Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Xiangyun_Zhang_041411_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | June 2 2007 |
Start Time | | 2007/06/02 18:00 |
End Time | | 2007/06/02 24:00 |
Key Words | | flux ropes |
Model | | BATSRUS with RCM |
Model Version | | v8.01 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 33.20 |
Dipole Tilt, in Y-Z GSE plane, deg | | 12.00 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 86.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Xiangyun_Zhang_041411_2 |
Minimum Dst Value | | 8 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for THEMIS-C for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAxOSAwMjoxNDoyMyBFU1QgMjAxODyjY04AAAG8dEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiWGlhbmd5dW5fWmhhbmdfMDQxNDExXzI6IEJBVFNSVVNfd2l0aF9SQ00gcGxvdCBvZiByaG8gYWxvbmcgVEhFTUlTLUMgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMDctMDYtMDJUMTg6MDA6MDAuMDAwWiIsICJtYXgiOiIyMDA3LTA2LTAyVDIzOjU5OjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzA5LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6MTEuODc3Njk5OTk5NSwgIm1heCI6MzAuOTU4MzAwMDAwNSwgInRvcCI6NTIsICJib3R0b20iOjIzNSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfedQzbIAAAAEZ0FNQQAAr8g3BYrpAAA/jklEQVR4nO3df3QV5Z0/8JDwIySIASMEjJAIrGEbMQeDDRA1INhYosY2x00VMS5piRrarBuFlqjgUk33BBt6oqQlVtqTlhSzNu0JkO3JbnpOuk05scRuViJea6ShGyDSVIKNcpV8P3s/3865febO3Llzn7kz98779Qdncrl35rmfZ+48n5l55nniJgAAAABAqji7CwAAAAAQa5BgAQAAAEiGBAsAAABAMiRYAAAAAJIhwQIAAACQDAkWAAAAgGRIsAAAAAAkQ4IFAAAAIBkSLAAAAADJkGABAAAASIYECwAAAEAyJFgAAAAAkiHBAgAAAJAMCRYAAACAZEiwAAAAACRDggUAAAAgGRIsAAAAAMmQYAEAAABIhgQLAAAAQDIkWAAAAACSIcECAAAAkAwJFgAAAIBkSLAAAAAAJEOCBQAAACAZEiwAAAAAyZBgAQAAAEiGBAsAAABAMiRYAAAAAJIhwQIAAACQDAkWAAAAgGRIsMC8uDjsPyBBVOxIVhTy17/+9ZIlS4Ku2YpNR0XMAaIafmM2iJlDW8x8EYgMrR0mKnYkKwqZn5//2muv2bLpqIh5NEJgQYFdwSplZWVbtmzxf+UrX/nKww8/bFd5zJk0adLUqVOTkpKuvPLKq666Ki0tbf78+ZMnT+b/teVQcvny5SeffDIlJWXWrFnbt2+nP/3/d2Rk5NprrxUKFvdX6rWF9H6d9QiOHj26du3axMTEefPmbd68+f3339d/v7JmCvjcuXNLS0uHhob83/Cv//qvCQkJ9K/6I/7o9T//+c8UliVLlkyfPp1CdM8993R2dgofoarcsGHD22+/rbwesEi8oLNC09QBD+mzAb8FGRgY+MIXvjB79mzaaXNzc1999VXlI3//93/vv6vQ8tKlS0PdbphvUJs5c+ZHH30U/qZNsO7Hq7Vn6u9mAT8yYaDuzO2oWrtKwLJFANKymIRKtcqHH36YnZ394x//mP/80Y9+dMMNN/zlL3+xt1RhokPbP/7jP/7whz/kP205KDQ2Ni5fvvxdH1rYv3+///8++uijzz33nP6hPJz367zub/369UeOHBkbGzt79izl2ZQH6L9fWeenn376xz/+8Z//+Z/z8/OV/6UXMzMzv/Od71x33XW0rF+ez33uc1/+8pcp7fj444/PnTv3k5/85LbbbhPeSQnfU089tXLlSp1vpLyos0LTwkyweEH4FlRCyk3r6upOnTpFWctvfvObL37xi8pHqBH9+c9/rqzkpz/9Kb1ie4Jl8CPRlWBpbSJogqW1Ev26M7Gj6uwqQQtsESRYMQmVaiE6SUpLS3vLZ968eSdPnuTXld8SvUI/bDqLohPZe++9d2RkRHnDvn37Fi5cmJiYmJeX19/fz6/TsaCiooLeT0eHb33rW7yeW2655eDBg8pG6ZBB26KTOa2jm9bKjXjsscf27t3rv86Aq5LyvbRQg0q5Cy/TwurVq5X/OnHixKJFi8bHxw0mTKG+X/91LRcuXEhOTtb/uPAiVR+dhSt/tre3UypJCytWrDh8+LD+Z+mD9PGgJadSKZvQL5LOCtUonv/zP//DywcOHOAFeoVeV9YZ8CqF8X1S61vcf//9u3fv1vrIoUOH/HcV2sqrr76