zXAOWTA3L 6g9uOWA5acAyAbBMBCzjho23vMP6c1ywyFqWz20e8B97DmoesEwx8XjVpWyb lMDsxOfOTvy36cKcEdcUgPLxWILi7kLWNMZoUDBVDkWpf+LPScq7E3lZiglK +ZONPJKHbn7YMBHX3fZtupuvQLnZsZvOV29zRFy4/HG87rABynieaMDOBhVx YRkYRvNUtfdYD/f2JSThvBFzU855rShQl3U59732+nv0T5QZ1OzuS0NojheQ eD4UEVUx17N4EDatgRv7jMn1Lm7sS//akD5sgI0q6EHKWb1v9aye3KZiY2Ic N0DoJcIuPyY1ApNvGZOZM2sMTMoFJoM2JkUCkw6NyZqPGwI0xcQk5YNLDkwm AZPxoTTlDYKuYC1Jn7sl6R0xMQkLpioevl8r/ggj+PLwhU3xY85MXgETDmDC AEykBuanYwnMT4z2CCbs0G2cbJysQppilrlw+A3tEWzGU+0RnO2737yeURku BEN6kta9xwEM3/No3e8ABgm8fQxJpyhojajd6JyitIqwrOyYSlFwQQdlYJWi oBycUnhbpigT5XyC3XDkkfH7adxsBDBJ+UU8zQpg1hU1ovIrgfmY7+usznvO wCy9Vi20ZYiBgTNGrUExrxUsPvuSovb06rm7uVu6/MBsamVgUAxWy9RR+UIi jwgMkZggRvwPC1487wtiqmnpnFcBxMxjYjolMT/L0cQsHZkYj7LF2MiEVJY3 CMOC9R1D5PLjHMi4miVSX2Tpa5wWl5AZi//2qRUKlw/GEpf3bVw67UFvXA+b bLjF2BI9mOSoeeEMn6kvXBW253jCjEAMzflgHRMsl1T1YVg24WpR9WG2bBZt RZaig7AL3WeUw8WfsdSccmQs8G3urLol9SWSXS5qxSs+BDqcyoMXdBXXZN61 i14RegM6d03EtyvvVvonDq4VyImDD/UAHZtdLreysLiXoWPqYP6+gYDRHuw0 mZXUIXkxFqJHr/+eq8SSl78iEPPjUiVw+dLGpYyWG7gkOHBptHF5IHAp1bjs D4XLlCC4+H4sLiMHYuFBty9offGZ5+v9uX24JsVFix8WywmLD7CM17C8P5aw vOeCBftHptiwwA4W0EJ5nsweZyxADjcsYapA7AjGGjc7YLnTuhUrIR3aAq1x Dr1ZdKn9AJ2q3unIWngRcu0pBzDYYKdWRqpFJPuaMhQw8DnvqM/xt98fXeNV CQBG3pXK1cAk3H/I5wJ4bUJOpV6bgLHTZTcfS2A+dnTgF19o0AuAFp3r1pZL bDGH1ZmBOfyK5qX22+tJvqHZ67olMMYGc3Qb+fsAJv5bTvMRjiEsE8R4+Oa6 Z5pNzJBNTKEmZuHPHjmI2TY8MfaGEgVM+LAh2egzl5GjsfBQ0uJlbfG5IzIZ kIVpWgL0xdL6EqbzFxcy744lMu8aK3vQkRfoaGRqO+N5KxbMXxHGwgPVkQ83 En1sU32dcMy+SamRwbiNOxw7VbOLeyh+ZKbxWhG1GUuN3bjzly25x/TYDXqR G+3NB+AFq/3XZV6RCcwUnh1VjhXebXxX7jZ2W5TNSxurcp/Zs6OCGCE4aEMu u/kqwFFpnmfDKSnYk3lS29g4Ym5iXZj8LXfkwQzakSgeS2a+QVCmkJn1u1LG hZH5pEAg02Ujk01rP26ykckQyJTZyKQJZB4ZyNwzlo4EIhNSY94wixk2JAsL th/B4+6xIPGXkVl4qMiMsxnLKTZMji9IZDZtLMmZ5iJHfKvJQS0ZPq/aIX9k JsUmlo87KXJwHdmd+WP+E8NqJjlYk8qnkUVkZrl8XmlDxx3zn4jOLvWfG6Z7 H84Of2zeV2Ijs5kzKvvHAqwthZe02GDqemN+moQnjC+FYqaGZ2vKq+wOJWrK EQ4rMiBSXcn47AG4KBU7aomIMlGqXary/NpLOcF24CnN3/40YMvBgm1/YRey +3go3C1o44MdlJZnzqwx5cbJTncAO0sC2Mn58eyMLj4b3vTlOCsaFkx0PF6/ /cvnLpjJ8rLlkpzh6OG6WYSm552xpEfPTPeuYHpwpfodY1UcSgFmgZl7+bUr HbqDKZjMxtUO3cEo2t22bc5QrS0wVLvetss5BSN+DJessWTYDNWMXr6mB6Eb 7lXo3Kb6kjxHKOnZXnFTO/j1WFrxI0VPYkYadyq5dlZUArmx6ZlAy9OyKamo L6Blafb04x+8Aj7i1wh4PB84DJOYrkaY5p5QM6eqeWdjfHfAdVAYJ2EGk/h8 ja6MHa753Px4AY948E587gt8yhmfVR/cNPC5SKcMfLz0fz75VbCQjRmyfixD I4dsw0jPcEGbG59BWfa1Mx1L4+Nzlp0Zn6nAZ+JY4mOu93DjU98twzbsf4u0 8UEFrXRggwMfNDHh0Tf7M0VPt7EVBp59nxm29TjDNqwLvtx50IEPFuIjszHx ATp2o9+f6ZSITKfVn+lgA8G+Zkems93IdMxuf2p9Ga15qNxjYTwEowyVuAqz 4tYjj6ylRdDKe1Xc6tcdzStthoOsVuETdaSGlzDKW2ldehYGywnUgNn8Hc9o Xsoze1fcl3pXnHmbUOLTZOPzFUxkBj4VwfHJEvg0a3xSDXwOOPBJN9bsKHwi R5agN8x4ho3cLBMfj7v773AgW6YEBdSi0bmxgoRwPk2RX4Q4hJsGiiLfBkXZ +fOpuj2O+VEUldQLYjpXO0QIK4FRLzApwtLtWyUrHSKU07NJL8lRFKHDiVPt JkUI31BQcyQ/1TvpTNtJg6JxdODxHl6Oo5IfDGZuz9uPgUyPKkirjfeqII3B zF3NBcpVxvUCQU+gqyyMVmc94rUDoAjLc5anlWqKzBVVWLmoZjRtZ5miaB6v M/3Bf/Hs2J/tMc0+jt2You3+MemozV/4KTKuDmIgRlEEh/Kc31dpimAN0BR9 WmhSBIIkRelBKdr4wQUHRWGgiAttEaNOgoKJkCeIhd9AyTJRsqemfe56m9e/ V8ennTQhnJnatswNULacBdOiYKHcu6AoYiwpmmKY+nMKF+D0n2eqTRFuRdQO Jjko4oVuNQkOinCgBTsTTYrgHcAibTOUw/wYEiGTIlCFAy2SH39HB4OXZkcH SZC6gWS0QC0boM05R3X1AB8bs86geqAAwib7zxsr5PrEqmLMuPgBepjNNwJ1 R+d2mQ3QBPb1qwtJplXAvOECb78gyDYyv+c4UiYJ+lIThB1vfoIGAu4GLlz5 pYug6rcAUDgAmuyUobAfAdCbZ0LuGRiz/jZcJsTkvIb+jNPkTHtr5DR3LudD K6b+YBwG5gEwE2kU37KbEx3kwHWDpMckJ70xOSAJwr7sSxXrHeTgYJ8yNFv2 KkQ4bBx2tKELtCd/p2UHb5AhGGxU8IYjYoZvgMtuAhwVvPFm3weXZO4TKfeO Zsu9o/51bc3mBm0NDs5B4PwK76q/00wx1yU46IlqcLDo1wTHmMFEX1SBg0U4 GpxNrwPOqx8NTm5QcMYBnEmh4rcxSn+GHwJwDI9ZJjie4Xo9Mn7zOUrXw4lP sESIxWfc20AIG22Q+JgI1fckUFFNrAMhrIsq6FoXUEdw2wkQvsHhbCKEhb0X arY5EEI9G+uhTIQOFW7VOw7xcanvHOwECqET7Rf56rNC6EjXHXjUFEK8hM2w 3jgq15F2sydPI2Q2e+zuqB+hm48pIXsw4NyDueAGVbioI9UaIewbdSL0lR+h TS/9CK0eDDiSCYTmzGkeGaGiH43Q5JGDN++PQGjUKZBlpkCeEQsJo4rbIjU6 4WOJzmTXMGbnc3/cBn9ncWuCAx3suXbXEHCzGdvjTXRQvM4a3Om0rgk1utzg LMFhRSiGL83sR9kLzBoC7liiO2rWEI61nOdzsYoh+D23FFzS9rWWB7Q574Jm aGdTPjIgxVBKaR6tzS3QDKmjsmouc+W9as1Q7PUiv4ftViPF3uiRDN0a4Nt7 ehDtSI2fIVy6PPFdwE6NqM+HDIZeaobmJ32pGcJuDZOhub+vGTVDFTZDN0Iy FBFEhkLGbz+qjDA2uY970kabP0cVwb09hpo6lukITjGE8+eVvWscuQ/cbDgq