Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Zhenpeng_Su_042923_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | June 07, 2014 |
Start Time | | 2014/06/07 16:30 |
End Time | | 2014/06/07 17:30 |
Key Words | | magnetopause |
Model | | LFM |
Model Version | | LTR-2_1_5 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 32.56 |
Dipole Tilt, in Y-Z GSE plane, deg | | 4.68 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 140.80000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Zhenpeng_Su_042923_1 |
Minimum Dst Value | | -4 |
SW Source | | OMNI |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for THEMIS-D for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAU2F0IE1heSAwNiAxODoyMzoyOSBVVEMgMjAyM1pX4PoAAAGtdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiWmhlbnBlbmdfU3VfMDQyOTIzXzE6IExGTSBwbG90IG9mIHJobyBhbG9uZyBUSEVNSVMtRCB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAxNC0wNi0wN1QxNjozMDowMC4wMDBaIiwgIm1heCI6IjIwMTQtMDYtMDdUMTc6MzA6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MDksICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjotNS42Njc2ODkwMDA1LCAibWF4IjoxMzguODE3NTA5MDAwNSwgInRvcCI6NTIsICJib3R0b20iOjIzNSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfSgMJVgAAAAEZ0FNQQAAr8g3BYrpAAA+sklEQVR4nO3df0wc550/cGyDgQA1dpHL5YiPOvhCFCfghrOQiwj1cYpzthUiYwU5roM46tiKfbFlrHAbWtrYF7vlIpRzLe5kLljnnhzFtbjWqhAiMsj0SlWiQxY6cRGysI6oRDgyilbVKlohvp/vfq5zk2d3htnZZ+aZH+/XH2h32Zl99vPMzvOZmWeeJ2sFAAAAAKTKUl0AAAAAgKBBggUAAAAgGRIsAAAAAMmQYAEAAABIhgQLAAAAQDIkWAAAAACSIcECAAAAkAwJFgAAAIBkSLAAAAAAJEOCBQAAACAZEiwAAAAAyZBgAQAAAEiGBAsAAABAMiRYAAAAAJIhwQIAAACQDAkWAAAAgGRIsAAAAAAkQ4IFAAAAIBkSLAAAAADJkGABAAAASIYECwAAAEAyJFgAAAAAkiHBAgAAAJAMCRYAAACAZEiwAAAAACRDggUAAAAgGRIsAAAAAMmQYAEAAABIhgQLAAAAQDIkWAAAAACSIcGCNGRlYYMBCZzYkO7cuVNWVrbqmp34aPwuACAZ9guQBjQkIIUTG1Jtbe3Y2JiSj8bvwjmILfgXtl34inXr1uUmFBQUFBUVbdiwoaSkhF7k//p6Z/fFF1+cPn16y5YtOTk59NUOHDjw61//2t6qurq6ChIikYjwr4cPH5aXl+sDdfv27d27d1NI6UPb2toWFxe1dx46dIhe37hx49tvv73q++n1hoYGfv3IkSO///3vzQuZ9UdWvlHKt2V9lfZiVVWV8M4dO3aktW04cZ6JIiPlo21w7neRlYrRJ+rryF7daQ+s/1h4/bSLyM/Pp5WfPXv2s88+M3pnel8+A77eU0FgYCuEVbS2tn7wwQf82Ne7rRdeeOHMmTOcl3z55Zc3b96kfMXGevr7++vr6z9PoDXQU/1/6SMuXryoD9TevXtHRkaWl5djsRg1WpQ88euUJLW3t1NJ6PWjR4++//775u9//vnnh4eH4/E4/au3t3fnzp1WSpthgpXyxdraWiqh9srQ0BC9ojzByuSbZsiF34XwEasmWEYrMa877YH1H4u2CG2W//Vf/0XHHps3b/6f//mfVb+Co3y9p4LAwFYIZk6ePPnP//zP2lPabVE+wce1dOB79+5d7V+RSGTjxo25ubmHDh2KRqPm76fX3333XdoR0/spgaNMwt56aNdPi9ObaVU9PT3me1ValtqAlP+y0nppKLvSLkXRg7q6Ou1fn3zyydatWykHMloDFYCKwY+p2NoXpwdaImX0foHtEzZp5VIpX7x165a+uaUI/OIXvzB6c8qK1t5Mrxw/fpxPB9IDfkPyqRe9dBehVy5dulRaWsonYo22pZSrFXz66acHDhzIz8+nZSkF0U4umn8dkw+1vgHLSrDM6057YPJjMS8YoQMM+lLJb0s+naavl1Vju2KwcyBvvvnmhg0bioqKaIUpP8ukXrQyUFg+/PBDbZ2UXD766KP6TwFIFxIsMPSDH/zgnXfe0b9C+yPatX3++ee086WGUzuJ8sMf/vDFF1+k1ym3aG9vp7TM/P30+ksvvfRFAj2g/aO99dCCtDjtBGk9tHc2T4wog2lra