q9cVpJ5wzZw7tkLTDU2stbJd216997WtzfWiBL0Gpv5S/UD9Cr7zwwgvp6emTJk3SiU/A1Qp0foz6Kwn/1yorwdKvOxM7qs6u4r9d9V7qXylBA0vnQv/yL/+SkZExa9ashx9++OLFi/y61+ulE4MFCxakpKRQkhdwWzqVopRB68hvJAIQGUiwrNXc3HyDT0tLi/Ki8itatmzZf/7nf/7lL3+hX0VlZWV5ebnyhuLi4sHBQfpN7tq1Szm41NTU3HnnnX/0ueOOO3g9HR0dS5cuVS5sbN68uba2dkL76Ka18qC2bdu2c+dOYZ0BVyXle2mhw5lyLKPzVDpIKf/1+c9//kc/+pH6uwsRMP1+/de1tLW1FRQU6H/c/6A8PDxMofY/+aZyfv/736eFV155hZb1y0ORvO+++371q1+pL5cq7zx//jzF/OabbzZSJJ0Vqj366KMvvfQSLQwNDV1xxRWUANHyiy++SJnKhHZrGtI+qfUtqCn6/e9/r/URCuySJUv+67/+i/7s6uqiZXpF64uvW7futA8tKPu88mZqHen1IZ81a9Y8/fTTAb+Uv1A/Qq/fc8899HNQ/gwYH63V+tP5MQYtW5i/VlkJln7dmdhRdXYV/fL7V0rQwO7Zs+f2229/9913//SnP23cuPHxxx/n1ym3owPCO++8Q69XVVUF3JZOpShl0Dryg3MgwbLcTTfd9NnPftb/lYCHkg8++IDOS5Q3UCvLyx9++KFyjn7dddcNDAzw8ptvvqmsZ8WKFZwovP3227QS+oh6K/7Ho4Ar1/fss89+9atfFV40sqpwvldA8fHxly5d4mVaSEhI4OVf/OIX1NZyXw0jCVOo7w/6ekDHjx/PzMxULl5qiftbdMqrXAeiluDqq68eHx+nZfqXlumQrVMeCjgdnW+88cbExEQKbHV1tXJS678JOtmltlPnGykv6qxQ7Wc/+9k//MM/0AId66mofAOXmj2+xaOTYBnfJ7W+xeTJkzlKWt/lu9/97t133z3hu5f0ve99T+eL007Iy8q1N/83UxCUN/T396vfoBbqR+j19957z/9PrR9OwNVqEX6MQcsW5q9VXcsBaf2v/0p06s7Ejqqzq+iX379S/AUMbFZW1ltvvcXLZ86cWbhwIS8vXrxYfY1W2JZOpfiXIeCRH5wDCZa1XnnlleU+zc3NyovKb6m3t3ft2rXUmvIBRckVtHIjOnAo14r9b2y1tbVdf/31n3zyyZe+9KXvfOc7+ivRel3Ht7/97U2bNgndyXVWJet7BaR1BeuGG27o7u7W+VLCi6G+P+jranS2vWDBgmPHjgV9p/866Uvt2LGDAsh/UjshNDxPPPGEkfJQfVF+8NBDDyk9wPid9DqdPfs/vzZlyhTh7hLVAiWyQVeoNjY2Rl95whfe9vb2VatW0TK9wvdHDO6E+hHW+hb6V7AmfLddKCH78Y9/TP8qN+kCvllpfWmBdk6hVPSK/hvUQv0Ive7/c9P54QRcrb+gP0aDZTPxazVSrVq7hPAGnbpTfzDgnu+ftJm+guVfKUEDSymp/89W+UH5B1xrWzqV4l+GgEd+cA4kWBaiU5D58+fTL5laAlpQTvuU3xKdl/zgBz84f/48/ULo36DNj9a5I/3kqD2jdjcjI0PpMkK/SeWEhs5ETSdYdL54zz33eL1e9X9prUrW9wpIqw9WnErQ0ob0/qCvC1paWqjSX3/9dSNvFtapdC3iS1bKRRry7rvvKhe0jJRndHT0iiuuUL/z1KlTaWlpfAtv6dKlv/nNb/w/1dPTQ/tS0BUGVFBQ8JOf/ITv3NG/1AasWbNGKAD3YtH6CkYSLPW3uP/++5977jn9jzz//POTJ09W7qRoNfnKxQNaMH4FS/hS/kxcwTLyp5ErWEF/jAbLZuLXKjHBmtCuO60P6uyoOruKP/29NGhgKfXx/+UqlixZor6CJWzLYKUEPPKDcyDBsgolN5/5zGd++tOf8p+tra3KU4TKj4TaBnoDnZBREvbFL34xaCKyY8cOpffD5z73Of+3UXNOfzY1NSmvUOaxa9euixcvUpN89913m0uwmpubb7/9dv07L+o/JX4vtX379uk8RajzpYy3BPrvN5Jg7dmzZ8GCBUo7FNK2+OG4vLy8Cd8V0KKiIuHNFCul/7h6hbfddhvlN2fOnLl06RKFaMuWLfT+gO8sKSlpbGyc8PWRop3zl7/85Qc+XV1d2dnZypAQOisMiJrAa665hs+n9+7dm56e/q1vfUsoAOWIJ06c0PoKxhMs/2/x9ttv0473wgsvDA0N0b537Ngx/6cIjaxKefGOO+7gPli0oO4vRbur0j9m7dq1NTU1Ab+UP62PhJlgaa3WX9Afo8Gymfi1yk2wgn7Q+I6qs6v4099Lgwa2vr6eAktroNTnv//7v/nWOfnmN79JJyH0Kf8+WMK2jO8w6iN/wLeBLVANVnnooYeUXo3sq1/9allZ2YTf3n/48GE6y5kyZQo1xtQgBU1EKNH5yle+MmvWrDlz5jz77LP0QeU9r776Kp0Y+V9novMeaqQTExMXLlz40ksvmUuw6JRRfaUn6Kokfi81OmmjM7YUn23btqlvXAbckLrwJt4fdD1a7yRjY2MBt6V+/+zZsykhfuedd+j13Nxc5XKd4uc///mKFSu0Cv8f//Ef9957LwWTqj4zM/Oxxx6j0+uA7/z3f/93fjiRYkiZHG3rSh9aoFNzIysMqK+vj3abc+fO0fLZs2dp+Y033hAKQAkoVZ+5fVLrW0z4HgulotKap06dSiHyHwfLyKqUF/kpQvrKjzzyiP8DXLxAu+vWrVv5CS9aUE4/hC/lT+sjBgum88MJuFp/QX+MBstm4tdqpFr9y2PkIBPwg7wQ0o6qtav4099Lgwb2008/pdezsrKmTZtGJzBtbW38OuV/3/jGN+jEg4pKSV7AbRnfYdRHfp2gQYShGqLV7373OzqIKH/eddddyphbUU34XgARhsbJOPxaBZ988okyDnNkxMyRPybhUBJlqqqqhoeH33vvvdtvv/2f/umfJnznSd/97nfpDEk9BGUUUX8vAFsgwQoKv1Ytvb29ytOCVouNI39sw6EkytTX16enp8+ZM+fLX/6yMhxDRkYG/bDDWa36+nyEm5mA38veIhkRFYW0iNXf3a7YuqcGTVP/WoHNmDGDx4GLAClHfrAUDiUAAAAAkiHBAgAAAJAMCRYAAACAZEiwAAAAACRDggUAAAAgGRIsAAAAAMnckmAFfOQbAAAAZLG7qXcWt4QDFQ8AAGAdtLMCt4QDFQ8AAGAdtLMCt4QDFQ8AAGAdtLMCt4QDFQ8AAGAdtLMCt4QDFQ8AAGAdtLMCp4Tj8OHDt95667Rp0+bNm/fQQw+dOXOGX798+fKTTz6ZkpIya9as7du305/m1o+KBwAAsA7aWYFTwrFmzZrXXnttdHT0woULu3btWrt2Lb/e2Ni4fPnyd31oYf/+/ebWj4oHAHCI8fFxu4sA8qGdFTgxHGNjY0lJSby8cuXKI0eO8DItrF692tw6UfEAAE7w+OOPJyQkbN261e6CgGRoZwWOC8fFixeff/75DRs28J8zZ84cGRnh5XPnzqWkpJhbLSoeAMAJkpOT6YBMOVZLS4vdZQGZ0M4KnBUOHgp2zpw5Ho+HX4mPj7906RIv0wL9JoN+HCPMAgA4E50wT5kyRTksr1u3bmBgwO5CgRxoZwWOC8cHH3zwzDPP3HLLLfwnrmABAMSM2tpaOhoXFxc3NTWlpqbScmJiYk1NDXplxQC0swInhoNyrOTkZF5GHywAgNjg9XrT09PpaNzZ2Ul/jo6OlpeX86WsjIyMjo4OuwsIYUE7K3BKOB588METJ05cunTpD3/4Q2VlpdIHa9++fVpPEYZUl6h4AAB7tba20qE4Ozvb/8Wenp6cnBxOs4qLi4eGhuwqHoQJ7azAKeE4dOjQsmXLpk6deu21127ZsuX8+fP8+uXLl5944okUn23btvmPg4UECwAgiuTn59OhuLGxUXjd6/XW19fTQZ7+d8aMGbW1tfSKLSWEcKCdFbglHKh4AAAb9fX10XGYsiit7lZDQ0OlpaV8KSs7O7u7uzvCJYQwoZ0VuCUcqHgAABtxd6vq6mr9t3V2di5evJjTrLKyMuUhJ3A+tLMCt4QDFQ8AYBfKkxITEydPnjw4OBj0zePj47t376b38xUv9S1FcCa0swK3hAMVDwBgF2V0BuMf8Xg8hYWFfCkrLy+vt7cXHbMcDu2sIJbDgYFGAQBsR4lRWlqaMjpDSFpbW3lkh0mTJiUnJ7/xxhtWlBCkQDsrcEs4UPEAALZoaWlRj85g3NjYWHFxsTLyu9yygURoZwVuCQcqHgDAFnl5eQFHZzBufHx89erVtJKrr74aNwodC+2swC3hQMUDAEReb2+v/ugMxmVnZ9OqMEW0Y6GdFbglHKh4AIDI27hxo5HRGYxobGzkDu/hrwqsgHZW4JZwoOIBACJseHjY+OgMQY2Pj/No7729veGvDaRDOytwSzhQ8QAAEbZ79+5QR2fQV11dTSssLy+XtUKQCO2swC3hQMUDAERSOKMzaPF4PLTCxMREjPDuQGhnBW4JByoeACCSwhydQUtRURGttra2Vu5qIXxoZwVuCQcqHgAgksIfnSGgjo4OWm16ejrGa3AatLOCWA4HRnIHALCFxNEZ1LKysmjlra2t0tcM4UA7K3BLOFDxAAARI3F0BrWGhgaM6u5AaGcFbgkHKh4AIDLkjs6gNjo6OmPGDDqq9/f3W7F+MAftrMAt4UDFAwBEhvTRGdQqKytpExUVFdZtAkKFdlbglnCg4gEAIsCK0RnUBgYGeLyG0dFR67YCIUE7K3BLOFDxAAARYNHoDGqFhYW0ofr6eqs3BAahnRW4JRyoeACACLBodAa19vZ22tDixYut3hAYhHZW4JZwoOIBAKxm6egMAq/Xm5GRQZujTMvqbYERaGcFbgkHKh4AwGqWjs6gVldXR5srLCyMzOZAH9pZQSyHAwONAgBEjNWjM6iNjo7SFunwPjAwEJktgg60swK3hAMVDwBgqQiMzqBWUVFBG62qqorkRiEgtLMCt4QDFQ8AYJ3IjM6g1t/fz72+xsbGIrldUEM7K3BLOFDxAADWidjoDGr5+fm06YaGhshvGvyhnRW4JRyoeAAA60RsdAa11tZW2nRWVlbkNw3+0M4K3BIOVDwAgEUiOTqDmtfrTU9PpwJ0dHREfuugQDsrcEs4UPEAABaJ8OgMarW1tZHvXw8CtLMCt4QDFQ8AYIXIj87gzDIA2lmBW8KBigcAsIItozOo2X4VDdDOCtwSDlQ8AIB0do3OoGZvPzCYQDurEsvhwEjuAACWsnF0BjV+krGpqcnugrgU2lmBW8KBigcAkO6zn/2sXaMzqHG2l5OTY3dBXArtrMAt4UDFAwDIxQlNQkLC6dOn7S7L/xkfH+f7ld3d3XaXxY3QzgrcEg5UPACARF6vNzMzkztgtLa22l2c/6+mpobKU1JSYndB3AjtrMAt4UDFAwBIVF1dTcfVxMTEu+66yzn9yoeHhyf7DA0N2V0W10E7K3BLOFDxAACy8Ow0lMf09PTYXRZRaWkpla2mpsbugrgO2lmBU8Jx9OjRtWvX0snQvHnzNm/e/P777/Prsp4ERMUDAEjh8XhmzJhBB9X6+nq7yxIA5XxUtrS0NOdcV3MJtLMCp4Rj/fr1R44cGRsbO3v27JYtWzZs2MCvy6owVDwAQPjoKJ2dnU1H1NLSUrvLoiknJ4dK2