VPU8ReT1/q1qOb3OgRsss8bZLrMOBzsoBmxMhrA7A3syTIZwfjnAJ91+Ejvi HQxhsxpsOWYTaFvxFd0EarpPG/JuaoYw2Lw2655iaGPxI0oqKPIzdC+DNpTL 0TTspYlLr9EM8SqN3GcBPlBzuMBeJ28w1OxgKFoz5F/2ZO67Nu9ZYukT9tEE YQhTN0EZyh41Q5GaoYhR50DekLuvQ3VSR86BRhnKvYYOuUI4vw6FvQ2GgoVw XS/WUFbxYrYgKB3C/WTUs0HPOKOWjTFO91inmjVQDME+Dct0gCO07YCzFdR9 mOcKTIZONR/nc0HuVpBpc8PK6tSSa4ohnJ/cWHDL30ite+S3UUfyssJ1RY81 Q+rCsmHc0QyZ1lDe6yTYUQypkQPcPnEwZNyDnberi48KaYY2/08xdNpgaDwY mvhmDL1pHcEyGfK4XdXmguvQfoTRlOJCFrTfA0pjujVtkhHS4cadGdI196+i /MoYR0hX0ZPIdxRMlNIer+CFuSZKkKerVRsdKGF5rrsthPk2oOM0wB3kNpDT AHcU9xUcKGHHBm7cKZSA1fbymwqlXbV3aFPxHY1SanUWJec9UF1Vcwn8Fmno sbuqYZSYXUHxD+q5q4qPpVfyPNIEF2GfDxoImN7BtLSQIEXS3H2NmiRcYYD/ jbekpQ7w9SC9E371E33n1UlSq03SF9hAo0n6TcnoSLoZkqQJmqRxobIi67+x sBA6K7LMrChghFo3Wb3OwG54UWKSrLdBUrDADq0irJ4eqTSnjiCHKmorki6W JtO9gQMOkrCXA1ubTJIutOyjY465Hovneo40nnWQBGfPwdabDn+C9l6H80Zq LBlQJG2rfIDBN0USTiPjhiRI4sXU6RmapNVZZXzdTpEUczVfk2TOK8Te6GYb qSTpFRIiP0nyWrJ7TRqcpeitSpKe6esK5vVWkySsS5v777XBSIpSJPncJHmB kfgSQJIOhgBpIkCaMKwkvRWQRk6NLDM18oTssb6GGln/rQxxYNeT4GDIbK+a tbn8ziQHQ5i2xgYbR3m7KZk9PSO1V9EUgiPOZOhswx7XNgKLtxFgvMc9RIpV 7oqhXRXGxHU4hMkxv2DP+wRzyKVU1WLLjWYI9lLs69AMXSvUDJl3tlDvVkNy OAQUdbBNMcTXj+3dT3N3tvP4gntnp2ToaRCGXo4NQwnDMDRJMzRu2LDOO/LG 9zcoL1gmQ57QydFoAjt/nYFR8o0sR2O6bnqiYZdDjxWB3TQbJeznrBlY60AJ I0CP+9c7O0VdgZ0iXFZ1LIdCj/XJbh4DMlFKHzrAo0Bmj/U0bNqtJxwoGTZt jRJs2mgTKZSw7VYkRgolHM9KrcrUKG0uuUcpJbkKJYyaptijphg5jbuXr1Ey V+DIKz9FfpSMlZ08PnehTy4xuP4S/VUHSqf/HgSlXoHS1/oOCc5C6ivHS3s0 SnPnttkovcC2ToXS/DFDaTJQGj8ySm+lUjdicjRcodty6pArlgupQ+/zAkIW IrL/EX+ZscFogmGbyy1agHtzGqOOZ2so+/Fits2NtzGCXxsebUe3qC2wW4Rp BzRYR2q43undx/fnTIzQPXIOn1q0v3g3b40yMYLhRyGkbXNqQCicz4GbO0CQ K20qL1AY4aSqWh1tbzbQGGHLQWJOu8ZIoKMxckzVXfWvkLZ3gfgx8q9eMzd1 YsBugYmRfXnEPBaOEwkhMSo1MCr+sRi5FMk36mKd13k8/A0KDa/bOwqSJXlD eRdeV5HeElTjjUEIOOlwi/hdY+GtasEqqLBQR6DkgAqpU1ZnigMq3h39dHfA 0inYtt1Td9Aih/+nYjsvuDWh4pup/dedYd7jwwFQHWjLVFBhsQ7q3uaY6paq YhMqZeVGyrTqYYkDKnXnkYsO16od2hR3/6WGaumVJ3JlyLXnOHJgFh0UVNCm xQe+12Ge2igtoXqpwzx1ulhqU6eGat4fGhVU2MiuoBKAKaiwDUFBtXR6hj9V uimgytOjEKdn3NdQTRlZm6xRzxIND5X7XhaYkhMRljkR4RlVxjR6pRpv1O/G VpogQ4Id5ocpmgRsIsFJBMAIBwnheOmH47Uehhe3D6/mMLyAfXjh+vBa9eE1 auGl6cMr0sKL0IfXn4WXnYXXmw+vMwsvLwuvKwsvKAuvJAsvIQuvHQuvGR9e KhZeJhZeHRZeGRZeEN4xeSW8YR33f/6VMM5dyeVXAul/3nvdH/D8r/8Pza4Z Rw==\ \>"]] }, Open ]], Cell[TextData[{ "The top row shows (left) the initialized computational domain with the \ given boundary conditions, (center) the solution for the velocity potential \ where spacing of the contour lines indicates the relative flow velocity, and \ (right) the pressure coefficient --- there is a large pressure drop around \ the corner at node ", Cell[BoxData[ FormBox["A", TraditionalForm]], FormatType->"TraditionalForm"], ". The bottom row of images shows (left) the ", Cell[BoxData[ FormBox["u", TraditionalForm]], FormatType->"TraditionalForm"], " velocity component, (center) the ", Cell[BoxData[ FormBox["v", TraditionalForm]], FormatType->"TraditionalForm"], " velocity component, and (right) the speed or magnitude of the velocity." }], "Text", CellChangeTimes->{{3.468960384541953*^9, 3.468960445173778*^9}, { 3.468960496071272*^9, 3.468960570334077*^9}, {3.468960603993684*^9, 3.4689606856585703`*^9}, {3.46896072545688*^9, 3.4689607682164707`*^9}}] }, Closed]] }, Open ]] }, WindowSize->{761, 798}, WindowMargins->{{Automatic, 66}, {Automatic, 0}}, PrintingCopies->1, PrintingPageRange->{1, Automatic}, PrintingOptions->{"PaperOrientation"->"Portrait"}, FrontEndVersion->"7.0 for Mac OS X x86 (32-bit) (November 11, 2008)", StyleDefinitions->"Default.nb" ] (* End of Notebook Content *) (* Internal cache information *) (*CellTagsOutline CellTagsIndex->{} *) (*CellTagsIndex CellTagsIndex->{} *) (*NotebookFileOutline Notebook[{ Cell[CellGroupData[{ Cell[567, 22, 208, 6, 26, "Subsubtitle"], Cell[778, 30, 218, 5, 26, "Text"], Cell[999, 37, 396, 8, 56, "Text"], Cell[1398, 47, 57251, 945, 259, "Text"], Cell[58652, 994, 2039, 51, 194, "Text"], Cell[60694, 1047, 232, 6, 26, "Text"], Cell[60929, 1055, 44, 1, 4, "PageBreak", PageBreakBelow->True], Cell[CellGroupData[{ Cell[60998, 1060, 386, 10, 