/vNb36T3HKklWBRG6CtgR7QU+1f+/fv53200RqGhoa0REqfYFFDq19Pyvdr6EPfe++9vXv3mhTS5LtknmDR3yeeeOLjjz+mBxRPemzy5pQVrb357NmzVOPaG+ipyUfbW4ReP3LkiD5ZT7ktGa1W76mnnuLth7ZP+i5aGmHl62S4ActKsFZM6057YPJjMS/YSuLyIuU6Vr6Cvl5Wja3RzoF2U5SQ0ev0I0rewJhJvWhluHPnztNPP60t8vrrr1PKa/7dAcwhwYLU6DD0zJkzwou0P9JyAv3JlbKyMu2iwB/+8Ac6mjR/P72uvf/+/ft0BGlvPbQgHfjyY3pgnhg9fPiwq6uL9qGUytAH0bejV7T1C1/TZD3Cf7XC0A56165dJmuYnp6mVoS+Lz89fPjw0aNHYwn0IPlMlfB+bc1k8+bNs7OzJoW0+F3M35b1Vfp39vX1HTx4cCWRU/LFTaM1pKxo7c30ivYF6QF9r1WLne4i9Dq1vvqnRttSytUaoWW1NMLK18lwA07eRFMy+q9+JSZ1pz0w+bGYF4ylPO2a/BX09aKXMrZGO4dHH31U+I0kf5ZJvejLUFtby90h7t27t2XLFsrYUhYPwCIkWJDC5cuX6fg1+XWjRETYmxt1ijc6wtYnXpmsx2IysZLYydIRqnZyKK31GJ3Bqqqq4hMDKddA6de2bdv0F1WpxWppacnNzaW9PwVcazCM3q+hD6Vjay2ZM5dhgmX0IpWBGrxf/OIX9JejYWUN+oq2+AYb6zR/f7rbpN5vfvOb+vp6qnGj7dNi2WxswFbeabRa4Q0mdZdyweQfS3LSpkcpi7AxW/kKVmJrZedg5bOM6mV4ePjJJ59cSXQ85auNAJlAggWif/3Xf33ppZdS/stot0V7aq3PhJX3ZxmfwUprPfoTALRC6wkW0/aztLPWcqZoNGq+HqEPFj3VSiXQFhkcHKQD4qmpKaN1Xr169ciRI9bfv2KQASRzKMEilOQVFBS8++675m9e9QyW/g0Wz2CltYjFBMtotXq0fd66dSsej9NjfU+7dL+OjQ1YYoK1Ylx3JgUw2t6SF3nnnXeS+2Alv1N4umpsjXYOFs9gWdxmduzY8fbbb5eXl1vsggZgAgkWfMXNmzfpUJV3c8mMdpEXL17cv38/NxWzs7PJ/SeEp1mJrjnRBH3XnHTXQwseOHCA13Pw4EHzZIK+FyUufKWGDrLPnj2r5UbPPvvse++9R7tU2oMfOnTIfD18FyG9M+VdhMkFvnz5MrUNMzMzwntef/11Wgl96NDQ0LZt27RLfkbvP378+L1791YSfVwikYhWeHPJ38VGLrXqiyZvTlnR+hrkTlr0hhdffFHrHEPNv9Hd/kaLZJhgGa1Wb+PGjXwLHlXc4cOHk5MAi2WzsQHLTbBWXdDkx2K0LG3JtNF2dXXpsxk9oU6FwqwaW6OdA/fBoqX0fbCEz7K+zdAOkF6kA56U3xEgLdhu4CvoODX5TIzRjlv/lHZ/dNi3bt26qqoq7WYckwSLjqH5hiAeqsDeeqgBaGtrozLTqmiF5id1fv3rX1Mblp+fTyunNoDyFe2A+O7du3TkSq9v2bKlr69v1f0p5TdG42AlF9gomLQTp2JQBBobG6enp1d9PzV4FBN6Sl9WPz6WkZQrWTFum5PfLyXBSlnR+ho8efIkD71GGaf2ht7eXnol5TqNFskwwTJarR6lwlu3buXthPLg5N+FxbLZ2IDTTbCs/H5TLsgPTH4sycsy+sr0I6JUxuidQp0KhVk1tisGO4eVRB92HrdPu64nfJb1bYZ+ZXyVMGV8ANKC7QYUcGKHde/ePdr5Sl8tZAItk3XYgFPS+lq548CBAzdv3nTzEyHAsPsDBSS2u3TwGo1GHz58aHRZBxRCgrUqbMAmKOnU+u254IMPPtCP1ACQIez+QAGLg2Racfny5c2bN+fn52vjWOamYq+QUtbjKI8X0lOF8abkDRg0FBb9QMeOom11y5Yt2o3AAJlDggUAAAAgGRIsAAAAAMmQYAEAAABIhgQLAAAAQDIkWAAAAACSIcECAAAAkCwsCVby0MYAAAAgkeqm3lvCEg5UPAAAgHPQzgrCEg5UPAAAgHPQzgrCEg5UPAAAgHPQzgrCEg5UPAAAgHPQzgrCEg5UPAAAgHPQzgrCEg5UPAAAgHPQzgrCEg5UPEBaotHo3Nwc/VVdEADwB7SzgrCEAxUPYN3S0tKf/Mmf0K9m586dqssCAP6AdlYQlnCg4gGsm5ub42ED8/LyVJcFAPwB7awgLOFAxQNYF4/HKbXC0MwAYB12F4KwhAMVD5CW8vJyTrBisZjqsgCAD6CdFQQ5HJgjCcC2iooK/uGMj4+rLgsA+ADaWUFYwoGKB7AuHo9nZ2dzgtXX16e6OADgA2hnBWEJByoewDqtkztpbW1VXRwA8AG0s4KwhAMVD2Dd6Ogo/WT4JFZ5ebnq4gCAD6CdFYQlHKh4AOuuXbtGP5mWlhbOsdDPHQBWhXZWEJZwoOIBrLtw4QL9ZE6dOlVdXU0Pbt26pbpEAOB1aGcFYQkHKh7AumPHjtFP5tKlSx0dHfSgs7NTdYkAwOvQzgrCEg5UPIB1e/bs4RNX169fpwdNTU2qSwQAXod2VqA4HCkHqbp9+/bu3btzc3OLiora2toWFxe1f3V1dRUkRCKRdD9ITokBQqCyspJ+MtPT07Ozs/SguLg4Ho+rLhQAeBraWYEnwiHUyt69e0dGRpaXl2Ox2OnTpynZ4tf7+/vr6+s/T2hoaKCntj8CAEzwPDnct72srIweT01NqS4UAHga2lmBJ8JhUiuUZuXk5PBjyq7Gxsb4MT2oq6uT8hEAoDc/P0+/