NzcHOoH6ds9/vjjhYWF77zzjhUFi21oZwVODMeFCxeSk5N5GQkWAIBz8IDplGNRLmJ3WTQ1NTVRIXNzc4282ePxUCpWWVlJaVlCQgLfLVm6dKnVhYwkr9cbga2gnRU4MRxtbW0FBQW8TBWWmpqalJREv+e9e/d+8skn5taJigcACFNjYyMdS2fMmNHf3293WfSMj49Tw0FFDdhFjFLDrq6u2tra4uJifpti8uTJU6dO5eX29vbIl9wKzz77bGJi4vbt263eENpZgePCcfz48czMzJMnT/q/+NFHH/X29q5evbqqqkrns3G6LC44AEAso4Mw5R90LG1pabG7LMFRPkFF3bhxI//pf5mKv4UiLS2NMq26urru7u5xH/5senr66Oiovd8ifF6vd/r06fR16F+rt4V2VuCscNBZxYIFC44dOxbwf0+dOpWSkmJuzah4AADTRkZGKOGgA6n+Wa5zDA4OJiQkTJo06frrr1dfpsrNzaUvQpkivU39WUpK8vPz/fOz6MWjaZD58+dbvS20swIHhYP2ddoDXn/9da03DA0NzZ0719zKUfEAAOZQwlFYWEhH0by8vMj05pHi6quv1rpMFfSzlHjxk5LOGUPVBGU0jZSUFFro6+uzdHNoZwVOCceePXsWLFgwMDAgvF5aWtrf3//xxx+fOHFi3bp1W7duVf4rpLpExQMAmLNz507OUaJr9M5XXnklKSnptttuC3iZKqiGhgbuBDwyMiK7aJHgP5pGRUUFLVjdDQvtrMAp4VB3meJHVA4dOrRs2bJp06YtWrRox44d/mceSLAAAKzW0dHBV0E6OzvtLkuk0Vk9fffi4mK7CxIyYTSN7u5u7lVm6UbRzgrcEg5UPABAqAYHB7kDU21trd1lscHQ0BDfXDtw4IDdZQmNejQN7kJn6TTYaGcFbgkHKh4AICTj4+O5ubl08CwqKrK7LLah1IoiQGlWFN0eDTiaBk+DXV5ebt120c4K3BIOVDz483g8UdRXF8AW3HFn8eLFMTBaQTgov6Q4FBYW2l0QQ7RG0+jr6+MuZdYd+tDOCtwSDlQ8KGpra7nZQI4FoIWv3CQmJlr96JnzjYyM8H3ShoYGu8sShP5oGjyDUFtbm0VbRzsriOVwYKBRCCgrK4v2h/j4+Ch9OAjAapRU8QNoUdf3yCI83gHFxNwDiZERdDSN3bt3Wzq4F9pZgVvCgYoHRVpaGu0PN9xwg90FAXCi0dHRxYsXW91fJ+qUlJRQTAoKChx75TvoaBr0Ol+VtGgeSbSzAreEAxUPrKenh69o0lHGyHiDAG5TXFxMP5CcnBz8QPxR3sl33+rq6uwuSwAGR9PgEeqbm5utKAPaWYFbwoGKB8aP0jAXjusDoI97KKakpDj5Xphd2tvb+dxMPSa2vYyPpsEPGFrUYR/trMAt4UDFA+PB9/jh8whMLw8QLbxe7w9+8AN+AK2jo8Pu4jhUWVmZ06YMCmk0jZGRkck+VvRARTsrcEs4UPEw4RudgXuq8uV0OirZXSIAp7jxxhv5ym5NTY3dZXGusbGxjIwMitLOnTvtLsv/F+poGjzqhBVPRKKdFbglHKh4IPX19fwQDZ3zJSYm0rLLB/gBUCQkJNAvYvbs2c65NuNMXV1d3NvJCQNYmBhNo7m5mT6Sn58vvTBoZwVuCQcqHkhBQYEy/h7PMiaMxQfgTsPDw5RgxcfHHz582O6yRIHKykp+DsDeZNTcaBpjY2P8Kend7NDOCtwSDlQ8cOcD5RFl7syLB9EByPbt2+nnUFJSYndBogMdQ3g4verqarvKEM5oGjxT4e7du+UWCe2swC3hQMUDX0tft24d/9nb20t/ZmRk2FsqANtRusBTGtOPwu6yRI2enh7uLU4LthQgnNE0+HHI7OxsuUVCOyuI5XBgJHfwx8ejxsZG5RV+sNnj8dhYKgDbcd9EKzrlxLbq6mqKW1ZWVuQHDAtzNA2v18tHP7ndyNDOCtwSDlS8y9ERkLsd+I9xXFpaKqRcAG5DbS3fabJuirpYRUcVnt2vsrIyktvt7OwMfzQN7kYmd6gatLMCt4QDFe9yfElcGJehqakJ/U7A5XiWPcqx7C5IVOrr6+Ncp6ury4r1j42NDQ4OejyeLp8XX3yRUjp+AjrM0TS6u7tpJenp6bKKOoF2VsUt4UDFu1x5ebm6UycdufgyO55LB9fKy8uzaFQkl+AZAGfOnFlYWLgzFDfffDOlSnfffXd1dXVZWdnGjRsLfCjZzcjI4CvuWrKzs8M/avGAXpRpSYnDBNpZFbeEAxXvcjzBc39/v/A6PwpkVzdVAHvxZYzU1FRMO2gaJTp8eLECZWAZPpx7ff7zn58+ffoVV1zx5ptvhl9ynjdM4pPUaGcFbgkHKt7NuBUJeBOEB0GW/rgyQFTgJz8wdHuY9u3bR2FMSkravn278StYa9eupdT2vvvuq62tPeDD9wEHBgYGBwe1xkD2+kgpNp1wcnota4VoZwXyw0FnQvRzXbRoEaXe9O/TTz/90UcfSd9KqFDxbsZj/FRVVan/q62tjf6LTg0jXyoAe3k8Hh4Zbnh42O6yRD0KJg+wF124k76U5xu4M1/464kl8sOxdetWSswpNaZMi/5ds2bN1772NelbCRUq3s34IamAvVDpNJEHs4nGgyO4Ae2iAwMDVqyZnyPDWLtuxsM9bNy4Mcz10F7K90mllCpmyA/H3Llz/Z+Ep2V6RfpWQoWKdy2e4FnnMjh38g3ngWcAKwwODh49epQfGXvppZfkrpxaRF6zumMiuAc10NzTK8wzTO5rgXZWEMsJltBb0JYygO2CnqLxQ0ABbyACWI2yqO7u7paWlrq6OtoJS0pKKONPT08XDl833nij3O3u3r2bVltUVCR3tRB18