Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Yihua_zheng_113015_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | May 31, 2013 |
Start Time | | 2013/05/31 00:00 |
End Time | | 2013/06/05 00:00 |
Key Words | | RB dropout event - Childrens day |
Model | | SWMF |
Model Version | | v20140611 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 19.51 |
Dipole Tilt, in Y-Z GSE plane, deg | | 18.36 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 104.70000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Yihua_zheng_113015_1 |
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-A for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAVGh1IFNlcCAxNCAwMTo1ODoyMSBFRFQgMjAxN1UKL9QAAAGtdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiWWlodWFfemhlbmdfMTEzMDE1XzE6IFNXTUYgcGxvdCBvZiByaG8gYWxvbmcgVEhFTUlTLUEgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMTMtMDUtMzFUMDA6MDA6MDAuMDAwWiIsICJtYXgiOiIyMDEzLTA2LTA1VDAwOjAwOjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzQ4LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6LTEuMjA3NjgwMDAwNSwgIm1heCI6MjkuNjYwMDgwMDAwNSwgInRvcCI6NTIsICJib3R0b20iOjIzNSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfRXrO9UAAAAEZ0FNQQAAr8g3BYrpAABbDklEQVR4nO2de7xPVf7/D9Fxd447uR/3UCkhyu1ICNFlTBfVpJSYodyKlMugwriF0kWp3ApdCKXLoAaVIhqlMPy+lJkx02m+Rxjntx7e396PZV/WZ38+n7X3Xp/Pfj3/OI991lqfvV/7vfZe673WXpeMAgAAAAAAoJWMsAUAAAAAAKQbcLAAAAAAADQDBwsAAAAAQDNwsAAAAAAANAMHCwAAAABAM3CwAAAAAAA0AwcLAAAAAEAzcLAAAAAAADQDBwsAAAAAQDNwsAAAAAAANAMHCwAAAABAM3CwAAAAAAA0AwcLAAAAAEAzcLAAAAAAADQDBwsAAAAAQDNwsAAAAAAANAMHCwAAAABAM3CwAAAAAAA0AwcLAAAAAEAzcLAAAAAAADQDBwsAAAAAQDNwsAAAAAAANAMHCwAAAABAM3CwAAAAAAA0AwcLAAAAAEAzcLAAAAAAADQDBwsAAAAAQDNwsAAAAAAANAMHCwAAAABAM3CwAAAAAAA0AwcL+E5GRtCPWfBXBEHiR/5+/PHH9evXj3lmPy6NxxWAtAQvNvALrjbgYAG9+JG/7dq1W7lyZSiXxuPqEzAsCBc8fyBZOnXqNGfOHP539uzZnTt3lhNEx8HK+BUv4WvWrLnqqqsyMzOrVq16++23Hz16lMLPnDkzcuTIrKys7Ozs0aNHi3/V58k4l4RFOvKvf/1LaKhfv37x4sWFnt69e7/33ns//vhjpUqVTpw4wcmuu+46Ps7Pz69YsaJIIy7RpEkTWb84bty4sex5x6VcvoUkE9gpU6aMfEcazxzKOfnMdtyu6JYvcnjMDKUDx8dGofOJJ54477zzxF/FjcRx28kBtwzoAk8SSJa//OUvtWrVOnXqlDg+efKkON66daucIDoOlvrqlvCOHTuuXLny+PHjP/300/jx44WfSuELFixo0aLF92cRBwsXLlSfJ7Gb9firrl273n333d98880vv/wifKZly5a1b99ehIsqc/ny5ZTmH//4R+HChY8dO0b/vvrqqyKWLnHZZZe9+eabfLZVq1aJkOS7Nv1wsDz+JLUcLLdLxHSw3E7iMUPdHhtH/vvf/9apU0c0zOrWrSuOvej3FThYQBd4koAGevXq9eKLL4qDRYsWUeVacG55PX/+fOF4FStWrHXr1rt27bIksPy7d+/e66+/vly5cmXKlOnTpw/X3I64NbUdryiK74kTJ9auXVu0qu+8886ff/5Znf7EiRP33nuvUFK5cuXHH388yTpY8fO8vLwSJUrQcZs2bdauXUvH4qBt27bq8+hysBzPU7x48X/961/2cFGzXnvttXT81ltvid++8cYb9O/VV18tYumEwgmT9QvbrlixwruDJRIIs1eqVElkwf333y9qa8sPRQb94Q9/qHwWcUBdUOpesXh/IkJmzJhRvXr1QoUKFSgfFftpLbg92OrbUV/U4/Opy8HymKFuj40jb7/9tmhIiIOWLVuuWbPG8br2F1zOlJiGdXvxRbPwkUceqVmzZlZW1rRp0xyvpcgU1nDllVcuWbKEBR88eLBq1areLQDSFThYQAOixG/atOnp06cvvPBCu/8kDq677rr9+/eLcm38+PFcQLsV+s2bN3///ff/93//V5RQgwcPHjBggBcNzzzzDFf5blecPn16586dv//++3/+85+33nrrAw88oE4/duzYbt26/b+zCL/BJwdLXHTKlCk9evSgf0UlwTWEaP2Lol99HvFvhQoVhH8msmDWrFkiFxIT6ShP3P5NN920efNmkR1y+MmTJ0UV8sMPP4jj0aNHC+OMHDlSHB8+fLhKlSoilk4oKrb69etv2bJF/PvBBx+IYxESl4OVm5t7+Czi4LHHHrP8UNSOIvzQWTp27Dhu3LiYZ473JyJctBnEA8D/Oj4qbqeVcXuwvdxOks+nLgfLY4a6PTaOdO/e/fnnnxcHL7zwgjj2qF/OlJiGdXvxJ02a1KFDh3379onwoUOHOl5LkSmsYd26dY0bN+but7vuumvq1KkxbxykPXCwgB5uueWW22+/XRReHCIXu0eOHKHj//znP6J1a0ng+C/x73//W7QRY1793XffveSSS3766Sf1FRs1avTXv/6Vjo8ePVqrVi11+rp163799dd0vHv3bj8cLGorV6pU6dtvv6WQwoULk4NScNaPOe+887ycRzSst2/fLqpericSE2lB2F9UMBdddFGxYsWENYYPH87tctGa/9Of/iQORPP9448/plp/8uTJIly+xNNPP92rV6+Cs5+NhBNccO6Doe5tEoHC7HT81Vdf5eTkWMQLSZxAePb2BHbi/YkIP3DggPyv26PieFo35Afby+0k+Xza3zVH3GLlk6gzlO/O7bGx8N1331WsWDE/P7/g19F7wg3yol/OFBlHw7q9+PXq1eMGodu1FJkia2jZsuUrr7wiDr755hshQGSTozwQKeBgAT2IglKUOOIvh7g1iGOGC0ehU6dO2dnZVLjbPQwLovgTLWlLLeh4ZlEzydWGcGXU6UX1wF8EROnvh4NVcLZKePTRR4WbQv/G24Mlc/DgQXv6uMS4cebMGeHiCB+ae9p27Nhx8cUX//LLL02bNhX/iha8sFXDhg1FuHwJEVi1atVXX31V/OXvcR41iARU9Ractb/IDssPRYg6gZ14fyLCLfMMLLHq08q