l9LSUn7Klwtv3LihtlQA4HFoZwWeCIdJrQwNDWlnsPLz8ynf4sf0gJ5K+QgA0BsfH6ffS21tLT/lOwrb29vVlgoAPA7trMAT4TCqlenp6aeeeur+/fsp36ad2dKvx4QTJQcIHm0QLH46MTFBT7dv3662VADgcWhnBZ4IR8pauXPnzrZt2+7evau9gjNYAC7o6enhQbD46YMHD7KzswsLCzHcKACYQDsr8EQ4kmtlcHBwy5YtQr9aoQ8WPc3kIwAgpRMnTtDvpbe3V3ulpqaGXhkdHVVXKADwOrSzAk+EQ6iVy5cvl5WVzczMCG/juwgXFxdxFyGAc/bt2yeM3t7e3k6v9PX1KSwVAHgc2lmBV8bB0neTMuk+FYlEMA4WgKO0QbC0V65cuUKvtLa2KiwVAHgc2llBWMKBigewiAfBikaj2is83Kg2cAMAQDK0s4KwhAMVD2DFwsJCylyKs66lpSUlpQIA70M7KwhLOFDxAFbwoAzaIFiahoYGoWMWAIAe2llBWMKBigewglIo+rHs27dPeP3cuXP0ekdHh5JSAYD3oZ0VhCUcqHgAK3p7e+nHcuLECeH1wcHBlIkXAABDOysISzhQ8QBWnDp1ShgEi/Fwo8XFxfF4XEnBAFYVi8VGR0cxMbkqaGcFYQkHKh7AiqamJvqxDA4OJv+rurqa/jU5Oel+qQCsePnll2kTXbdunX6QEXAN2llBWMKBigewYvv27fRjSXkOoLm5mf517do190sFYMWjjz7KQyfevHlTdVmC5u///u+fffbZo0ePzszMGJ3GRjsrCHI4MNkzQLoKCwuFQbA0PNxoe3u7+6UCWBW1+tre/sknn5ybm1NdokDRN6a0l6irqzt16tS5c+cGBwfn5+djsRhPEq+6mN4SlnCg4gFW9eDBA/qllJSUpPzv9PQ0/beystLlUgFYwfdhZGdn81QEZWVlCwsLqgsVECMjI5xarVmzpry8PHm2lYKCApzISBaWcKDiAVZlNAgWo4PUvAR64HLBAFa1Z88e2nq7u7spr+Ir3dXV1XTMoLpcvheNRisqKiiezc3N3HmAIjw6OnrhwoVjx45RkPm0NxKsZGEJByrem/ietcceewzHml4wNDRE1UENldEbeLhR2re6WCiA1VESwJMN8J5kaWmppqYGOZYUnZ2dFEnKWU3uIP7oo484wXWzYN4XlnCg4r3p61//Oh/30O9TdVlgpa+vj+qCjkqN3sC72u7ubhcLBa760Y9+tGnTpm9/+9v+mhZpYGCAtszGxkbtFeRYUkxPT2dnZ1s8rEI7KwhLOFDxHnT9+nXtxPKbb76pujjwv/nThQsXjN7AzVhzc7ObpQIXxOPxwcHBffv2rVmzhn+S//AP/6C6UGngXEqYygk5Vub4vJTJQZce2llBWMKBivca2t+VlpZSvRw+fDg7YWJiQnWhwq6lpYVqhBJfozfMzc1lJaaCxnCjgUF12t3drfVc5gttrKOjwxf97aampvjWtuTSajlWZWXl7OyskuL5F98YWFxcbPF0JtpZQVjCgYr3Gm7L6fCImmrav9PjiooKf12VCJ7a2lqqCPNMl1titFX+RenI6OhoNBrlU1Z8AYg0NDRQbk2vU8r1wx/+kHsuV1dXe79/JCWCfKiW8r9ajkWbLs5jWUdxKykpobj19fVZXATtrCAs4UDFe4p2YKTtu7n3NGVdagsWcnxO0bxBpSaZ3nPjxg3XSgUSDQ0NcUb1ta99jfMqakQpQZmZmRHeSXk234tHb/B4dfN2K1wf1NNyLPpG8/PzbpbNv/gOJDrosn66Gu2sQHE4jO7t7OrqKkiIRCJWXrfyQZmWFSShnR2lVlQjly5d0l6kRp33kgMDA+qKFmqxWIyvEJm/raenJwvDjfoW96LTn7IyuQhIP9XW1lZ+M9W4N68L8xBN5eXl5sWj7/L4449nJQbKev31110rnk9NTk5yz420Jh1COyvwRDiEWunv76+vr/88gXYB9NT8dRsfAQrRnlq7OKh/nQ5AuYFPPpgGF1DYsyyMI8pjZW3fvt2dUoFcZ86coepbu3btj3/8Y4uL9PX18eVC2jY82FGST6nSsfeq7/zd737HyWJRUZELBfM1vqTQ2dmZ1lJoZwWeCIdQK5RFjY2N8WN6UFdXZ/66jY8AVQYHB+moiPbXKU/Uc18KarxTTtUCjlp1ECz24MEDrkFfdH8GvdHRUT4tMT4+ntaClHzz5UJaVn/iWTnaGrlXvpUTLUtLS5s2beL8Ep2xTPCkWKWlpel2ikU7K/BEOIRayc/PX15e5sf0gJ6av27jI0CJhYUF816T8Xicu0pYvCsYJFp1ECwNt7UYbtRf5ubm+NJ8b2+vjcUpn+7s7OT+W1u3bk03RXMIb7TWz6dSxtDW1sY3SDpaMP+ivTRvJyZ3ExtBOyvwRDiEWhGe5uTkmL+uX9CEAwWH9DQ3N1NFNDU1mfSWmJ2d5esRg4ODbpYNVh0ES0NJmMV3gkdQesS3iLa2tmbSlercuXO8O92yZYvE4tnW2NiY1m1uZH5+ntLEvLw8nMRK6cSJE1bOZKeEdlbgiXDgDFYY3Lp1i/ZrJSUlq+7XuB8upVl0zO1K0eD/W3UQLE1vby9u+fQX7qteWVmZ4cV37oHHfSWV93lfWFjgK57ppkrcDZSSRYcK5l/j4+McUnvjsKCdFXgiHOZ9sOip+es2PgJcpg0ravEmQW4P0rpDGDJkZRAsNj09nYXhRv3j0qVLWYlRUaSMXkZr47HQlI/dwOMINDU1pbsgxYFyCAoI+nrqxWKx6upqG33bNWhnBZ4IR8q7CBcXF1PeRZj8uo2PAJdZuTioRzs+Otq2eHMQSGFlECwN99Lw4D1lIJicnORu4BKvufM4drQTlrVCe3iLtfe9Dh8+bLs7WlBxIk7Zs+0Bn9HOCrwyDpbQTSoSiaQc78rodSsfJKfEkCb60b7yyivr1q2zcnFQb2pqihuGkZER54oHzOIgWBoeUghd5TyO0uWysrIs2fNz09bCGbbCi/ijo6NZFoa/MkJ5J5+Fxc2w7Gc/+xntpTNMOtHOCsISDlS8EuPj41r2bGME0R/96Ee87KlTpxwoHfwfi4Ngaerr67lq5LbcIBFlHtwHfN++fdLTCO7GpPBGBy5AJnsGHkDLU6NOqEKbCifiGf6i0c4KwhIOVLwSWoJl/dSIHh+kEvrxSy8b6FkcBEtz8+bNNQm0oKMFA9u4ixL9dpy4XY5/2tYzcrnoG/G9xplcpOaTWPQV0JWQs9XMz0mjnRWEJRyoeFXq6upsd6VaWFjgGdO+8Y1vSC8Y6FkfBEvDO2WcwfKmGzdu8HiwaU11khbuJamkHx5vrravD2p472RjwKcg4a5XdAz8q1/9KsOJGtHOCsISDlS8Knv27MkynYfVXDQa5Z5YGLTGUdYHwdLwrVhGg/KDQpRUcR8pR2f2pK2FPqK5udm5jzDCE7lkfoGS5zEM87xPPLg/BeHKlSuZrw3trCAs4UDFq1JRUUHBz2R6QT7KxP0+jrI+CFbyUhhx1FOoOh555BGqlxMnTjj6QTxip41hqKR8Ln1BKZk9D0xg+wjQ16ampnhqDVlDgqGdFYQlHKh4VXhXmEkfWx7WsrGxUWKpQGB9ECw92kHzeEK27+sG6QoKCrgzzX//9387/Vl8ftrlg5/u7m760LTmojVx48YNWltNTY3fe2L953/+Z0NDQ0dHh8WdbTQa5aPf1tZWWWVAOysISzhQ8UrQISbfC53JSubm5rISA7vjhmrnpDUIll5TUxMt2NPT40SpIF2U8q5Zs4ZqJDc310ZtpotvQ6Hs3OkP0nz00UfcvV3i3X88t6ZHZle0h3aS3F2V/OVf/uWq5/ZoX8rJMX13iScg0c4KghyOrK9SXZww4luNMt//8sjRvt4Delm6g2DpcRVjPCGP4HEZmpubM7konxbu6k6JnQufRZ/CYzXl5ORIHIT9ypUrvj5HTukU7yE1lIN2d3eb/CR5OtGysjK5I5mhnRWEJRyoeCV4xOfMJ63j+Udxw5pD0h0ES8A9jnESSznusl1SUuLmDDB8Bb+9vd2Fz9LGbZF7W3E8HucExY8zE2jZ1WOPPfbGG2+cOnXqr//6rzlKdNhDuWPypU++bZCSMOlpMdpZQVjCgYpXgntL2J7ZSsP9JCoqKqSUCgTpDoKVcnFq13ESSyFqR/lSl8v3HHCX87y8PBf64dF3zM/Pp+/4gx/8QO6aOeewMa2hWnNzc5xd0V/9RJOUiXLnfT5w0s8aSVk4pVZUZU7060c7KwhLOFDxSvCczZnfAPzgwQOJ9w2BwMYgWIKamhpZd3qDPXydq6yszP00l/vhuVD7fIrOievR0WiUuyE6N2yYdJRdcS91yqVS9re7du0av4HvCZiYmJiZmeHxOxy6GoB2VhCWcKDileCLR1ImE+QmnHYZma8KBDYGwRLwtWBq3f1+K5ZPLS0tcX6gP1fhGj7B7MLcz9xzyKGJs/ha5+HDh51YuXRadlVZWWnSS51+j5cuXeKkStPS0uLQ7xTtrCAs4UDFK8Gnr6X0o+zo6HCtq0fY2BsES0/rxRLyQbFV6erqUthNm2qfh1NydO5n7VNGR0edWD8lqY888sjatWtfeeUVjw87ovW7Eq4MGqGvwwdRzLlznGhnBWEJByrefbRD5HEIpRwtcUds2qFkvioQ2BsESzAwMMD95HASy2ULCws8coHC22z5NhRZ41WmxNcHHT1L+vTTT3MK8i//8i8OfUTm0s2uNM888wwttXPnTufKhnZWEJZwoOLdRz9+uSkRz/fuxzt9PM72IFh61OxxBWUyWSzYwJNCqj25OzU1RWUoLi527uwIf83M75gx8dprr3GC9eqrrzr3KZnQ92p39HyhPWhnBWEJByrefXxzmcTLFocPH8ZgDdJlMgiWgHuxBGBQbB+Znp7OS1De3HIvSYc6gdFWytcHHR3fKxqNRiKRnJwciqdrA4mtio58JicnP/roo29961uc/1VXV3tzbla0swIvhuP+/ft79+7NT6AH9+7d0/7V1dVVkEA/g7TWiYp3X+b3pgn4IpQLfWlDJcNBsPS0VjCcM7spwXfwOdTvOy2cXjs00gEfrbkzZHxPTw//ItwcToz8/Oc/37Rp08aNGymGtJerqKgQOqez9evXezO7WkE7m8SL4aiqqnrnnXfiCefPn9+xYwe/3t/fX19f/3kCbX/01Po6UfHuy/zeNAEdo/OIOxhvSaLBwUGJ7SL3tkYS7A4eeJOSWi90yqZWn36b9At1YiwVl6cV5wnm3byjkBq7b3zjG8npVFZiWArKLKlIPAbYrl27XCtVutDOCrwYjnXr1umf5ubm8gPKrsbGxvgxPUhrsk9UvPsyvzctGQ+lqORe9KDi4/WOjg4pa6NWlg+7HbrVCzTayKJ9fX2qy/K/eNw76WlQNBrlXvxp9enOxMLCAndMdG1cGO5hxs6ePTsyMkJfVjhTRXGgg0yXz6ulBe2swIvhOHDgwPnz55cT3n77bXrKr1P+Tq/wY3pAT62vExXvPin3pglOnTqlvD9vwPA5J4n3f/GZS//O7OYXfMW8srLSOz3e+Ea/6upquavlUdZqamrkrtYcX5SkxM6FrI4PcuizhoeHfT2WMtpZgRfD8emnn2pTV9KDzz77jF8XKi8nJ0dYMOX5VY1LpYc/knJvmoCviUjpMASMbx2QeKS+tLTEJ7FcO98QQtFolO/ZpDRLdVn+D6V6GzZsoFI9/fTTEn/43M/M5SmAVv54qED5oqN9EiiT42kqAtBzEe2swIvhoGPf8+fPa32wdu/eza/jDJaPSLw3TY82Cb5Y4J17fPzOiRONfFbsxIkTEtcJehxhavu9c/qK/dmf/Rkf0A4PD0tZIXftUpKvU2ypMcpy8h4Cbe6aYMyVjnZW4MVwCKemtKdCHyx6an2dqHiXSbw3TdDc3Oypfid+xwmr3F7S1CiuW7eOVvsXf/EXElcbEv/4j//47LPPPvfcc9///ve7k7z22mvr16/nJMaDHd2+973vcdna2tqkrJBvRnb5+qBmfn6eE6ChoSHpK49GozzdTWtrq9cSZXvQzgq8GI4dO3a8/fbbWh8s4S7CxcVF3EXofdyDYc+ePdLXzP0VKM2SvuZwcugCOi7N2zMwMMC56aq8OasBJQrDw8MFBQWyLl/yOST3rw9quAcYpVlyT6FRoPbt25eVmIY5MLdF4/cu8GI4aDvevXt3bgI90G/WkUgE42D5gvRBsDR8bqykpCQYx3xqzc3NZSWmH5G+5qqqKs4DnDj0D6RoNMo33mpOnz6dfAbr9ddff+SRR+i/P/nJT1QX2RBP/1xYWDg9PZ3JehYWFrh/ktr+fNwJjDIhifscnlyIsmRf92oXoJ0VhCUcqHiXSR8ES6+ystKb10d8h2/7cuiOP6r9rMTshIE5QHcOVYR2Z8+RI0f+6Z/+iV5RXaiM8A2/lLtncvVZmxtAYsFs0K7ldXV1SVnhpUuXpCSgXoN2VhCWcKDiXebEIFiaY8eOZckbuinMeEfvxInGFd1ATcHowOsQyj4pF+HzNJSOBOawgWq/oaGBvtS+fftsn/jhOzAUXh/UTE5Ocl/7zBNfWgOvKgC3DQrQzgrCEg5UvMucuDdNwxcgMFhD5vg6RW9vr0PrpyaEj9SVz5TnTVNTU3w6lrsVenYKFHu04TrtzR/KMzcovz6o4dNpubm5P/7xj+2tYXx8/J133ikqKgrqUQfaWYG0cLS2tvJ2s2HDBln3j0iEineZE4Ngaagd4j1vwBok9/EgWI6OpcT9V9ycdUS5WCxGyYHJpTH6XdAb3n33Xb6Fs7i42FPDWUk0OTlpe5Anj1wf1HCHRULfyEbORzsrSs54DYG5bVCAdlYgJxwHDhx48cUXeQh/+rt///5Dhw5JWbMsqHg3OTQIlh7tdp3ODMKAL+I42t2HmiJOIwJz8Wt4ePhP//RPN27cePDgweRO6OTP//zPOW168803k//76quvrl27VuvJTlXgkTM0DuHL0BSNdM9i8vVl1yarWZU+Q7LROX1sbIyXDfBsqmhnBXLCkZOT8+WXX2pP6bE2gaBHoOLd5NwgWBpqqLh7h3MfEQZ8otHp+5i4srxzKmJVCwsLlA5y3rO0tDQxMdHX13fixIm6ujpOFqWgNOvChQuBPJMh4DkKaYdgPbHgfQilZZ7KRahU169f/+Y3v0llo/zP+hl02pxKSkpoqU2bNv30pz91tJAKoZ0VyAkHpVP6nwElWGkNs+4CVLybnBsESzM9PZ2VmGc+DO2TQyh1yEp0kHI6htFolDM5XwwPOzc39/jjj1Np161bR00pX+HSo1Z/zZo19OD5559PeQartraW3lNRUfF3f/d3KcdZoLaW3uCFvtvuoNaBO2VSpmVxEU7KvXllmX44fAadciwrBye02fNWRF/Hy1M1Zw7trEBOOF566aXGxsYvvviCHtPf3bt3e+2HgYp3k3ODYOlxmz05OenopwQY9ylxZ7xKOu7PSoxeJnfIeCN/+7d/S7kR7ZRu3bo1MTFB39QkiaQ2b3R0tKenh/Za1GQKGRU9pRdbWlooH6IjB+5WyJ2oXPgigUHh4iHRLd5RwcMiDA4OOl0we7Qci34+Jld4aavjW56zEr3aA380iHZWIC0c7e3tBQUFdMxXVFR0/PhxWavNhHDcqbo4IeLoIFganjPn3Llzjn5KgI2Pj1MAa2tr3fm4uro6F9LuFV1n5OQzT9RsNzQ0NDU1PfPMM4899ti3v/1taiD5nnn927Zt20b//c53vvMf//EfnrpE5Ws8UzslrKveXDw1NeXB64MCSrI5C6ysrEx5rZCSMD5vR18keCMypIR2VhCWcKDi3eToIFiaK1euOH0hMtg4gK6dbJ6enuaTQ44Orjg/P6+N2EmZU2NjY3V1dVlZWcqUS3sbZV0dHR19fX2Tk5NebtT97o033uCYv/zyyyZv4yM0r10GSUYbG+dYtI0Jd0xTjshb3fbt2wM2mqgJtLOCsIQDFe8mRwfB0tDeLTsh2N0anMPNmJunAHnYrbq6OofWr2VXjz32GOX3wlU8agKpqRsdHT1y5Ag386+88srMzAwyKtfwSSzW2tpqdHGNK9Gz1wf1Hjx4oF0r1HKsa9eu8c0QdPgXqqFk0M4K5ITj/v37mzdvzkp0C2U5OTlS1iwLKt5Njg6CpceHj21tbYHv3OAEvrfrypUrrn3i0tIS30vlxL33lE5xw2zeLYZR+jUwMIDUymVUR5s2bdJyLDo6Sk6z+Mq1x68P6mn9sR5//PHTp083NDTwmVo6nAjbfgntrEBOOKhBff/995eXl6WszQmoeNe4MAiWRrsYFJgxltxEh9dZrs/Xwdcly8rK5J53pJabs20r2RUoR3WkzWwtpFl8mtP71wf1tByL5eTkuHnc4h1oZwVywkFh9XJ2tYKKd5ELg2Bp6uvreY92+fJlFz4uYDg9pfpy80PpmL66upo+t7OzU9Y6teyK8jbc3OcjlFQ1Nzfz+R5Os2hr5HOcvrg+qLewsPD1r3+dd0f2pgYKALSzAjnh2LBhg8dP56LiXePCIFga2h1zjvXcc8+58HFBQj9Y7sHm/i93YmKC26H169dnfupR63eF7Mqn6Ffc0tKiHx0jPz/fjx0racPeuXNnJBLxeGvoHLSzAjnh6O3t9fjkSqh417gzCJZGG8TSd4e8avFIrRUVFUo+nWdBId/97nczWY+WXdFfZFe+Njs7y50CcdHfv9DOCuyHY52pDDu5096/sbGRjmPoqPTq1ava611dXQUJdJSQ1gpR8a5xZxAsPZ7srLKy0sspvtcMDw9T0J544gklQfvZz37Gg6GTjo4Oe2VIq1c7+MKuXbuQYPkX2lmBF8MxMzOzdevWoaGh5eXlxcXFkydP8uv9/f319fWfJzQ0NNBT6+tExbvGnUGw9GKxGA85Q5mWax/qd3/1V3/FLZmbNSXo6enhC0PV1dVpnX+amJjYtm0bHcghuwoYqsru7u7e3l4cLPkR2lmBnHDQnk7Kelhra6v+rJWGsquxsTF+TA/SGk0HFe8adwbBEgwODmYlZmLxY9cNJXbs2MEJ1sDAgMJi0HbCt18VFhZaHLthampq586dXPivfe1ruDII4BFoZwVywlFUVPTll19KWdVKost8X19faWlpbm7uwYMHHz58yK/n5+dr9yrSg7Tmk0bFu8a1QbAEPBNLV1eXy5/rUy+88AKFq7Gx0Z3JAU3E4/H29nZOmMxnwx0dHd2zZ4++N/R7773nZlEBwATaWYGccFy8eLG1tfUPf/iDlLVRJdEOlzK2WCx29OjRQ4cOaa/r35bczSvLlJSygTk3B8ESjIyM8Edbmd8eeFwD70ziMTg4yINfl5eXCxN4UwZ25coVLjCfp7x06dInn3yCc1cAnoJ2ViDtEqHETu75+fnaba6UZuXm5mqv4wyWx7k5CFaypqamLL8NUahENBrNzs6mZNRTPV1o4+G7C6lsb7zxxsDAwO3bt3t6erThZOnBhQsXlJ9yA4CU0M4KvBiOhoYGfYKlJVJCHyx6an2dqHh3uDkIVjJqofn6kXAKBAQUH4pSTU2N6oKIKOHr6urSLgJqdxrSPuHWrVueSgcBQIB2VuDFcFy9evXo0aOxhPb29iNHjvDrfBfh4uIi7iL0LJcHwUp2+PBhbo9VFcAXuJrox6W6IKnppwSmZB137AP4AtpZgUfDcf78+Y0bN+bm5ra0tGid3EkkEsE4WF7m/iBYgvn5ee7Kg1bZBE/3RmmW6oIY6u3trampeeutt1QXBACsQjsrCEs4UPHucH8QrGRdXV1Uhu3bt+OKkhGe5hk5KABIhHZWEJZwoOLdoWQQLIE2eY7aEZ68jMdlDe2MaQDgBLSzgrCEAxXvDlWDYAm4j1F5eTnGHU02Pz+fnZ1NwVFdEAAIFLSzgrCEAxXvAoWDYAni8XhlZSUVpru72+Q9x48fp/ds2rQpVENn3bhxQ+GdngAQVGhnBWEJByreBWoHwRLcunWLClNcXCwMmxSNRinDaG1t5ctkLFS9kc6dO0dfubOzU3VBACBQ0M4KwhIOVLwL1A6ClayxsZHKs3fv3vn5+dnZ2UuXLlHZ8vLykkf5Hx4eVl1Y9/BIFuigBgByoZ0VhCUcqHgXKB8ES/DBBx9w/rR27Vr9BHbbt2/v7OwcHx+Px+M8YIFnR4RyAk+uPDMzo7ogABAoaGcFYQkHKt4FygfBEujHq6QEq7Gx8dKlS8IEdjz4OwlPwlFYWJiXl4dbCAFALrSzgiCHQ7gMpLo4weeFQbD04vH4yZMnn3766bfeesvkdsL29vas0MxgSPmld/rJAUCQoJ0VhCUcqHgXeGEQLBso5+CTWLOzs6rL4ji+jEupsOqCAEDQoJ0VhCUcqHgXeGQQLBtaW1up5M3NzaoL4rhTp06Zj14BAGAP2llBWMKBineadwbBsmFubo5nMBR6aAXPvn376GsODQ2pLggABA3aWUFYwoGKd5qnBsGygQcvaG1tVV0QZ5WXl4chjwQA96GdFYQlHKh4p3ltEKx0zc7O8lAO09PTqsvilGg0St/Rp2cZAcDj0M4KwhIOVLzTvDYIlg2BHxNrcnKSvmBtba3qggBAAKGdFYQlHKh4p3ltECwbAj8mVm9vbxgugwKAEmhnBWEJByreaV4bBMseHhMrqLcTcj+zvr4+1QUBgABCOyvwbjgePnzIHXL1L3Z1dRUkRCKRtNaGineaTwfBEiwsLPBJrEB2A+c6CtXM1gDgGrSzAu+G48yZMxcvXtRXWH9/f319/ecJDQ0N9NT62lDxTvPvIFgCPs0TyIHdeSiKANQRAHgQ2lmBR8PxySefbN26NR6P6yuMsquxsTF+TA/q6uqsrxAV7yhfD4Il4IHd6esEbGD3+fl5+lLl5eWqCwIAwYR2VuDRcOzfv//DDz9c+WqF5efnLy8v82N6QE+trxAV7yi/D4Il4J5YAesMPjIy4utxNADA49DOCrwYjjt37uzatYsf6ytMqLycnBxhwSxTThc7zPw+CJaAx8QiU1NTqssizblz56iOOjs7VRcEAIIJ7azAi+Goqqr6+OOP+THOYPlCAAbBEgRvTCyeJGdgYEB1QQAgmNDOCrwYDqOTT0IfLHqa1jrlFxT+KACDYAlmZ2fpG2VnZwemJ1ZFRUUAbvMEAM9COyvwejiS7yJcXFzEXYReE4xBsAStra2BGRMrFovxJDn0QHVZACCY0M4KvB4OocIikQjGwfKgYAyCJZifn8/JyVm7du2vfvUr1WXJVMDuQgAAD0I7KwhLOFDxjgrMIFh64+PjfIW6rKxMdVkyxZ3kWlpaVBcEAAIL7awgLOFAxTsnSINg6WkJ1oYNG1SXJVPHjh2jL9Ld3a26IAAQWGhnBWEJByreOQG+/NTT07N+/fp169b5/eRcY2Nj8DrJAYCnoJ0VhCUcqHjnBGwQLAF9L/p2N27cUF2QjPA13EBOsAgAHoF2VhCWcKDinRO8QbD0uru7/T4+J59iDN41XADwFLSzgrCEAxXvnOANgqXHM8zU1NSoLoh9169fp69QW1uruiAAEGRoZwVhCQcq3jnNzc0BuIhmJBqNFhcX0xdcWlpSXRabeJKcEydOqC4IAAQZ2llBkMOBuQjdUV1dTeGdnJxUXRCn8CQzg4ODqgtiEw8D29PTo7ogABBkaGcFYQkHKt45fILnwYMHqgvilK6uLl+fASovL6fyj46Oqi4IAAQZ2llBWMKBincI5VUUW8qxVBfEQZSa0Hfcvn276oLYEY/H+QxuNBpVXRYACDK0s4KwhAMV75Df/va3/k0+LKIcpbCwkL7m/Py86rKkbXp6OhiD0QOAx6GdFYQlHKh4h1RVVVFsc3JyAnyJkNTV1dHXHBoaUl2QtPEgGkEdpQwAvAPtrCAs4UDFO4RP7QR+EMuOjg76jufOnVNdkLTxJDl+LDkA+AvaWUFYwoGKdwgnWN/61rdisZjqsjiI5yVsaGhQXZC08S2QmCQHAJyGdlYQlnCg4p0wOTlJgS0tLY3H46rL4ixKH7Ozs/Py8nyXR5aUlFAdTU1NqS4IAAQc2llBWMKBincCj+Ee1ElyBDU1Nb4b7GB+fp7KXFhYGPgMGACUQzsr8GI4bt++vXv37tzc3KKiora2tsXFRe1fXV1dBQmRSCStdaLinVBRUeHTrt82cDbZ0dGhuiBp4AEmMEkOALgA7azAi+HYu3fvyMjI8vJyLBY7ffo0JVv8en9/f319/ecJDQ0N9NT6OlHx0vH9/9nZ2cG+f1AzMTHhu0kJe3p6qMyHDx9WXRAACD60swKvh4PSrJycHH5M2dXY2Bg/pgd1dXXW14OKl25gYICi2tjYqLogLllaWspO8NGkhO3t7QGehxsAPAXtrMDr4RgaGtLOYOXn51O+xY/pAT21vh5UvHR8e1pvb6/qgriHR8Py0bTWtbW1VODx8XHVBQGA4EM7K/B0OKanp5966qn79+/zU6HytDNbmixTLhU6HKLRaF5enk8HN7etu7vbR5MSxuNxrqOFhQXVZQGA4EM7K/BuOO7cubNt27a7d+9qr+AMlndcu3aNQprWVdoAGBkZoW9dXV2tuiCW/Nu//RuVtqioSHVBACAU0M4KPBqOwcHBLVu2CIP3CH2w6Kn1FaLi5Wpqagrb9cGVRDesvLy8wsJC74+G9eDBg5ycHB6jQXVZACAU0M4KvBiOy5cvl5WVzczMCK/zXYSLi4u4i1AtSi+Ki4vDdn2Q+aVX09zcHF8Zp5pSXRYACAW0swIvhsOk+1QkEsE4WMoNDg5SPLdv3666IApcuHCBvnt3d7fqgqxiYmJibULYzjICgCpoZwVhCQcqXqKWlhaK56lTp1QXRAG/TErINzz6pT8+AAQA2llBWMKBipclHo/z9cGJiQnVZVGAb83z+KSEPIA7VVNIxoAFAC9AOysISzhQ8bIMDQ1RMMvLy0M7vV1DQwNF4NatW6oLYoinTTx37pzqggBAiKCdFYQlHKh4WXhw8HBeH2Q8GpZnJyXkEfZLS0uj0ajqsgBAiKCdFYQlHKh4KeLxeElJSWivD7LJyUnPTkpISVVZWRkVr6+vT3VZACBc0M4KwhIOVLwUU1NTFElqwkN7fXAlkcRkZ2dTHDzYw6mzs5MKVlFREeYKAgAl0M4KwhIOVLwUvb29FMljx46pLohie/bsoTgMDg6qLshXzM3N8dw4Xu4fBgBBhXZWEJZwoOKl4GE2h4aGVBdEMR4Nq6enR3VBvuLw4cNUqsbGRtUFAYAwQjsrCHI4MNmzXHNzc9kJHrw05jIeDctTqczs7CyfvhImmAIAcAfaWUFYwoGKzxxfH9yzZ4/qgqgXjUaLi4s9NSkhzw7Z3NysuiAAEFJoZwVhCQcqPnONjY0UxitXrqguiCfwaFgemZRwdHSUTy7Ozc2pLgsAhBTaWUFYwoGKz9DCwgKuD+r19PR4Z1LC6upqTIwDAGqhnRWEJRyo+Azx8JXen4PPNTwdTW1treqC/G/VlJSULC0tqS4LAIQX2llBWMKBis8Q36GG4Ss18Xi8sLCQYrKwsKCwGLFYrKKiAlUDAMqhnRWEJRyo+EwsLS3xHWrz8/Oqy+IhPGZ6Tk7Ob3/7W1VlOHfuHJWhsrISI4sCgFpoZwVhCQcqPhM3btzg8cFVF8Rbtm/fziOAbNiw4dSpU5OTky4XgBLf4uJiKsDAwIDLHw0AIEA7K/BZOLq6ugoSIpFIWgui4jNx7Ngx73To9o6f/OQnFJY1a9ZoY61VVlZeuHDBtfN89HOgD62ursbpKwBQDu2swE/h6O/vr6+v/zyhoaGBnlpfFhVv289//vONGzd6Z0gCr4nFYtevX9+3bx9PUMgaGxuvXLny6aefzs3N2R4ra2ZmZnR0VOjj9eDBg+np6ZGRkddee40/69///d9lfA8AgIygnRX4KRyUXY2NjfFjelBXV2d9War44uLiv/mbv+lOpaamhv77zDPPpPwvtWQlJSW2F3/jjTdKS0vpDa+88krKN9AXof9WVla+9dZbthffunXr97//fZPFX375ZaPCU3A2bdqU8tMPHjzIrXhRURFOk5ijTKi3t5fjyfjkFlVNysi/8MIL9N/169d/73vfS/7v2bNnOWOjba+5uZlquaKignvCCXB9EAC8AAmWwE/hyM/PX15e5sf0gJ5aXza5WYK0PPnkk87UagDNzMx0dnZSXutERRQWFlKmxfkWv3L9+nXV3xgAAAmWyE/