vPzaU9obm42vYaenp443+zXaGcFltwiXLdu3Ztvvjk+Pk7/0jJuEYKN+PCh08mgq6srzoJZIwAEP/zhD+fPn79q1SqtLEpAb6C3rVixIj4+Xu6ULHRw5hs6nZ2dstYJUYqHAywsLDT3ca/XSwdPflQC7azAkk7uO3bsuO666xITE+nfp556Cp3cwS4jIyNBL4DTAYKHnEFXX7BOd3f31KlTtbIoSrmqqqrq6upaWlroncL8J/yUhpShjxjPy5mTkyNlbRDV6CDJ/VBpwcTH+VIozxeEdlbglnCg4t2JT86C3gehszd6G7U6kSkVuA1lTnwDhf5duXJlwCxKBzVd/KBGbW2tlPLwJYdw7gpBLOHROkwMNuvxeLgnHz9ChHZW4JZwoOLdiVIrqnpKs/TfxpPdlpWVRaZU4B6jo6PcesX55n0zfQmqs7OTr8Wam9zXX0dHB60qLS0NExgAo1Q7ztRs3+vWrfM/cqKdFcgPR39//+rVq6dPn+6oDuZOKANE2NjYGJ9dBb33NzAwwE1OZAoGLtHX18dXnlJSUsIfamjjxo20KmrSwlwPN4p1dXVhrgdixvj4OHeTCCl95xvNqampyr1FtLMC+eHIy8vbtWvXhx9+KH3N4UDFuxAPImrwtExrLh0Ac5qamji/z8nJCf+y04Svrww1ZmHe2qOcj9ZAranWQOHgTpy+G5/TIuDeiHZWID8cdEy5ePGi9NWGCRXvQmVlZcYPGfzm+vp6q0sFMW9sbIx3J1JRUSFxmj/lmoHp9IgLhkFJQMA3jo0/TM07knA9Fe2sQH44Fi5cKOV0TS5UvNt4vV4+wfJ4PEbez70QTD+rDMBof+Mu5DNmzLDisYmCggLT/QWHh4f5eTEHHqLBXsoBs6+vL+ibeWibxMRE4eiKdlYgPxwvvfRScXGx0554R8W7jc4EzwHRHsuNInr+gmktLS3clyUrK8ui280DAwP+z22FhId7KCkpsaBcEPV46iTaSfTfpvNMK9pZgZxwqAd3EUjZSpilsqUMYJeqqiojBwt/fOHBRLsFQHk573KktLTU0qkt/UceMv4pKlJKSgp9sLe317qyQfTik9L09HT9t/GAogFHZUM7K3BLOFDxbsPnWHTIMP4RbiDp8GFdqSAmDQ0N5ebmxvmGuTIxmFCoqGGj7Io2t3PnTuOf4rFITDyKD+6RkZGhf9gcGBjgEd0CziuAdlYgPxyTJk2Svs7woeJdpb+/n/sCh/Qp7uaZl5dnUakgJtFuw51XqHGK2MUhvthATR01eEbeTzkZn3KEP1oExDC+OlVeXq71Bjo88qMbAf8X7axAfjiuueaa//3f/5W+2jCh4l2F76HoHCYC4nGzqNHCE+xgxPj4OM8Uzo9HmJtpxDRq5IxfkWptbQ2pSyK4k3JqGrAramNjI99D1DpCop0VyA/HCy+88IUvfOG99967fPmy9JWbhop3FT7NMnGyzo9o4Sw/Sg0ODq5evfqRRx6x+kmF4eFhSlamTZvGl5GMjx4kETVyPHhb0IkKJv76i4jA7UuIdjk5OQGPgbTPcx8+Sta1Pot2ViA/HM7p5C6Uyu4iQIQMDQ3x84Amxh/iS19aF8DB4VatWsUHnMOHD1u6IR6PisycObOzs9PSbeloaWmJ8w0Tr//UNt9PTE1NlTgiF8Sq2tpa2ls2btwovF5SUhIXbF5XtLMCp4Tj6NGja9euTUxMnDdv3ubNm99//31+/fLly08++SQdQWbNmrV9+3bTV8VQ8e7BEzwXFxeb+GxPTw/upESvq6++mvOeu+66y7qLWGNjYytXrqStJCcn/+53v7NoKwbxbJulpaU67+HJEPH0BhjBJ6jUFvs/Cdve3s5nrfojqKGdFTglHOvXrz9y5AjV6NmzZ7ds2bJhwwZ+vbGxcfny5e/60ML+/fvNrR8V7x481Zq5MR6pVebL4BiJMepwcjx37lzuck4n3FbkWHSMys/P5yzcCaP90Y7KI291dHQEfIPH45k8eTK1l04oLUQF3sOVOXBon+enC4NOdIF2VuDEcFy4cIFODXmZzhQp8eJlWli9erW5daLiXULpqG66xzFfCTfSrwUchR+Aqqys7O7u5pxD+oQwlLHx7pGWlmbw8b0IqKur42cYAw6+xaNHhvrAB7gZ3wRQprWorq6mP3Nzc4OesaCdFTgxHG1tbQUFBbw8c+ZMpaU8d+5cSkqKuXWi4l2Ce6WEM9gPPymjf88FHIjHieUeUVbkWM7MriZ8BeOOydQQCv81OjrKw75jFnMwjtpcnlKJFnp7e3nZyBAkaGcFjgvH8ePHMzMzT548yX/Gx8dfunSJl2khISFB57MB+9c7p6M9RADPCU/n9KbX4PF4uOOwxFKB1bjW/Gc6am9v5xERZT3iV15ezptw4EjoSisoTCTHD23od0wGUON+e/X19TyCrjp3DwjtrMBZ4ejq6lqwYMGxY8eUV3AFC4xTelAZnOBZC3c4cGA7Clp4mHLh0afW1lbOsYL2HQmKR/mn7CqkuQEiiUuYl5enpJjj4+M8joONzzlClGpubuYdXufusxraWYGDwtHS0jJ//vzXX3/d/0X0wQLjqCGJ802SFeZ6eAhH9VSm4Fg8gBkdQ4TXuZ0gjY2NplfOcyRTrubkeSqpCUxPT/fPJnksiZycHHsLBtFoZGQkPj6efzvt7e0GP4V2VuCUcOzZs2fBggXqng379u3TeoowpLpExbuBrMkEuSPXunXrpJQKrMZdRoQHyxV8cYveoDNAoo4wPx5JyrP0Q0NDE3/tlKY8CwZgHM8bRpYuXWr8U2hnBU4Jh7rLFB8rL1++/MQTT6T4bNu2zX8cLCRYIOAz+ICzkIZkdHQ0zjcSDAZmjAp8qUYnITadJEVRdsW4G35xcTE3kGlpaVYPag8xiQ59hYWFmZmZv/3tb41/Cu2swC3hQMXHvL6+vjjfPFlS1sZdO7XGFgJH4Q65+jcB+eomJc3GO1Hx/H1SunBFzNDQEHdD5JONcJ72AAgV2lmBW8KBio95PO2urPF+uNsN/StlbWAdOtXmrrh8X0xHSB3VJXaQj7CGhgbOC5OSkjBtOUQS2lmBW8KBio95PBSQrGtOXV1d6CAcFbjjUW5urpE38ygelGPpjwvV2dnJ2VWUTi/Dl6/CGW4XwAS0swK3hAMVH9vCmeA5IFoPj9CIJsrheHgqg4NdGRks1LqB4CPmscce4wQr6FU9AInQzgpiORxCr/mbb7759OnTdhcKLMG3ReQOv15YWBjwyX9wFB7qyfhI5ZRj8QTJ9EH1eGk9PT2cXVVUVMguaeSMjY01NjY6dsguiFVIsARuCQfnWAsWLMCUETGJJ3iW+0Q6T/FWVlYmcZ0gF+UQcb55l0P6lDJhc1ZWlv8UyAMDA5yuWTRRNEBsQ4IlcEs4qOKnT5/Od5EwMEyMGR0d5XlC5Hbp5ccSMzIyJK4T5OJnEUzcy1PnWMiuAMKEBEvglnDwwFplZWV8KauiogJDHMUMHq3binFBucV11My+4G/x4sVUQeYGWB8ZGaHsijvIezwenh+Jsi4cGQDMQYIlcEs4lIpvbGzkzst0VB0cHLS1UCBHaWmpRY/T85obGhqkrxnCxxM8p6ammr7gNDw8zDkWzwpC2ZXBOdcAQA0JlsAt4fCv+L6+Pj5bTUlJMT7LEjjT6OhocnIy1aYV6TIPEV5cXCx9zRC+2traONUEz6GiHItHZJg+fTqyK4BwIMESuCUcQsVTq8yjP/NgkuhyEaVGRkauvPJKqsRFixZZsX5l9AfsIQ7Enaja2trCXM8NN9xA61m7dq2UUgG4FhIsgVvCEbDi6QyYT14LCgr8HyaCaPFv//ZvnCXfeuutFm2CbyGFP7+hm42Pjz/77LNyLzFSbs1T34R/2YlOtyhLw+UrgDAhwRK4JRxaFd/d3c0dmenfzs7OCJcKwqF0oLnyyivffPNNi7ZSWVlJm9i5c6dF63eDFStWUAynTJki8THPpqYmWmdRUZGsFQJAmJBgCdwSDp2Kp3aaR1GaPHlybW1tJEsFpinZlTCUkXRtbW3c/dm6TcQ2r9fLj5WQ48ePy1otDxZKaZasFQJAmJBgCWI5HMJI7jrvpDagpqaG31ZYWIgZUsM37mPRyiOWXU34BkziQbZwC8kcHguUyRq1leqCkzbc2QdwDiRYAreEw0jFd3R0pKam8tiSvb29EShVrOrv77/qqqtmzZplxZ27SGZXjDtT44FTc6qqqngWI06J+vr6wl8nLisCOBASLIFbwmGw4gcHB3Nzc/l2YWNjIy5lmcMzA5L09HS5cxNFPrsiO3fupC1WVlZGZnMxhvYBzqs405IyHiyPGGxwgmcAiAwkWAK3hMN4xXu9Xu7XzDZv3mxpwWLSb3/720mTJnEAJc5NZEt2NfHXm1y00YhtMWZw6Hi6ITpdSUlJoT/DfJqEfqF8pVk9VTMA2AgJlsAt4Qi14ltaWnhw54SEBHMTcbgZX2AoLS2VODeRXdnVhK9FpzSRNj00NBTJ7cYAvmqlzBXIQ4Pm5OSEs05zEzwDgNWQYAncEg4TFd/Q0MCDWPLtIfRxNsjj8XCvcL7AIGVuIhuzK8bD0h44cCDym45qfH+QUiL+k5JsfiWcSHLStn37dkllBAA5kGAJ3BIOcxXv9Xrr6uo4P8jIyMClLCP4Bqv/82Jhzk1ke3Y18ddeZWHOyuI2PT093A/P/0WefYj2B9NXNHmCZyVpAwCHQIIlcEs4wqn4gYGBvLw8XMoyghIgykeVy1cK03MTOSG7mvDtA3G+0WjtKkA04qFPlPuDjKo+JyeHXqdTFxPr7O/vj/NN8CypjAAgDRIsgVvCEWbF41KWQXz7Rmt25FDnJnJIdsXmzJlDJUHVG6d1qamjo4MvZ5p4Snf37t302fLyckllBABpkGAJYjkccX8r/BXiUpY+vnylP9aR8bmJHJVdjYyMJCQkUGFuuukme0sSLWgfUN8fVFCGTf9bXV0d6mr5Bxj+BM8AIB0SLIFbwiGr4nEpS4f+5SuFkbmJHJVdTfh6Z/ODhNOnT7duhPpYwvcHtS41cfpFv6OQnnsYGhrigT9QBQAOhARL4JZwyK14XMpSU0Y5MjJUt/7cRE7Lrhi17kuWLKFSNTY22l2WKMD3B3UuUm7cuDEuxMlzeILnoBk8ANgCCZbALeGQXvG4lCXg4c6LioqMfyTg3ETOzK5YS0sLRhw1gi9QUeXqPM3g8XhCnTyHL3xisAwAZ0KCJXBLOCyqeFzKYsrlq1ATTf+5ifbu3dvU1MRXiRyYXU34smoexgnzEuoz2BU9pMlzeIJn2k9GRkZklBEAJEOCJXBLOKyreOFS1sGDB104UTRfviooKDDxWWFuIsdmV6y+vt54TuBaPBBD0ClxQpo8hy8fYoJnAMdCgiVwSzisrnj/S1lE1ux7UWF8fNzc5St/1HzyY3pTpkxxbHY1EWJXM3fyeDxB7w8qjE+ew322zI2eBQARgARL4JZwRKDiqTl55JFHOMFatmyZ8bE0ox1f1DF3+crfL3/5y02bNv3617+WUirr8I0tjOquhe8PGuy9bnDyHPo1cV6LCZ4BHAsJlsAt4YhYxe/atSs5OTnONXOlUQPJ41q5p1vS4OAgT7bo5CttNuL7g8aHqjIyeU5nZye9Jzs7W1IZAUA+JFgCt4QjkhXf1dXF45U3NTVFbKN24ctXRm7xxJKSkhL35NAh4fuDIQ1VZWTyHL5qWFNTI6mYACAfEixBLIcj7m9FctN8Uk5plpHeu9FLuXzltpG1