4Pdjx3k4Cz6fbGRwD1Q9wXBlqf2wsTpvwvSzO3IgRI7zolzMlpmHdXnzZ4G7XUmSKrGH16tXi4T99+vRvf/vb2bNnO9kPRA44WEAb8TpSoqjidp5ooHO4aCO++OKL//jHP0RpJf6qq+EffvhBlGubN2/2okSk3L9/v3flAfRgEcLHKlmyJB3HOwZL5tChQ5UrV05GpJrjx4+XLl2a/xUO1tNPP33XXXeJ4zvuuGPatGkXXXSR/RJTpkwpUqQIfzSJy8HizgNx4L0Hi4bmOJJAD5aXf730YLk92DFPkvzzqdHBKog/Qy2PDUNdVvIr+f3333OHlowlQy0XimlYtxdfNMzsPViWa3nMFOFsNWvWTHiHtWvX5sGCIOLAwQLaiNfBEq7D+PHjf/75Z1Gq9urVi8OrVKmyatUq0Tj+7rvvrr/+enU13Lp160WLFnlUMnPmzNzc3D179ogScOfOnb/5zW/U6ceMGcNjXLp27arXwbrtttuEkpMnT/7tb38bPHgwN/Hnz58f1yzCfv36iXJf3JE4m7i7IUOGJCbSUXb79u2XLVt29OhRoVPoGThwoDAIx/7pT38qX7784sWLC87ObyhVqhR9NFScsMBDfSynvPrqq2kMljiwj5cSGcTjYzp16jR27FgKF5W0sIbjOd1+kqSD5XZaGbcHO+ZJkn8+9TpYMX+ofmyYF154gcdNMiKl/Y22ZKhFSUzDur34f/zjHzt06CB+JY/BslzL+wOzdOlSEfjss886GgdEEOQ90Ea8DpZwC4R7VKxYsVq1as2bN4/D16xZI1qcRYsWrVmz5uzZs9UllOX7gvqK//3vf8UJGzVqlJmZKZqbq1evVqcXLel77rknOzu7UqVKEyZMEJJiWsAuxi18+fLlzZs3P//882vUqCFqINHypnDRFBbt4KyzjBo1ynEdLPt5xB2JtrWoDOytf+8i7Yk3btzYp08fYQGRTXXq1Ln//vtZZ8HZL5jCJqLiEcf79+8XxyJEfcICDxW5nJJmEQoB9913nzyBiw7EzQqHkmZ4iQO+9+nTpwvrOZ7f7SdJOlhup5Vxe7BjniT55zNeB8vLa+X4QzpQPzbMZZddxp21zJtvvtmyZUtLoCVDLUpiGtbtxRf+38MPP1y9enUhdcaMGY7X8v7ArFixon79+rRgjd04IIIg7wHwxJdffimqirBVRAtUTt7B82nh9OnTRYoUCfKKPXv2fPXVV4O8IjAclF8AqBg6dOiRI0cOHDjQuXPnYcOGhS0nWsDBigmeTze2b9/OswX95r///e/TTz/drFkzt4VSQTRB+QVSA/tni2Bq35kzZ1avXr1SpUp33303DckPS0lcpITImKSi5oCxP5+AKFWq1Lx584K5lnhQa9euLVy6YC4HUgWUXwAAAAAAmoGDBQAAAACgGThYAAAAAACagYMFAAAAAKAZOFgAAAAAAJqBgwUAAAAAoJmoOFiOs9YBAAAAkNKE7V+4Yq4yvZicBwAAAABIAJMrd3OV6cXkPAAAAABAAphcuZurTC8m5wEAAAAAEsDkyt1cZcmTKp9pAQAAAJAAJlfu5irTi8l5AAAAAIAEMLlyN1eZXkzOAwAAAAAkgMmVu7nK9GJyHoDIkp+fH7YEAABIYUyu3M1VpheT8wBEk0KFConHMjc3N2whAACQqphcuZurTC8m50EAnH/++YWcEGapWrVq2OrSHzfjY/pFADzzzDNu9hd/w1aX/pQsWdLR/gJRLoWtLv0pXLiwm/337NkTtjoNmFyEmqsseTCLkEnRZXDTg8zMTNg/RGRf1k7Dhg3DFpjm4OEPkfz8/LS3v8l3Ya4yvZicBwGQ9u+YyZQqVUpt/7y8vLA1pjNqB6t27dphC0xzUPiEyNtvv5329jf5LsxVpheT88Bvjh8/zq8TPlEFT6tWrezGl+1/6tSpsDWmM9WrV1c8/DNmzAhbYJqDwidExo0bl/b2N/kuzFWmF5PzwG8OHz5M71KRIkXk8HR6x0zmoosuIjsXK1aMAydPnsz2FxkUory0p3Tp0nZfqmTJkhT4yCOPhKgtCjiWMxgDFwyTJk2y2/+8885jlytEbbowuQozV5leTM4Dv8nPzy9cuLCwQL169eRwfvHWr18flrYowGOwSpQowYFbtmyBgxUMwuxk53nz5nFgxYoVKXDKlCkhaosCjg4WlUhRLpaDYdCgQXZfir8bFi1aNERtujD5KTJXmV5MzgO/2bZtm+PrxAXfV199FZa2KMAd8rKDdfToUbb/gQMHQpSX9hQvXpzs/Pzzz3MgfzecNWtWiNqiABysELnlllvIzsLgHPj5559TYHrM4jT5KTJXWfJknEvYckKDXyf5E1WB1FGMQda+wg5WqVKlOFCe3bNv374Q5aU9ohaxO1j169enwMWLF4eoLQo4lsBFihShbhUMQPSVHj162B0s0aKjwMzMzBC16cLkyt1cZXoxOQ/8RtTfjg4WNyK//vrrsLRFAXawypYtK4dzxYNPhL7CDtby5cs5sFKlShQ4bNiwELVFAUcHi1t32MzAV9q0aUN2FgbnwN27d8PBCgZzlenF5Dzwm4cffpheJ8uQRq740YPlK2znKlWqyOFc8chjg4B2ihYtSnZ+5513ODA7O5sCW7ZsGaK2tOfUqVOODhZaF8HQunVrsrM8PkRkCr0UDRo0CFGbLkyu3M1VpheT88BveBZh6dKl5XAu44YMGRKWtijADtall14qh7P9L7/88rC0RQF2sDZs2MCBTZs2pcBrrrkmRG1pz/bt29UO1rFjx8LSFgWaN29OdrYMt6LPF3Cw/MZcZXoxOQ/8ZseOHfSOtWjRQg7nMq5Vq1ZhaYsC7GBdccUVcjh/JRkxYkRY2qIADfcRfPjhhxx4ySWXUGCPHj1C1BYFHB0sfinQg+UrvMqx5WsghVuafCmKyZW7ucr0YnIe+M2pU6fq1asnLNC/f385nAu+Bx98MCxtUYDtbCnO2MH6zW9+E5a2KMB23rZtGwd27NiRAlu3bh2itijg6GBxpsDB8hW2s8XBosCKFSuGJUwjJlfu5ipLnoxzCVtOmDz22GPCAuKvHMiWefHFF8MSFgW4sW5Z05I/XVnWJwN64Tpm586dHDhgwAAKxCdCX1mxYoVjCczdiphC6ytc+FgG4FKgZdpNimJy5W6uMr2YnAcBcMcddwgLPPzww3IgF3zjxo0LS1gUYDt37dpVDudZnNnZ2WFpiwJsZ3m9sQcffJACu3TpEqK2tOfPf/6zo4NFszixTIPfsINl6cGi8PLly4clTCMmV+6mKHvnnXc6depUrFixqlWr3nXXXX//+98pXFcvlMl54DeHDh2iOqZdu3ZyOFv1ggsuCEtbFOAelBdeeEEOF087hVeuXDkkaZGAn3PZwZoxYwYFXnfddSFqS3vuu+8+x9K7cePGGWcXZzp+/HhY2qIAd5NbliOhwOLFi4clTCMmV+6mKBPtyLVr1+bl5f3www8DBw7kkae6bGdyHvjNzp076XUSzqsczgWfZXYh0AvtyiLqEktjncu+9GhHGovjeOotW7ZQq0OUNiFqS3v4U6ylBG7WrFnG2d1R4WD5CrfuLFPFKdCyO22KYnLlbqKyn376qWTJknQMByt5Fi5cSK8TW5Xggi892jHGIvxacrAsayo6bqEDtMN2PnLkCAc+88wzFNi7d+8QtaU9H330EdnZskxAo0aNqILHQqO+wq04S/e5Y6akKCZX7iYqW716dYcOHehY2K5ChQqiBmratOmsWbNOnz6d2DlNzgO/WbduHb1OloUueWwKhqH4Sr9+/YSRO3XqZAnnsi8rKysUYRGBHSx5yaXnn3+eAjGF02/atm0r7Hz//ffLgbzQKwa5+wqPQ3j11VflcAqUl3dPXUyu3I1T9vnnn9epU2fv3r1