hECovJycn+Q3mXnzxxZTnEkpKSrISp7hS/vfAgQOZLP7qq6+uXbuW3vCd73wn5RvKy8u54Tx79qztxfPy8swXf+6551Iu/swzz3Dh33zzzeT/vvXWW7t27aqurv7lL3/pYlUHQSwWq6qqosBSMpQy8uZnsLoTJxepcpuamq5duzYyMkJ5WzQa1da/tLQ0MDBA2RXOLAKAFyDBEvgpHBmewTKZRYTaQvqvyTiNCwsLmS9u1BBKWdxkgHXzxQEAADKHBEvgp3AIfbDoqfVlUfEAAADOQTsr8FM4+C7CxcVF3EUIAADgKWhnBT4LRyQSwThYAAAAXoN2VhCWcKDiAQAAnIN2VhCWcKDiAQAAnIN2VhCWcKDiAQAAnIN2VhCWcGQ4uiMAAACYU93Ue0uIwmFe96tuGVgci2Nx7yzu9PqxOBbH4tLfEDYhCoeXN00sjsWxuKfWj8WxOBaX/oawCVE4vLxpYnEsjsU9tX4sjsWxuPQ3hE2IwuHlTROLY3Es7qn1Y3EsjsWlvyFsQhQO1L1tCJ1tCJ1tCJ1tCJ1tCF0mED1BiMKBurcNobMNobMNobMNobMNocsEoicIUThQ97YhdLYhdLYhdLYhdLYhdJlA9AQhCgfq3jaEzjaEzjaEzjaEzjaELhOIniBE4UDd24bQ2YbQ2YbQ2YbQ2YbQZQLREyAcAAAAAJIhwQIAAACQDAkWAAAAgGRIsAAAAAAkQ4IFAAAAIBkSLAAAAADJkGABAAAASObjBCvrj4TXp6enGxsb8/Pzy8rKrl69mrzg7du3GxoacnNzi4qKjhw58vvf/177V1dXV0FCJBJxtvRK2Q4de/jwYXl5ubA4Qmceuqyv0v8rzKETwrJhw4aUyxqFCKFbNXRGWyxCZx46aiZ2797NzURbW9vi4qL2r5CEbiWz6IW8kWU+TrCYUPczMzNbt24dGhpaXl6mn8TJkyeTF3n++eeHh4fj8Ti9p7e3d+fOnfx6f39/fX395wm0cdBTN76AOjZCx86cOXPx4kX94gjdqqEzGoIv5KHTox9jyn2uUYgQOo1R6IyWReg0RqHbu3fvyMgI/aJjsdjp06cp2eLXwxa6FVvRQyPLgpZgtba2Gp16MdpKKMvmB1TxY2Nj/Jge1NXVySumF9kL3SeffELJBP1y9C8idKuGzmjzC3noNLQjpu3qs88+S36nUYgQOmYSOqNXEDpmJXT8tpycHH4cttCtZBy9lTA3sqoLkCmhRjds2NDX11daWko1evDgwYcPHxq9cyWxfbz33nt0pMJP8/Pz6RXtX/TUyYKrZy90+/fv//DDD4UXEbpVQ8fn0mk3/cQTT5w/f157Q8hDp3n//fePHz+e8p1GIULomEnojF5B6JiV0JGhoSHtDFbYQreSWfTC3siqLkCmki8Pt7e3f/nll7FY7OjRo4cOHTJZkGzevHl2djblqrRDlqCyEbo7d+7s2rUreXGEzuJWt5I4BfjCCy+cPXs25arCFjoN5Z0zMzNWFtFChNAxk9AZLYvQMSuhm56efuqpp+7fv59yVYEP3UoG0UMjG7QEizJiauT4MTV42pnJlCiD7unp0TKG0CXX6Yeuqqrq448/Tl4cobO+1ZEvvviioKBAWzbMoWM3b948cOCA0SI4g8VshM5oWYRuxVro6JBy27Ztd+/e1V4JW+hWMtvwwt7Iqi5ApoS6b2ho0Dd1VurP6OI6PZVaUs+xEbqsJPw6QpfWVqdPsEIeOrZjx47f/e53RosYhQihW1ktdEbLInQrFkI3ODi4ZcuWqakp/YthC91KZhseC28jq7oAmRLq/urVq0ePHo0ltLe3HzlyJPmdx48fv3fv3kqinYtEIlod8w0Oi4uLYbnBIf3QGS2O0K0autbWVj5P/umnn7700kta34WQh24lcUd3yr6u2juNQoTQrRo6o1cQulVDd/ny5bKysuRLYGEL3Yqt6KGRZT5OsFKeSiHnz5/fuHFjbm5uS0tLyu7GdFxSVVVFT+ltwgAntCmEYYgO26ETVqJ/itBZ3OoeffTRs2fPame8VkIfOtrhDg8Pp3y/9tgoRAjdqqEzWhahMw9dVhLtPSEJ3UoG0UMjy3ycYAEAAAB4ExIsAAAAAMmQYAEAAABIhgQLAAAAQDK/Jlg2ZuJM7qmnSTl7scBotRYnSE65uNCF0Gi6VgAAAPAXvyZYtmfiTJlFJc9eLDBarcUJkq3McLnqdK0AAADgF35NsPTSmokzOYtKOXuxwGi1JrP8Wllc/xWEWTMBAADAv4KQYKU1E2dyFpVy9mKB0WpNZvm1srgmedZMAAAA8C/fJ1jpzsQpvMFo9mLzpfTTzVqZ5XfVUlmZcxQAAAD8wt8Jlo2ZOIVcx2j2YqFHvMl0syln+bW4OLM4ayYAAAD4hY8TLHszcQoJlsl8CFZWa3GWX/NSpTVrJgAAAHifXxMs2zNxWr8OaGW1JrP8WiyV0ayZAAAA4F9+TbBszMS56pkq83GwjFZrNMuvxcWNZs0EAAAA//JrggUAAADgWUiwAAAAACRDggUAAAAgGRIsAAAAAMmQYAEAAABIhgQLAAAAQDIkWAAAAACSIcECAAAAkAwJFgAAAIBkSLAAAAAAJEOCBQAAACAZEiwAAAAAyZBgAQAAAEiGBAsAAABAMiRYAAAAAJIhwQIAAACQDAkWAAAAgGRIsAAAAAAkQ4IFAAAAIBkSLAAAAADJkGABAAAASIYECwAAAEAyJFgAAAAAkiHBAgAAAJAMCRYAAACAZEiwAAAAACT7f0i5qkA6jC1uAAAAAElFTkSuQmCC)
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