24, "Subsubsection"], Cell[61387, 1072, 953, 17, 41, "Text"], Cell[CellGroupData[{ Cell[62365, 1093, 20567, 435, 1213, "Input"], Cell[CellGroupData[{ Cell[82957, 1532, 373, 7, 20, "Print"], Cell[83333, 1541, 531, 11, 20, "Print"], Cell[83867, 1554, 397, 8, 23, "Print"], Cell[84267, 1564, 415, 8, 20, "Print"] }, Open ]] }, Open ]], Cell[CellGroupData[{ Cell[84731, 1578, 1526, 42, 58, "Input"], Cell[86260, 1622, 8067, 181, 176, "Output"] }, Open ]], Cell[94342, 1806, 2266, 64, 148, "Input"], Cell[96611, 1872, 2103, 53, 103, "Input"], Cell[98717, 1927, 44, 1, 4, "PageBreak", PageBreakBelow->True] }, Closed]], Cell[CellGroupData[{ Cell[98798, 1933, 357, 7, 18, "Subsubsection"], Cell[99158, 1942, 1036, 36, 41, "Text"], Cell[100197, 1980, 7098, 171, 463, "Input"], Cell[CellGroupData[{ Cell[107320, 2155, 1880, 46, 73, "Input"], Cell[109203, 2203, 7412, 167, 166, "Output"] }, Open ]], Cell[116630, 2373, 898, 32, 26, "Text"], Cell[CellGroupData[{ Cell[117553, 2409, 1296, 38, 73, "Input"], Cell[118852, 2449, 7160, 164, 166, "Output"] }, Open ]], Cell[126027, 2616, 882, 29, 26, "Text"], Cell[126912, 2647, 3654, 71, 103, "Input"], Cell[130569, 2720, 3652, 71, 103, "Input"], Cell[134224, 2793, 3948, 79, 103, "Input"], Cell[138175, 2874, 44, 1, 1, "PageBreak", PageBreakBelow->True] }, Closed]], Cell[CellGroupData[{ Cell[138256, 2880, 638, 16, 22, "Subsubsection"], Cell[138897, 2898, 2421, 77, 68, "Text"], Cell[141321, 2977, 4826, 101, 238, "Input"], Cell[CellGroupData[{ Cell[146172, 3082, 2142, 51, 73, "Input"], Cell[148317, 3135, 7822, 177, 166, "Output"] }, Open ]], Cell[156154, 3315, 3754, 72, 103, "Input"], Cell[159911, 3389, 44, 1, 4, "PageBreak", PageBreakBelow->True] }, Closed]], Cell[CellGroupData[{ Cell[159992, 3395, 408, 5, 18, "Subsubsection"], Cell[CellGroupData[{ Cell[160425, 3404, 707, 15, 27, "Input"], Cell[161135, 3421, 521246, 9203, 369, 465182, 8282, "CachedBoxData", \ "BoxData", "Output"] }, Open ]], Cell[682396, 12627, 985, 21, 71, "Text"] }, Closed]] }, Open ]] } ] *) (* End of internal cache information *)