y4IkTJ7Zv3y5e1KFDhyp+m6HEZ+HmItqIpUuXttclN954I1kmNzc3LG1RoFevXhlOywGwg4VB7r7CDpb8NWrkyJEUaFmcDGjHcQoz78ANB8tXeJ+o1atXy+HowQoGs5R98MEHNWvW3Lp1q2PswYMHE27rm5wHfrN//356nSydKJdddhmF5+TkhKUtClSpUoW+hljGYHHFb9kjEuiF7Sx/jbrnnnso8OKLLw5RWxRwdLB4AUx5cTKgHR6D9fbbb8vhFGhZuyFFMblyN0jZ0qVLq1Wr9umnn7olOHToUMLzrUzOA79Zs2YNvU41atSQw7kRjx4sX6FPsfYZ6Vzxp0c70lgc+7DvvvtuCmzWrFlYwiKCo4NFfeqCzZs3hyUsCvA4EFG9yuEUiE+EfmOKsunTp9esWfPrr7+2hPfr12/Xrl2//PLLnj17hB8gT4WIy6wm54Hf8Fp/FgfrkUceofD27duHJC0ScAVvcbB4rUV8IvQVdmTlwHvvvZcCmzRpEpawiHDNNdcIOz/wwANyYGZmJtnfsr0E0At/Ity/f78cTi8FHCy/MUVZho28vDwRvnz58ubNm4u3MScnZ8yYMXInPxwsj7CDJVxYOfzRRx+lcPv4a6ARNwdr8ODBjvkC9OLoYA0bNgwOVgDwRqiWDU95DBbWIfMV7sHasmWLHE6BIjYsYRoxuXI3V5leTM4Dv3nllVfodapdu7Ycfvjw4bJly9obl0Av7GBZwidNmkThWGjUV2i4j2WgG6/k3rBhw7CERYH169eTnatXry6H8wwPfKL1FW5dbN++3R4OB8tvzFWWPJYusbDlhAY7WLVq1ZLDX375ZQrv3r17SNIigVsP1syZMykcC436CtUllvG8w4cPJ+NjhoevTJ48mexsWc2Yv4+3aNEiLG1RgB2s7777zh6OQe5+Y64yvZicB37z7LPP0jtWp04dOfzIkSO0I5h68QuQJG4u/uOPP+5Y9wC9qB0sy8BEoJcnnniC7GwZaMjrM1k26AR64cLHshwGfTpED5bfmKtMLybngd/wmor16tWTww8dOkRfTwYNGhSWtihAxrc3Fml2VUa6bFhhLI4O1qhRo+BgBcDixYvJztWqVZPD+RMhxsD5Co/BklfZLXBv9aUiJt+Fucr0YnIe+M1TTz1F71KDBg3k8DFjxqCXPgDcHKybbropnYo5Y3EcbjJu3DjHih/ohR1ZSw9WVlYWhfft2zcsbVFAlPkZtk3SCjAGKyjMVaYXk/PAbxYsWEBlWaNGjeRwXgrIMjYL6MXNweK1LqP8cAaAo/15hgE24vSV/v37k50ta0TT9BrBNddcE5a2KEANiYcfftgSjjFYwWCuMr2YnAd+M3fuXEcHa968eRTesmXLsLRFATJy0aJFLeG0RyEcLF/hzYYtRp46dSoFZmZmhqUtCjRr1ozsbNnRnNdnqlu3bljaooDjKq8FcLCCwlxlyZNxLmHLCQ2erda4cWM5fNasWRSOYRC+csEFFwgjX3rppZbwY8eO4eH0Gx6AaDEyvxSWih/oRZiX7GxZ05K3ymnTpk1Y2qIAHKxwMVeZXkzOA7958sknqSy78MIL5fAuXbpQuCjswtIWBWhGun2xq7y8PDhYfrNy5UpHI8+ZM4cC06OOMRZeJsBi5zJlylD45ZdfHpa2KKB2sNKj5DH5LsxVpheT88BvpkyZQu9S8+bNHcOxkriv0K4gloUWCThYfsOLwFmM/Mwzz8DBCgCexWbpwWIHC93nvhLTwTp+/HgowjRicvlprjK9mJwHfsNr/VkcrGXLljmGA73Q1xDLFE4CDpbf8Gq6FiN/+eWXcLACgMdaCY9KDudB7mjd+Qp6sMLFXGV6MTkP/GbixIn0Ll188cVy+JtvvknhGOTuK7Sv8PDhw+1RXPdblgEEupgwYYKjg7Vq1So4WAHQrl07svPGjRvlcFriOAP7RPmMm4NF4xbEw2/ZXiIVMblyN1eZXkzOA7/h9a4s46zfffddCr/sssvC0hYFaLagcLPsUVz3o5r3iSVLljg6WNy6gOV9pXr16mTnOXPmyOHs+LZt2zYsbVHAzcHiT7f5+fmhCNOIyZW7ucqSJ+NcwpYTGu+88w5ZwLKm33vvvUfh+EToK/SVxHE6Op7PAHC08Nq1a2H5AMjJySEjr1+/Xg7ft2/feeedJ8LvuOOOsLRFAXUPFhwsvzFXmV5MzgO/mTFjBr1Lubm5cviLL75I4djv1leqVKkijNy6dWt7FBwsvzl16pRjT9WmTZsoPD0WszaWypUrk51nzpwph//+979H6y4A3Bws8m4zMMjdZ8xVpheT88Bvhg0bRu+SZUY092A1a9YsLG1RgHYFcaxI4GD5DTtSllmccLCCoUaNGmTnJUuWyOE8wwZb5fhKzB6svLy8UIRpxOTC01xlejE5D/xm8ODB9C61atVKDuevJHXq1AlLWxQoVqxYhm2nbQIOlt+cOnWqbt26wrwDBgyQwz/55BPHni2gl/bt25OdhcHlcF6HrHv37mFpiwLkYI0bN84Szj1YR48eDUWYRkwuPM1VpheT88BveM87y6LJPIPdcYkmoAtazLphw4b2KDhYAeDYiOdlGuxbGAGN0I7m4hWwjPXhPQodGx5AF1dccYVjCQ8HKxjMVaYXk/PAb3hTZ8uEnQ8//JDCMQzCV2iQe+3ate1RsoNlWYkR6ELtYOEToa9UrVqV7Cyac3L4wIEDKdyx4QF0Qa27QoUKWRxcXp8MY7B8xVxlyZNxLmHLCQ12sNq3by+H5+Xl0derXr16hSQtEtCafhUqVLBHDRgwAI+o3/Tt21fYdvTo0XIgO1gwu6/wGKzly5fL4aK+p/HvQ4cODUtbFHBbjoHDd+7cGZY2XZj8CpurTC8m54Hf3HnnnY4OFg9DwTpYvkJGFk1GRSxqep/Yvn072bZDhw5y+F//+lcKxxgsX6FPgeXKlbNU8K+99hrZ/8orrwxLWxTgT4GWBUV5qyL78KyUw+SS0xRl77zzTqdOnYoVK1a1atW77rrr73//O4WfOXNm5MiRWVlZ2dnZog0q/k3s/Cbngd/wcIfOnTvL4VzHXHLJJWFpiwJkZLcvgHCwfOXQoUPUWLd00+7fvx9mDwD6PivKcEv42LFjyfgYg+Ur3FNlcbC6dOlC4bfeemtY2nRh8itsijKR32vXrs3Ly/vhhx8GDhzYo0cPCl+wYEGLFi2+P4s4WLhwYWLnNzkP/OaWW26hd8myDtaRI0fo9bM07oFGeB2mIkWKOCbgTcEEs2fPDlheFHjggQcybGOwDhw4AAcrAHr27JlxdiaBZazP/fffT8bHFGZf4R4sS3j58uUpvHfv3qEI04jJr7CJyn766aeSJUvScZs2bYTjRcfiIOF9FUzOA79p2bIlvUuWRvyOHTsoXHiuYWlLe/bu3UtGzszMdEywYsUKrunLli0bsLwo4DjIHQ5WMNSuXZuMvGnTJjn8vvvuo3DHyR9AF26bOtPoW8EVV1wRijCNmPwKm6hs9erV3KdSpkyZY8eO0fGPP/6YlZWV2DlNzgO/adCgAb1LEydOlMO3bt1K4Y7jr4EWjhw5onaexo8fzzW943Y6IEkcHazDhw/DwQqAVq1akZH3798vh/M2Eo0aNQpJWiRwc7CKFi2aNvY3+RU2Ttnnn39ep04d0e6nfwsXLnzy5Ek6FgfqqewZSnyXbirsYD3++ONy+JYtW9SdKyB5xPNMRnZ7dI8fP86P6JQpUwKWFwXcFrNms6fBdmzGcskll5CRv/32Wzl89OjRFF6uXLmwtEUBt+qPHa8aNWqEIkwjJlfuZin74IMPatasuXXrVg5BD1bycC/9tGnT5HBRr1A41lr0j+eee46MrJitxoXgunXrgtQWETp06CBs+8ADD1jC4WAFAA+yfuONN+TwcePGUXh2dnZY2qKAWw8Wj81y3CM1tTC5cjdI2dKlS6tVq/bpp5/KgRiDlTy1atWid2nu3Lly+K5du9SdKyB5eM87t2UaCqSafuzYsUFqiwK8Fol9rAnXPWmw1qKx8LN98803y+ETJ06EgxUA5EjZS3h2fMuXLx+KMI2YXLmbomz69Ok1a9b8+uuvLeHz5893m0UYl1lNzgO/4SVP/vjHP8rhPMi9ePHiYWlLe55//nkysmLF8AoVKrj15IMkEc4TPf+WCr5AasRv3749FG1RgL1YywzZefPmUTgmdvgKjbWyt+44X9LAwTW52DRFWYYN2uX7zJkzI0aMyDrLqFGj5HWw4GB5pGTJkmTSSZMmyeHCnaVwnrMJtHPvvfeSkRWfCEUZx499ly5dgpQXBWjJJfsYLHaw0IPlH0WKFCEj79mzRw4XTWU4WAFAjpS9dccOVhq0rk2u3M1VpheT88Bv2MF69NFH5fD8/HzqKE6DcY7GsnjxYjJ+iRIl3NLwlGl7PQSSJ+Ygdwx9849SpUqRkS2bCvMswtKlS4elLQq4te64dVGlSpVQhGnE5MrdXGXJY+kSC1tOaIhXiCzw0ksvyeFfffUVhSuGB4Ek4S1Bqlat6paGN14VHDp0KEh5UQAOVohUq1aNelDoiwTz+uuvowcrAKinyu5gcZmDZRp8xVxlejE5D/wmKyuL3qXnnntODt+8eTOFYxahf8yZM4eMXLNmTbc0mZmZXNlbtjMCyePmYPFXko8++igUYVGgUqVKVMFbHKy1a9eS8UuVKhWWtijg1oPFDlYarKRvcuVurjK9mJwHfsOD3C3LLB07dgw9WH7DFUmDBg3c0si75RQrVixIeVEgZg8Wz1MG2uHGA6+2Q6xevRoPfAC4jcHihUYrV64cijCNmFy5m6tMLybngd/Qvp7ijbLs98lrYKIR6R+vvPIKGfmCCy5wS8MDgQUzZswIUl7ak5eXRw2M2267zRLFNn/vvfdC0RYFuPHAa0cTGzZsoHCscuwrZGS7g1WiRImYPeupgsmVu7nK9GJyHviNeIXoXbKsMSbqHgrHOFP/mD59OhlZvUYuV/Y9e/YMTFsU4MHU9oqElwJav359KNqiAA+mtgxy5/XJ0IPlK2Rk+zpY/IkwDVrXJlfu5irTi8l54DfCf3L8FHLo0CEKT4OZusYyYsQIL14sN/QVqzmABJg5cyYZtmLFipYormPwidA/2MiW5fJ5ACjGJ/iKWw8W95qnwQBckyt3c5UlT8a5hC0nNLg32FKR7N692+31A7oQDXfqKenWrZsiGRwsn5g9ezYZ1j4dnTtXXn755VC0RQGuyC2D3LnwEQnC0hYF3Ep4XrsnDRZBNLlyN1eZXkzOA79hB+vDDz+Uw/fu3YtK3W94P6K+ffsqkrVq1QoNej+YMGECGdY+mJfH+cLB8g82stsAUBQ+vuLmYLVv356i0mCZDJMrd3OV6cXkPPCb4sWL07u0efNmOZxnEaKM8w8ea5Kbm6tIxtsWXXTRRYFpiwKjR49268GqWLEiRVn2IQYa4R4si4O1b98+CsdGqL7i5mDx8jGYRegr5irTi8l54De8UPi2bdssURm/EoqwKLBu3TqysHoPnJdffpmSNWvWLDBtUeDBBx90c7BoiSbBypUrQ9EWBdwcrAIUPoHg5sXy8jH169cPRZhGTH6EzFWmF5PzwG/Ywfr8888tUejB8pvdu3fT+KpevXopkrEf1qNHj8C0RYGBAweSYatVq2aJ4p7d559/PhRtUYAGuolXAA5WKLg5WLx8jGhmhCJMIyY/QuYq04vJeeA3ZcuWpXdp3759lig4WH7DCyp27NhRkYz3vk2DhZWN4qqrriLD2sea8Oza5cuXh6ItCii8KBQ+fnPkyBEysn0mAe+RWr58+VC0acTkyt1cZcmTcS5hywmNcuXKkQXE+2aJonAMrPaPlStXkpEvv/xyRbInn3ySkmHdRb3k5OSQYe2zpXgW4ZIlS0LRFgViOlhRLpn95vDhw2Rh+1oMq1atgoMVAOYq04vJeeA3/InQ3oNFc3zUa2CCZFB8opK58cYb0aD3g9zcXDJsjRo1LFG8NMaAAQNC0RYF0IMVIjzDxt6DtX79ejhYAWCuMr2YnAd+w2v9iQaNJapBgwYi/OKLLw5FWBS44447yPiKrXIEgwcPRn3jB3379iXDNm7c2BLFg9yfffbZULRFgZgOVhosdGksvBaG/RvFe++9BwcrAMxVpheT88BveCkau4NFnVvlypULRVgUmDhxIhlfPT2Q/bAoP6h+MHLkSLJqhw4dLFFt2rShKKzk7h9umw0LLrnkEhHVuXPn4FVFBF4u3z7wYOPGjRSVnZ0dijaNmFxmmqtMLybngd/wTGnLhvYCUeuL8FatWoUiLArwtz/16PUXXngBDpYfdOzYkazavHlzS1Tjxo0p6umnnw5FWxRQ9MuWKlUqI9anc5AM77zzjlsP1qZNmygqDcaHmFxmmqsseTLOJWw5oaFwsKiMq1ChQijCokC3bt3I+LVr11an5Af18ccfD0ZbFKhfvz5Z1f6JkFfPX7x4cSjaooCiB4s2obc7vkAXH330ET3h9t1mP/vsM4qy79GZcphcuZurTC8m54Hf8Gwpu4NFjXisHu4fV199NRm/bt266pTsYC1YsCAYbVGAmhAZTp9or732Wopas2ZNKNqiAFnYcbn2pk2biqgrrrgieFURYd68eW6fCL/88kuKSoPxISZX7vqV5efnjx07Nicnp1ixYuLvuHHjTpw44UmKU1eTrl4ok/PAb8TbRdazbGgvELW+CG/QoEEowqJAhw4dyPgxV0zmhxxfrDTCrYvbb7/dEvXss89S1KZNm8KQFgnIwo6fCGkTdAxy94+pU6eS/e2fCLdt20ZRpUuXDkWbRkyu3PUrGzJkSKdOnXbt2iWqc/G3Y8eOf/jDH+IQZHOwtKgyOQ/8hlestjtYNMg9Dd4xY+ExQI0aNVKn5FUDpkyZEoy2KMBu64UXXmiJ+uqrrypUqFC1alV7zy7QhaJtrPh6CLTw1ltvkfFLlSplieIeLPv6cCmHyZW7fmWVK1c+dOgQ/yuO49pOEg6Wdqil6Ohg0QoOJUqUCEVYFOjcuTMZP+Z3WHawhg0bFoy2KMAVvH0l/WnTpsHgfqPowVJEAS089thjZGTRkLZE7d69Gw5WAKSAgyVamcIDaNq06axZs06fPp2YKpPzwG+45rZvB0a+Fza0948WLVqQ8du3b69OyevBYlkmjbCDZR8Dx4vsDxw4MBRtUYDmKefm5tqjFJ1bQAvjxo1zc7D27dtHUWnQujb5EfLlE6F4nYSDnJ+fL/6K42Q+ERInTpzYvn1727Zthw4dqv6tgrjvJF3gHiy7g0UjVOBg+QcvQtawYUN1St7RaNmyZcFoiwL8+tt30V6wYAFF3XzzzaFoiwLUiSL+2qNQMvvN7373O7KwfQwWO1j2CYYph8mPkC+D3MeMGSPai8JrFn8feeQRj4Pc/0+Qu7EOHjyY8KIdJueB37CDZY+iXhPsRegf3H3YtGlTdUpeTaN///7BaIsCXIv36dPHErVhwwbKnUGDBoWiLQooHCx+NYJXFREeeughsrC93uRtCuFg+YpxyhTGivdro8fTpj2KgozGv9s7kIEuuIIvU6aMOiVnU8wFHYB32KovvfSSJWrUqFEU1a1bt1C0RQE4WCHCDpZ9pcNTp05RVBoU/iY/QsYpsxirX79+u3bt+uWXX/bs2ZObmztkyBC3lHGdNlIoCrImTZp4+XoFEoYdrGuvvVadkjsasba1RvgT7fHjxy1Rs2bNoqjf/OY3oWiLAjEdLAxy9w/eiNOxdef29TDlMLly169M+ENt27blpQG8t1EyzoUCly9f3rx588zMzJycnDFjxsjz4OBgeYRqbseCLCsrK8NpEi/QBVfwGzduVKfkFZvSoE1pDrzTeV5eniXqs88+o9jf//73oWiLAjTOGj1YoTBo0CBFm42iihQpErwwvZj8COlX1rp16/Hjx//nP//RfuZkMDkP/Ebh5qKM8xuu4L07WFgZSCNsVfsMjwkTJlBUz549Q9GW9gibZ2dnZ7jMIkTh4zei5UAWdtwIFQ5WAOhXJtrfP//8s/bTJoBjl1gEUVhAMf4daIEr+E8++cRjSnw00Qhb1d6DNXnyZIqyTzAEWti7dy9Z2LGPXLF8DNDC/fffTxZ23EYCDlYA6FdWq1at/fv3az9tkpicB36DHqwQYeO///776pT0uRYOll4UPVjffvtt6dKlRdTw4cND0Zb2HDx40Evrzr4AMtDC4MGDycL2nc4L4GAFgn5l8+bNu+66644cOaL9zMlgch74DRysEOFaZN++feqU5cuX55zas2dPMPLSHnaw7FFvv/02Rd16663BC4sCx44d8+Jg2TsXgRZ4DFbz5s3tsRSVBgMSTK6/tG1Eo0bLVZJUGLaE0FD0i6AR6Tc8yD3mhnf8xUpw9913ByMv7VF8BOdZhDEneIKEIQs7LmXMWWOf4Am0wLMIGzRoYI9V1AuphcmVu7nK9GJyHvgNfQdxnEjCPVh//etfgxcWBbgH5eDBg+qUTz75JDtYc+bMCUZe2qNwsKZPnw4Hy1cOHTpEFnbc6ZyzBptt+0TPnj0V9oeDFQD6lZmZYSbngd+QF5WZmWmP4hr93XffDV5YFBBm99hMl7+nYDtCXSjWKJk9ezZZGwuN+gftxem4OQG3PdCD5RO9e/cmCzdr1sweS/VC0aJFgxemF5Mrd/3KLrjggv/5n//RftoEyDiXsOWEBt2+47d27sHasWNH8MKigGIWmx1+VhctWhSAtiigGGX4/PPPU5Soh4IXFhEUC41yD9aBAweCFxYFbr75ZrJwmzZt7LH0aqTBRrQmV+76lc2YMaNv377inTlz5oz2kyeMyXngN4quYK5+Pvvss+CFRYG4munsYK1fvz4AbVFAsVz4a6+9Rta+4YYbghcWEbxslbNly5bghUUB7j6vWrWqPRafCANAv7IMJ7RfJQFVYUsIDS8O1rZt24IXFgXYwfIyjYDflyeffDIAbVFA4WCdOnWqfv36Inb06NHBC4sIXhysrVu3Bi8sCrCFFeND4GD5irnK9GJyHviNFwfr888/D15YFGALx+VgvfLKKwFoiwKKh3/OnDkUe9lllwUvLCJ4+UT49ttvBy8sCpQoUYIs7LgQSdrsBWly5W6uMr2YnAd+o6hjuIz7+OOPgxcWBRQLXdphB2vkyJEBaIsCiof/8ccfp9hLL700eGERwUsP1osvvhi8sChQqVIlsvBTTz1lj4WDFQDmKtOLyXngN/SOOc4W4TLu9ddfD15YFIhrMyLOjjQo9QyBTOo4w4PqfkHLli2DFxYRHn74YTcHi5sTN910U/DCokDNmjUVPeJUNGGhUV8xV1nyZJxL2HJCg27fcUsE7l/ZvHlz8MKiQFxr5cPB0o5iqtR1111H1q5YsWLwwqJAfn5+mTJlhIU7depkj+WnferUqcFriwLVq1cnCy9fvtweS4U/ZhH6irnK9GJyHvjK7t276R1zbKlw/8rKlSuD1xYF4GCFCz3h559/vj3qsssuI2sXL148eGFR4MCBAwoXVjT5KHbSpEnBa4sCwuxk4VdffdUei0+EAWCuMr2YnAe+8pe//MWLg/Xyyy8Hry0KxOVglSxZUpFZIAEUHdj9+vWjqOzs7OCFRYGNGzeShR1nsfHmm2+++Wbw2qIAWxgOVliYq0wvJueBr3zyySf0jjl2BfNCKTyRp1mzZhSCHXC1EJeDdfvtt6MHSy8Ke86dO5di69SpE7ywKMDbaTsOABVmp9hNmzYFry0KiJYDWXj16tX22LiGh5qMybdgrjK9mJwHvrJhwwZ6ixzHYOXk5FAsr4PFLX7U8VqIy8HiMRORfVy106tXL2FM4bnao1544QUydb169QLXFQneeustRQ8Wf6L94IMPApcWCWgX2gyXMVhxFU0mY/ItmKtMLybnga/wGKxSpUrZYy+88EKK/fLLLykkQyJYpelJXN5qjx49YHy9KJYJeOSRR8jUWVlZwQuLAu+99x5ZuEyZMvbYSy+9lGLff//94LVFAVHmk4XXrl1rj6UxcKJo8rKCjMmYXFqaqyx5Ms4lbDnh8PrrrysakRdffDHFfvrppxQCi+klXmPC+HpROFhjxowhU5csWTJ4YVFg6dKlZGHHaQSXX345xWIbCZ/gMZ2ODlZcS/SZjMmlpbnK9GJyHvgKl3GOE6m4EcnDIGQHa8OGDcGKTUPgYIWLwsGaPHkymbpEiRLBC4sCf/rTnxStuzZt2lDsxo0bg9cWBXgl9w8//NAeG9cuXiZjcmlpkDLHquXMmTMjR47MysrKzs4ePXp0whtIm5wHvsIDTRzLuFatWlHsF198QSGyg5Wbmxus2DQkYQcLa+trQeFg8VY5cLB8YvHixWRhx/EJPAZr3bp1wWuLAvyJ8JNPPrHH0gynQoUKwcHyD+OUWYy1YMGCFi1afH8WcbBw4UItp40O8+bNo3esWLFi9tgrr7yS3rF9+/ZRiOxglStXLlixaUjCDlb//v19FRYRFA7W/PnzFa8GSJ4hQ4aQhR27z1u3bk2xjh+wQPIUL16cLPzZZ5/ZY+kDIhwsXzFOmcVYbdq04ddPHLRt21bLaaPD1KlT6R1zHAbRpEkTiuV5vLKD5Ti5GrixY8eOWrVqCa9UXrU1YQerZs2a/siMFgMGDBDG/P3vf2+P4s7dNFjM2kzuvPNOhQvLDha2kfAJ4deShR1HudEiDoULF8YYLP8wTpnFWGXKlDl27Bgd//jjjwnP9zE5D3xl2bJl9I45LqZs2axq1apVsoOFlRriQjbd4sWLLYEJnMQ3pRFCNBKEJStXrmyPevnll2FqX+HdHh1nEfJWxPfcc0/w2qIAO1g7d+60x9I676J1AQfLP4xTZjGW8K9PnjxJx+JA3dbMUOKjaIOZNGkS3b7jctXCYaXYhx9+WPw7ZcoUOFgJ8Nlnn+3fv9/xeYvXkrw4TWSfWL0ojMkTbPGc+8Stt95KFnbsPuch2Dk5OcFriwK8lKijgyVaHRlne7DwidA/jFOWgR4srdAnkgyXkby81O+DDz4o/h09ejS80rjgNqKjQ897sXnf+gYOll4UxnznnXfgYPnK9ddfTxZ2XAiDHSzH/kWQPFyYbN++3R5LPYgiTV5eXvDaNGJyUWmcsgyMwdLKDTfcoGhE8m6gQ4cOLZC8MdTxHnHzrsh069ati7cKh4OlkaNHjyrs/9FHH8HUvsJjsBzHJ5QrV45iRU0fvLYowIXJd999Z4/lfdKOHz8evDaNmPz+GqfMYqz58+e7zSKMy6wm54Gv9O/fn94ix5nS1EssGDx4sPi3T58+cLC8wwvJuDlYL774YrwOFpd6MH7yrFmzRmFM3gcdpvaJG2+8kczr2EfFhQ822/YJdrAOHz6siHV0v1IIk99fg5Q5Vu1nzpwZMWJE1llGjRolr4MFB8sLvFa740zpWrVqUWzXrl3Fv507d4aD5R25t8nRweKVlrw7WLzfM4yfPG+88QZZ0vET7c6dO2FqXxk+fDiZt1GjRvbYgQMHUuwVV1wRvLYowI/30aNH7bE8QsvR/UohTH5/zVWmF5PzwFd4uWTHHiyOFX5YgbR5BSoeLyi8q4yza89MmDAhXgdrz549fIZUHxsROuvXrydLOi44curUKTznvnLNNdeQeWvUqGGPnTZtGsV26tQpeG1RgB9vx4+A3AG/d+/e4LVpxOT311xlyQNfQdChQwe6/SpVqthj27VrR7FNmzYtkJbFirjRPCJbye5gXXvttUOHDo3XwZJPleoty9DhpUTdJhngOfeVK664gsxbrVo1e+zcuXMpVpRRwWuLAuqmGm32nOEyxzCFMPn9NVeZXkzOA1+pV68evUWOy7Kz+9W4cWPxb05ODhwsj/AcKLbS7373Ox5VnXF27R8eAOd9FmGBVCzWqlXLF+mRgffCg4MVCvXr1yfzOo7BeuqppygWPVg+oX684WAFgLnK9GJyHviKuozLzc2lWJFM/FulShU4WB5xm+7HgSJBv3796DiutcL5DI5fdYF3brvtNs4LxwR4zn2Fy5Py5cvbYwcPHkyxjiO0QPJwGeUYy58I33///YCF6cXk99dcZXoxOQ98hXuwHLdeueiiiyiWZkrzxGnGcRt2UOC+5DoXauKge/fudCwaiwmcGeszJQm3LtxefzhYvsLzBEUpZI/l/l3HD4ggeWizZ7e9zLmkeuaZZwIWpheT319zlenF5DzwFV5K1NHB4m+C9BKWKVPG4mD16NEjcMmpARdPLVq0kMN5bo6Ah7jFtauj7KLpVh0tunbtSpZ060GEg+UrvNmw5R0hRNlCseip9YlOnTpluA9x43JmxIgRAQvTi8nvr7nK9GJyHvhK2bJl6S266qqr7LGNGjWi2MzMzIJzF2FC2aeGiyfLFGj+LCho1qwZHTiukeEG7XKfEefILeAI1fH9+/d3jOWcwoRNP+BRPo4LRIsSKYHmB/AO7QUp/jrG8i4UK1asCFiYXkyu3M1VljwWXyFsOeHAY7Fvuukme2zDhg3lJj4XiAzqeDfYRLyVkz2K/VfHZfTdkNcv1So5cvz5z38mM7o14tnOmLDpB1yFi1aHPVZ4XXLhA7Rz9dVXC/Nec801jrFcNSxZsiRgYXoxuZw0V5leTM4DXxGtQ3qLevbsaY+lN5C7WLhqT9evVNOmTRNOZPv27ZM/lRcHi+0ZVxXCq79G9qHVxRNPPEFmdBwDVCDlVKovZm0m/Pzffvvt9lie4+k4wRkkj7oM5+b0vffeG7AwvZhcTpqrTC8m54GvFCtWjN6ikSNH2mNvvvlmiqVeeh4/lJYOltw/t2PHjiTPpvCBOIrNGFdHYH5+PhwsLYwaNYrM6LbgBdvZcTdckCRcngwYMMAee//991NsXB/QgXfUxQi3vQcOHBiwML2YXE6aq0wvJueBr6ibKb1795Y9AHYIZF8kcMm+0LJlywyJGTNmJHnCuBysMmXKJHbyZcuWJakzylx44YVkRtHMcEzAdk71mepmwg6W4zBqXqYB4xB8Ql2G8wfc3/72twEL04vJlZS5yvRich74CvfSDx8+3B573333OTpYPL86bexWoUIF2cF64YUXkjyhFweLqVu3bmInF9x5551JSo0svEYJzeGwww/8G2+8EbC2KMDttJdeeske+9BDD3E7JHhtUcCjg9WtW7eAhenF5ErKXGV6MTkPfIXLuOeee84eaynjuL4ZPXp0mjlY8sCmDH09WI51g30T6ObNmydw8jTLguDhdkLJkiUdE3BOpfpEKjNh8zoWPk8++SQcLF9RFyC8iEZubm7AwvRicglprrLkQS1VIJVxojizx1rKOLbV7Nmz08xuPF+SPcgkT0iGdfz2JE8DJBo0aJDAydMsC4InKyuLDBhzrcXp06cHrC0K8AM8f/58e+yiRYvgYPmKugDhFXxon7TUxeQS0lxlejE5D3yFK/ulS5faY0XLUn4J+Vgk5uMDBw4Erlo/F198seyyDBkyJMkTKhwseSks4tVXX43r5JafJyk1svAMD9qowA4PEpo6dWrA2qIAP8BPP/20PXbJkiV4wn1Fbd7y5ctTbLwjRE3D5OfHXGV6MTkPfIUdrA0bNthjV61a5ehgrVu3jo979+4duGr9tGnTRnZZHOeNxwWdx22NRIuHZF/KQY2lB8txEhaICX8fb9KkiWMCdrAcRyiCJOHH+NNPP7XHvvvuu3CwfIVs69ZByP27blNAUgWTnx9zlenF5DzwFS7jXnvtNXvs0aNH5ZeQy7sdO3bwcVz76AWGcAGFyLlz5woP0osL2KpVK9llueGGG5IUoDaOxcGK9+STJk2Sf57qJWBYcA9W3759HROwg4WZBH7AhY/jMmOi1QEHy1fUDhbvPJvqy2SY/PyYq0wvJueBr3AZt23bNscEjg6WKPtMXgqL14BmYn7HzM3NldMnudborbfeSueJucldwvXH7t27+ecGZkFKwMN4b7vtNscE/JBXr149YG1RgB/gPXv2qBMELCwKWBrPdkQZSAlSfaFXk58fc5XpxeQ88BWuQnbu3OmYQC7j5GP5K1Wgij1gn6b31FNPqX/SoUMHOb3j7rPeiek8yVs+J2xAk7MgJShVqhRZb9KkSY4J2MJly5YNWFsU4Kf3+PHjigRYB8sP/vKXv6gdrO7du1MCjMHyD3OVJY+lDg5bTjjw7cfrYHHlZKDp7A7WunXr1D+xOFhVq1ZNRoCX54oTJNz/1K5dO2OzICXglX6GDh3qmID9YHmhrC+++MJxzBCIFzhYIfLqq6+qy59rr72WErjNsU0VTC4ezVWmF5PzwFe4jPPSSy8fb9++PYDanUfJxDUM3NI/lOFhocjmzZvL6ZNptHXr1s2Lg5X8N9Y777wTDlYy8CD3UaNGOSYoXbo0JRAHFMKTQtwmHgLv8NN76tQpdYKAhUWBBx98UG1enuzstgxvqmDy82OuMsJSjyZzHo2qUgg2nboRaXew7P/6Ki8uL8S+0JTjQjuOFyLcVp70gsdFqjZu3FjoLG6ubUy4D19RRQEF/JxMnjzZMUGLFi0oQbVq1SgksQcSOBLzHQmghIksffr0UZu3c+fOFJvqPYgmPz/mKiN02c7kPPCVuMo4Nwfr0KFDfsvzXp/l5+fbPxFmKOfCyPOVknew5PP4Wg3n5eXxhRYtWuTfhdIVfk7Gjh3rmID30ilevDiFyJk7aNCgAMWmIXCwQkRemMYxAW+27bbWTKpg8vNjrjICDlaSeC/j7LOm+d8kRyx5kefdU+nVq5fdu1Lf41VXXWVJmfDaE1u2bPF4US3wVVJ9x/tQYAfriSeecEwg/Gz58Tt16pScs+jEShLvhU+QqiJCTk6O+jHmVaYxBss/zFVGCNtVqFBBPAFNmzadNWvW6dOnEz6PXmHmwCN5HV8k72XcyJEjLYn5X//6kBOozFq3bp3hgttP5AH7zMKFC5MRHEzdwFeRt4ueM2fOxx9/bEkZ72LxUYAdLLc5EJmZmXI+Dh8+XM5ZOFhJ4r3wCVJVRKhZs6a69B4zZozfxXswmPz8mKtM5sSJE9u3b2/btq3bbCDCrd5N73dYvkf7ZzLvZZy8UhRFBbAUVgKVmWU+oJcsdkwsvK5kBAfzXPFVateuTSHsE1x44YWcjHPKVzEpB5vlvffec0wgWm5yPnbs2DHIzE17vL+YQaqKCHXq1CHbun0BHDdunN/FezCY/PyYq8zOwYMHs7KyEvutyXmQDDE/angv4xo0aGBJLE/W06KWKjxe1NHSYeDxJP3797d7OYoz8IJ7FipXrkz3KFS5jdGxYzmJ340/dhH4m6bj/XLIBRdc4Kue1ILNsmXLFscEe/fulY0pqiIvTxTwSEwzcgLM4dAOf9lwK6Nmz55NCeBg+Ye5yuwcOnSIKsUEMDkPkiFmlRCzjOMqnKesc+Jdu3ZprGnkqX8U0rJlywSclQx3HNO7OWQ1a9bk/eS936B8BvHzHTt2ePxhYtg7ES33+/bbb8sh3bt391VPasFmUaxrxWmWLl1qnzzhNv0QeCHmy8UJ8vLyHBPcd999K1as8E1gOsNd3W49WIsWLbKULSmK99I7eMxVRvTr109U87/88suePXtyc3OHDBnCUXGZ1eQ8SAZ7lZCfny8niFnG8RnYAZLfN/55kmulDBo0yL4uuX21hYoVK8Y8VYY7hw8ftqeXv/vIV8zKyuJ1krw/HvLlvN9+wtiNJgsQ1ZLlAeCte5o3b37kyJHjx49z1GOPPSYatX/+858DkG0IfO/ffPNNzDSOCC88SMHpBK8krnhT+Om1O1ibNm1S76MK1PDAU7dtoNasWUMJ4GD5h7nKiOXLl4uqQtTuOTk5Y8aMkb2HuMxqch4kg93B6t+/P8fK9avbGTiB44grOVajyAkTJpQvX95en3m5iqI6dOyoaNSoESe455575GslsBeNfLn4rJAQsgtoN+OcOXPsRrCvwmohGT3Hjh0Tr+ETTzxBp3LbHsAQ+JYtrQ7HNI6k+vjfEHnooYdiPnKcYPv27W5RGanvAYQCf9y46KKLHBPs27cvPcybZJnmK+Yq04vJeZAM9ipBHucu3FPvZRzX33KlYnFBqPK2v5DnnXdeoV+5/vrrY4rMzc11XMsqSQdr9erV9vRlypThBGPHjnX7bczr2q/u8SdJorjfP/zhD442VPzEIvvyyy+nwK1btzpenXM84+xqnJZLGF40e8kpt+cwJW7QZHiZJYX9OcGsWbPkcF5BgEn1pQSCh9tmV155pVsaLy+I+Zis31xlyaOoV9IGdZUwc+bMmLdvr2Dksozr1Ixza27ZCbNsHUNu1jPPPON2/oyzc+LsgR6zye2HgmnTpiluUByMHj1afd38/Hz6l/dOkbFMKYgpVQsKh8n+jdUL8vRJ9e3E7Awz3P/wklOO96h9ekcEsU+ascMJ+vTpI4cn3PoCDBcOPXr0cEuTHg+5yfrNVaYXk/MgYZYuXSqXPvZi6L777vNexjHlypVTJ7Bcxc0DUP/cMZxwHO9F5YW8cJEdx6W3ZcvIFnNUax+JLzN06FD7T/wmppcTL3Ifp+J2unTpEvNUJtd5sjesSGZ5FMW/zZo1++CDD7z8Fii48MILYz4kbORLL71UDlcXKcALbMOePXu6pUkPw5qs31xlejE5DxJG9gYcPQN5+JHbSexlWfv27eUE8lR2x8LOrTRs2rRpQawxLoT9DBaRR44c8XIe4RPYb5BjaQC422/t92I5j93R8ZBFGvjwww+93Lt3qMK7+eabHTOO+yblzkv1qYLktttuc9tV04I8R1WRzGIE4V1ROId4vBywULdu3ZgPCRu5SpUqjuFFixZNYKAkKJAe7AEDBrilSQ/DmqzfXGV6MTkPEkbum7ngggvsb4t95QXFSRj7KuGONTHHytWtnIAGZtl/aMe+0rpFgMdeHHntTbs8ch3cTmVJbNfg9pMA8HLvMfGYF3xf8hoWCkTeKebo6YVvQd7bW9TBmzdvtifOysqy3FHM02Y4PdWXXXaZLv2RQvhMZEDFRAG2vJuDRd4t/yvPIgdq2Ght2rSJmcZtmYyUIOYLHiLmKtOLyXmQMPx6iHJK3hiYE/A4R0UjsnLlyo71q9u15GSWkKZNm2ZmZnqvyEkYLdOi0OD9hDQhedKkSeInvOIDx9IQ+K5duzr+1n6bagsI/yPO7Eocj7fvZqiWLVuKiqpYsWIezzNq1KitW7d6dLAIX28/OztbXELWb18VzL65JM+iitnNxpMx5flWfGZMJEwMbvIpVnjh1o68VtPcuXMtz5U930FM2GjyvHK3NJs2beLAPn368IrQd911l2gnv/TSS4FIThC/y59kMFeZXkzOg8SQJ8dREWav7fi7oaKSqFChgpfKkl45uQp/4IEHHH8Yl4PFboolnL/LiDc/5kn4isWLF5dPNWzYMPnfPXv2iH8HDBjgeBKLDLkoF/Wu/YoJZltCxGVSt1urX79+MifxcgmfcLuipTNS3KD8Kx6ul1hm4ctUkogWDlmvZMmSbmkcR47aZxggLxKALeZllV3h1NoDZUx2bU1+KsxVljxB1gGBkZub+/7779eqVct+a/zvxIkTKUReRNTthFdffXVchpJfOcc3cNmyZfb3k1w9u6MgboR+ZakseT1ML/0ultvkcHHOcuXK8b8HDhwQsVOnTnU8ieXuOOTYsWOOV4w755KgXr16fGnhJi5YsCCmTRheZlD+iBwXwm3t1q3bwIEDFWl8vX2POi2Zwq0Le+eWF+QVyBw/QQI1bED7Bqn2NI6TZjhQ3q8i4c08ooaXd5PTXHvttfZAC6IU8l91Ivhd/iSDucr0YnIeeEExCIl7pziEBzRwUaUo4wrOfaNifhBxkyEv7iCrFcdy1K5du2Q3S96KRD7bm2++abkFBZZdt9yS0TgDR4cp49e1KOUQEnDrrbfaEwffniM7CPfabitZlUKn243HRPbO3Z5DYSX/7t271Oeee85isYwkvvHJZqTuT+Adtr/iE+HFF1/MFrb/UPuKxymNMOORI0c8Jt6/fz9bTJGM0+Tk5NgDLRhrefU9hou5yvRCebB06dKwhcSNfbdBC5ySQ+wul3oP4LjeIo8zqCmZW91G/VKWa8mV98KFCy3a7B1mfMBj+emEbobiDWUdY6l/y35H8ogQZs2aNWor+Y2jozNu3Dg53O5V239yySWX0BB1GsrtaBk5E+3TEQj2/PQS77dRvVWy5cz33nuveG737dv33Xffidh77rlHuJ5uC7QGxqOPPhquADfYdJYB7DKOs3A4RPbso/yVUJ6uIeygmBXING7c2Iu5OA0P1bAXLOZb3lhhBZFysJJv0QbGwIEDhVqhU72SpKXmsLf8OGWHDh0Ul1Oc045jN4koApK8ZYuSJ598ctu2bfK1hKOZn58vSuTPPvuM01OTjsfpi/Sffvqpm7kc75d55JFH5CgazlVw1vNQnCoshg0b5qaHAwcPHmz5VcwbcXRoypQpYz+JPWXDhg1FoNvGZwng0btauXKlnJJrZQ7p3LlzYgI8ruOq634TwAQNbrA2xUe9VatW8eNk/6HFa3cLT28cPZ6Yv5LXC1Qks9eJ8lUqVKjw2GOPFTg13Y3CzOefMFeZXizPqKVxL+9zrNi2TC+1atWyz+9QVyri+aZpegJ7x7u9qcH/9u3bV6FE3hbQbet1xtKjprffmG9BuDsWUyh+xc01soyb9Ti9m23lKLJDjRo11KcKETc9PXv2zHD5LvPCCy8I+6gXU7V7FTxOzgJ/mfXJOG75KGcxPX579uyxC9Cip0SJEm4yvJy/SJEiQuGHH36YjAY3rrrqKtZgYM3H2lq2bOmW5sEHH7SbkUO4y9kSLkxKg7eM/WilC7cv8qLEVv+Qe5rVJlK0yeX9HuxvHLFv374kbk4bSb7jvmKusuRRF4t33HEHJdu8ebMc7t9LO3/+fKreLM8rdZa0a9dOoVb8Sh5f4ohcGVgssGTJEvVvy5YtS8VWzLuw+Bzy/N7kYctY3Dj1mghq01lsUuA+gOnNN9/kf6nGcnTXDKnMEtYjzxuwx9p3MZJnGFlwtI+iQlXTp08fcS+0moai98hRvyW9xr1u3GQw1PdpR21n7whH1vGrkFu1pwW5zZlYPcraXnnlFS/J6F9aksPRaIq2U+p6WgrbqjtQuYvdEY+Wsbwmbm+NYv8MEwrDJN8vXzFXmV74abM8ebwanozbnDteqoBXb/KOeo8XNR6nQcntePmuM7SuRs07YMgX0oXcorLklIJ+/fp5MSOn92h22d/y6X6ToUmTJiRJPYPBTuvWrdW3473v0LEOcNRD3V2KrJQXcpNn8MnUqlVLVMA0Wi6mbF1ZFuMpcb8pubpSP8PUnJDTiDulf/mmhg8frr5fj7fTrVs38UPh/CnS2DtOHLfmVCDv9PzWW28pUnKy8ePHFyjHWk2cOFGRCxq/PChG5ScPb9EoTOo2asX+JDu29+SpfxY8Png9evTglPLcZPuvvHwZYORRHFu2bFEPUEkeRw2GYK4yvXAeWGput4emV69e8s9PnTrlmNiyCTxfQvDQQw9xiNvHFEf485/wivbu3