e3t743yTvWDESwH3qQr1/mnQyXP4NmJPT4+MMgKAJZBgCdwSjshX/Pbt27nNGBgYiPCmI4bzSLddvmL5+fn03evr6+0uiLNwWEwk3DqT5+jPugMADoEES+CWcNhS8XwjafHixTHZWcfr9fJo3W67fMXoW3PluudphqDCmcpGZ/IcHgQEEzwDOBwSLIFbwmFLxY+NjfEomnRaH3vNMF++cm2G4fL8MiDukGf6+UqtyXO4h1ZHR0fYBQQACyHBErglHHZV/PDwMHcfibGn+pX0ws3zlnA+gaEvFXx/0PQgcAEnz8EEzwDRAgmWwC3hsLHi+/v7qXmgAuzcudOuMkjHw2q79vIVU0ZYdeHY/WqcCVGGFM6EUerJcxoaGuiV0tJSGWUEAAshwRI4KBwBH/eT9SSgvRXf3t7OAzdQXmJjMSTiuzZuvnzF+FGGkpISuwvyfw822vuQHV/PKy4uDmcl6slzeIJnV02NABClkGAJHBcOdYJlxWojj0/E6fy+u7vb3pKEj/t3p6enu/nyFRseHuZBR9VdsyOpq6uLz0AOHjxoVxlkZUL+k+dQvsXh1Rq+AQCcw/Z21mkcF45YTbBIRUUFFSMtLc3exjh8fPkKIxQw7ppdVVVlYxmee+45TrASEhJKSkoiP/rayMgIpUFh3h9k/pPnULoWh6m1AaKEE9pZR3FcONQJVmpqalJSUnZ29t69ez/55BMpq7WF1+stLCykkmRlZYXfDtmFL19RmohOx4zHF9AZJNNqDQ0NfAN67ty5vMD7GGXAEStSU1NT+PcHFcrkObRCpPIA0cIJ7ayjOC4cAWvoo48+6u3tXb16tf51gjhdlhU5BJRXUabIJ+VRen8NA2yq8d2xyMeEdie+fsaX0GiPGh4e3rlzJ18B4lvS5eXlEeiDzxGQ1SdPmTyHRfsVXwCXcEg76xyOC4dODZ06dSolJUX6aiOMWgueXqaiosLusoSM+/rg8pWgvb098p3SPB4PJ+szZswQHp6gYrS2tvLlUpabm0vZj0W1xvcHCS3IWidPnkM+85nPyFonAFjKOe2sQzguHDo1NDQ0NHfuXOmrjbyenh4euEFndltn4vlMdu/ebXdBHCcrKyuST4m2tbXxLkTb7e/v13rbwMBAdXU1P5fH9zHpT+lzN/H9Qek9peLj42m1y5Ytk7taALCIo9pZJ3BcOIQaKi0tpfbj448/PnHiBB3Bt27dqvXOkFZrOx5Hik7629vb7S6LUXz5ysbORk7W2NjIF4qs3pDX6+WxIeJ8w0MY6cw3Pj5+4MABnlSAFRYWtra2yrrexpfKKM2SsjbFnDlzaLWPP/643NUCgEWc1s7azkHhCNhl6tChQ3QKO23atEWLFu3YscP/HkdUJ1hk9+7dfH/Hf9xqIwYHB7u7u7ds2XLbbbd973vf6+3tlXhrRgf3s4ml4VIloj2T7/xaOgzH8PAw1wKl5iYuf9KuUl5ezqOl863eVatW/eIXvwinSJTh0Qrl3h9klMfHwJgmAO7hwHbWXm4JhzMrvqysjNs59WzQnEW1tLRQO1pVVVVSUpKXl6d0XlajRi4rK4taX2pBKQc6cOBAV1eXx+ORdZXC9mflnI/nJJb1JJ1aT08P7wC0w1Dlml4P1WB9fT3f0+RcbWhoyPTaMJICADBntrM2cks4nFnxlP3wQ3lJSUmUPwXNohi94eabb54+fXqcbzxGkpqaqvN+ao955Zs2bbrmmmtuu+02Ew0qPzBfU1NjRRxiA2XJfHGI8lrpK1fGYqAdRp2Om8MXw+J8HblMd8ziHUP6/UEAiDrObGdt5JZwOLbiR0ZGkpOTA2ZRnBVVVVXV1dW1tLR0d3f7P68+Pj7u35CPjY1RG9nR0UFNHaVBZWVlBQUFGRkZysBIgpSUFFp/RUVFfX09fUq/zebLV5Q9yGraY1V5eTkFqrKyUuI61WMxyFozrepnP/vZ8uXLOQs3MdMO3x+kj4dzDQwAYoNj21m7uCUcTq74b3/721OnTr3pppvUWZQU1PhR20kr37p164wZMyi1CnjFSyfl4qsU9g5WHhX6+/s5E5V1I1VnLAZZKEniXuq0iVAfueD7g/n5+VYUDACii5PbWVvEcjiEBMLu4uiJ/KCjIyMjXV1dDQ0NlZWVBQUFOinXvffeS8vTpk3D5SsjioqKKFy1tbXhr8rgWAzho92PuwNOnjw5pJt9GGkdABQOb2cjzy3hQMUHpZ9yZWZm2l3A6NDZ2RkX9lisJsZiCF9NTQ1v0eCDovQFOf/D/UEAmEA7q+KWcKDiTeCU66qrrqLo3XvvvXYXJ2rwNC+m542pra3l7NbcWAzhaGxs5E575eXlQa+q8qyUuD8IAAztrMAt4UDFmzY8PNzc3By9s1NHHs9VTGlWSJ/q6+urqalZvHgxX0aaMmVKOGMxmKbclywqKtKvdO56j/uDAMDQzgrcEg5UPESMMuhoZ2dn0DcLeRWZOnUq/fvII49EoKgBdXd3c/nz8vK0Ot4p9wetGJMCAKIR2lmBW8KBiodI4mH6i4qKtN6gzqtSU1PLy8spJ/N6vbY/TzAwMMBl0xoii+8PhnqVDgBiGNpZgVvCgYqHSBodHeUBooTsRD+vsqu0AVGSx9MXBhwii+8PYtpvAFCgnRW4JRyoeIiwyspK2uvuu+8+SraiKK/ypzVEFpUZ9wcBQIB2VuCWcKDiIcIo+eBcKj4+PrryKn8Bh8jioShwfxAA/KGdFbglHKh4iLzrr79eGbI1uvIqgTBEFs8IhPuDAOAP7awglsMR97fsLg64zunTp++8885HH300SvMqf/5DZPEwXabnhwaAmIR2VuCWcKDiAcKkDJFFMjIy7C4OADgL2lmBW8KBigcI3/79+znBWrVqld1lAQBnQTsrcEs4UPEA4RsdHZ05c2Z8fPzBgwftLgsAOAvaWYFbwoGKB5BifHwcszsDgBraWYFbwoGKBwAAsA7aWYFbwoGKBwAAsA7aWYFbwoGKBwAAsA7aWYFbwoGKBwAAsA7aWUEshwMDjQIAAEQG2lmBW8KBigcAALAO2lmBW8IRBwAAAFayu6l3FheFQ27dO3lt0lfo5LVJX6GT1yZ9ha4qHr6sc1bo5LVJX6HbigcKF0XWyTulq36B+LLOWaGriocv65wVOnlt0lfotuKBwkWRdfJO6apfIL6sc1boquLhyzpnhU5em/QVuq14oHBRZJ28U7rqF4gv65wVuqp4+LLOWaGT1yZ9hW4rHihcFFnsRqYhdKYhdOFA9ExD6MKB6IEULtqN8JsxDaEzDaELB6JnGkIXDkQPpHDRboTfjGkInWkIXTgQPdMQunAgeiCFi3Yj/GZMQ+hMQ+jCgeiZhtCFA9EDKVy0G+E3YxpCZxpCFw5EzzSELhyIHkiB3QgAAABAMiRYAAAAAJIhwQIAAACQDAkWAAAAgGRIsAAAAAAkQ4IFAAAAIBkSLAAAAADJojjBivsr/xd///vfFxUVpfjQAv2p/uDly5effPJJesOsWbO2b99Of+q/HnsChm50dHTTpk2zZ89OTU195plnAn7Q5aE7evTo2rVrExMT582bt3nz5vfff59fN/L1XR66Ce3oTWjskP5cHj2t0OmEVOHy0E1oR+nw4cO33nrrtGnT6PWHHnrozJkz6s8iehCOKE6wmHBQXrly5Y4dO0Z9vv71r9Of6o80NjYuX778XR9a2L9/v/7rsUoIXVlZWWlp6Rmf++677/vf/776Iy4P3fr1648cOTI2Nnb27NktW7Zs2LCBXzfy9V0eugnt6Cl0EiyXR08rdEFDOuH60E1oR2nNmjWvvfYatRQXLlzYtWsXJWHqzyJ6EI5YS7CSkpLo18LLH3zwAf2pfidlXfR742VaWL16tf7rsUoI3VVXXUUHIF6mHCs/P1/9ToROQbtZcnIyL+t8fYQuIP/oKdQJFqKnFjB06tcRuoC0okfpFxoLkC7WEqySkpKnn376z3/+M52X1NTU0J/qd86cOXNkZISXz507l5KSov96rFInWPSteZkyLf+vj9CptbW1FRQU8LLO10foAvKPnkInwUL0FAFDp34doQsoYPQuXrz4/PPP+1//Q/RAilhLsE6fPr1w4ULuz0ELf/zjH9UfiY+Pv3TpEi/TQkJCgv7rsUoI3YMPPvjAAw+c9bn//vsnT56s/ghCx44fP56ZmXny5En+08jXR+gUQvQUOrcIET2mFTqt1ycQOj8Bo8SNxZw5czwej/ojiB6EI9YSrHXr1n39619X+mDRn+qP4KSECaE7f/485VWzZs2aO3fuN7/5zbS0NPVHEDrS1dW1YMGCY8eOKa8Y+foIHVNHT6GTYCF6E9qh0wnpBEL3VzpR+uCDD5555plbbrlF/V+IHoQj1hKs6dOna/XBUuC2OtNpz1588UVKttSvI3QtLS3z589//fXX/V808vURugmN6Cl0dkhETyt0+iGdQOh8gkaJGouAfbMQPQhHrCVYtN/X1NTwFaxvfOMbAbsb79u3L+ADIFqvxyohdA888MDQ0BDF7eDBg9dee+1bb72lfqfLQ7dnzx46CR4YGBBe1/n6CJ1CK3oKnT5YLo+eVuh0QorQKbSi9OCDD544ceLSpUt/+MMfKisrA/bBQvQgHFGcYMX9LX7x7bffLiwsvNLnzjvvfOedd/zfzwuXL19+4okneKysbdu2+Q9tEvD12BMwdC+//DKd5CUlJa1fv/748ePC+3nB5aGLUxkbG5vQ/foInUIreur/8v8IL7g8elqh0w8pL7g8dBPaUTp06NCyZcumTp1K55Nbtmw5f/68/0d4AdGDcERxggUAAADgTEiwAAAAACRDggUAAAAgGRIsAAAAAMmiNcEKddpdrdeFzo8zZ84MuDmdqT3feOONO+64Izk5ef78+S+//HJIHzcyVysAAABEnWhNsEKddtfI3JwvvPBCdXV1wM1pffzkyZPXXnttc3Pzn/70p1OnTn3pS18K6eNG5moFAACAqBOtCZY/I9PuBh0X7uOPP87MzDx9+nTATWh9nDKqhoaGoCU0Miqd1iykAAAAEHViIcEyMu1u0JkN9u/f//DDD2ttQuvjc+fOfeqpp+bNmzd79uxNmzaNjo6G9HGtbwEAAABRLeoTLIPT7urPzfnpp5/+3d/93YkTJ7S2ovVxWti4cSNPkFxaWlpWVhbSx7W+BQAAAES16E6wjE+7q38NqaWl5a677vJ/RRhUWme19CcvU46Vmpoa0se1vgUAAABEtShOsEKadle/F1ROTs6vfvUrnW1pfTw/P5/yKl4+c+aMkmAZ/LjWtwAAAICoFq0JVqjT7urMzXn48OFVq1bpb07r4y+//PIDDzyg3CLU6sWl9fGg098CAABANIrWBCvUaXd15ubMz89va2vT35zOx59++unU1NRZs2Y9+OCDWp3ctT6uM1crAAAARK9oTbAAAAAAHAsJFgAAAIBkSLAAAAAAJEOCBQAAACAZEiwAAAAAyZBgAQAAAEiGBAsAAABAMiRYAAAAAJIhwQIAAACQDAkWAAAAgGRIsAAAAAAkQ4IFAAAAIBkSLAAAAADJkGABAAAASIYECwAAAEAyJFgAAAAAkiHBAgAAAJAMCRYAAACAZEiwAAAAACRDggUAAAAgGRIsAAAAAMmQYAEAAABIhgQLAAAAQDIkWAAAAACSIcECAAAAkAwJFgAAAIBk/w+ARYB2bWawMwAAAABJRU5ErkJggg==)
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