RvvbRIffPBBgaavJBbk74nan2z1PDg3XnrpJS+G5fTe80JxktDhtn4CzXfyYO65556YadTOvXobJc7NAqfJCpZTVapUSW35mLfJA3r0ZpmXoWCOP7R4n4pLcBqqRy2vmNvtJ3CbxYsX5/RuzUg375Z+8sYbb3i5kPoztONdWBbzc8xuRV7wMFB705ed+8WLF6vFOA7m08X+/fsVk8H5ftVloBev+osvvuAE6ulNBS6FoeP2hW49arKbaLlB+ydIR0aMGFHoV+69917H64qoTz75xO0W1PcYIuYq00tGrPqV3Bp7IOP4K3vWyimpuHQssESycuXKJeZPqG9TvrSbyCSxXEUjdoN4/DzhljuOUmMmVqD3fpOBl/hKbJ0nXTgWu5Zy1rFeobzmasztFWOfwIsY+5TbeLv3HPHyYNhnKFvuyPFlWbt2rZeTZ3hwsGrUqKG+izVr1tjPaf/S5FGMvPaKHY81a4HNo+J/3bqRhJvCXxLsqviY5YkCRGFD5vXXX7c/yXHt1kAfQ9yKxEOHDsW0qvit7AG7abb0EQiReXl55NzYbRJTtl1GzGFbXpocdhxvoWrVqnYNbgrdhHm5zbAwV5le5DywF/f8ViT26GT8OoIn5rQjeg3kaVksRpzhhhtuSPI2Zf133HGH2yOr6yp6T1vgZH+PP4yZQXLrR861Zs2axfytnF77LScMD/HR3tSOi/bt23uxmyK2bt26bgkSMLgfI5PsqhRzu2gvJsd6yNIE9zhLkc9Pf5977jlHc5GAevXqyZ4rjQ2gbid1LhQ6OzxUbmTSGRS/ElHvv/++2mIxs8Dtk0LMTOnfv78Xi1lwPJXjYACPMuy33KBBA0vUunXrPNYsFmu4NQ+8nMqjfrsweaNPBfEOehEX6tKli72Ly/4qcf3o8Xa83GZYmKtML5Y8kIdwWlKq3wSPyRwJYDygXGTHVVoZgsWq3ivImMZ3TGxpNLvBquIdeOcrPBguOzs7XCUxDZgY6j4SBSKbyL/RtTrosWPH6BmwLEdinxCg+L6Wce7kr2TactpTOiLfqcIXdCzWOFZewdIRtw5+L/mSwA2KOp5/zt1F9mKHj7n1QtOArrjiikWLFpEzWnBuX76j+HfffVe9UX3Rs9jD1ZVFx44dvdysxxrH8isvPyHcbi2uloMdMqDjyR0bk3FpDhhzlSVPws9NwdnctXwcLHTuygivvfaaum1nCQlstoXb85oSWN7MmjVrevxhzJdWTsy5Qw3EV155pdCvy6J+88039t/u27evyFk0zhVIHiFG2KdcuXJug74Dg5YOEcZMskbP+LXjRz1Dyijiqku4epCXjnSEBrl7tJh3AYTaCyQca7JbbrmlVKlSjt/mxDkzzzJhwgR5NVovNrRfXT060ILjpzE35HffLY28Y7044I+SbqdyjFJ0ytLKq3JhYk8W867J4VPfqUcD8sNGPfreLV9w9vkXv7r77rtp2cJCvw6iUghTCPaSTL4696LFpTlIzFWmF5/ywLLmAsH9uuSD05d1P67uiN3xD/cTUlysWLEigQKi4NwvrXTLo0aNcnstN27cWMh9HuiwYcPkPJXXgwFqunfvLtvccZchzllH1yTsO0gEdRdFhlRz8CNtiX333Xd5sdyMXxtjiu9WMuIxjinAbuTk6+YEqkMvpxLHlSpVSiAXeIFAiwBhnAoVKsTlgRXE6Td7p2vXro7ix44dKydTz/GMyalTp7Zv357MGZInpiks7TGRTVdeeaUXG9KqMZafh3uzCsxVRpw5c2bkyJGiwZednT169Gjxb2Ln8TsPNm/ebI4fY3kiw5YTH1RbiJcn3h12qSErh6TEG5h+3HjjjcLy11xzjTi+5JJLOAvECyK8AcuQfGqiiLxr2LBhSHo1oK4SLMsLKUaJPfvss/aT33zzzeQ6WLZ4J7tRmvvuu89SXbmJsVxx+vTpdMA9It6nBYifxLxxj6cqV66cru/vlo1QOVwtlYwpf5VWp4+XmEs/0CcRymUtdggXORd69+7N/YWFzt3qJ/8s/K9HP9j+eIdxi54wVxmxYMGCFi1afH8WccBb1MWLyXngB/ZGcwRp1KgRGUHXTj4gAdhjDluIj8yZM0dRN8iOkaVuSOxyilF34vyyp/L++++LkFatWt19991Uf+/atSuxizpyww03KG7cshR7YFD3hiXQrVNK2MfRp3RM6fh5tMBlAT/6d9SoUUHcs3nwZ8cEfsXW45OofS+fbiF5zFVGtGnTZu3atXQsDtq2bZvYeUzOA5+YMGHCzJkzw1YBQCRwXLyK6oZjx445RjVp0iRs1ZoRnh8PZwxbiwNUT3NPqlqkoqPxo48+4op/9OjRFGjxJjVuygkEQ4YMcXy56Et62OpcMVcZUaZMGVE80fGPP/6YcFeEyXkAAEgDLC3vzMzMunXrWqLc6mxgGvIcw7C1gP/D8Q0yuXI3VxkhGhknT56kY3GgHufk3oOYYXIeAADSAMvsVBnLcCXU2SnBgw8+qGWhWqALHikov0EmV+7mKiPQgwUASBXatm1rX9IdAOAfJlfu5iojMAYLAAAAAI6YXLmbq4yYP3++2yzCuMxqch4AAAAAIAFMrtzNVUacOXNmxIgRWWcZNWqUvA4WHCwAAAAgyphcuZurTC8m5wEAAAAAEsDkyt1cZcmDWYQAAABAGmNy5W6uMr2YnAcAAAAASACTK3dzlelFvUQWAAAAAFKRsP0LV8xVpp0AsiGYnMaNGHWJYK6CGzHtKrgR066CGzHtKmlzIwljrjLt4Hky6hLBXAU3YtpVcCOmXQU3YtpVcCMGXiUxzFWmHTxPRl0imKvgRky7Cm7EtKvgRky7Cm7EwKskhrnKtIPnyahLBHMV3IhpV8GNmHYV3IhpV8GNGHiVxDBXmXZMzoZoghwxDeSIaSBHTAM5Yhom54i5yrRjcjZEE+SIaSBHTAM5YhrIEdMwOUfMVaYdk7MhmiBHTAM5YhrIEdNAjpiGyTlirjLtmJwN0QQ5YhrIEdNAjpgGcsQ0TM4Rc5Vpx+RsiCbIEdNAjpgGcsQ0kCOmYXKOmKsMAAAAACBFgYMFAAAAAKAZOFgAAAAAAJqBgwUAAAAAoBk4WAAAAAAAmoGDBQAAAACgGThYAAAAAACaCdnBeueddzp16lSsWLGqVaveddddf//73yn8zJkzI0eOzMrKys7OHj16tPiXf5LxK/J51qxZc9VVV2VmZorz3H777UePHnW8nNtpM87FTa3iKjF/myoYkiOCL7744uqrry5ZsmS1atWee+65eH+OHDEqR9zuIhVJjxzxePWUID1yhDh27FiNGjVSveBKjxzx6BgoCDkXu3Tpsnbt2ry8vB9++GHgwIE9evSg8AULFrRo0eL7s4iDhQsXWn5ouduOHTuuXLny+PHjP/300/jx40XWOl7O7bQebRfzKqn+VhQYkyN79+4VpczLL7/8z3/+8+DBg7/97W/j+rmbqlQkPXLE7S5SkfTIEY9XTwnSI0eIQYMGTZ48OdULrvTIkeRzwaBcFBYUbiYdt2nTRmQPHYuDtm3bWhIr7lxkaokSJRyj3E6bgB0dr5Lqb4WFEHNEvAlz586NqTAZValIGuSI5S5SnfTIEcXVU46UzpE9e/bk5OTk5+enU8GVujmSVg7W6tWrO3ToQMdlypQ5duwYHf/4449ZWVmWxG53/vPPP0+ZMsWtfex2WnG2ChUqiMxr2rTprFmzTp8+rZbqdpV0eisKQs2RypUrP/LII1WrVi1Xrlz//v1FCyaun8dUlaKkQY5Y7iLVSYMcUV895UjpHOnevfsrr7yiEJaKpG6OxOsY2DElFz///PM6ders3buX/i1cuPDJkyfpWBycd955lvSO2UAfSitVqvTtt986XkV92hMnTmzfvl14r0OHDlVIVVwlnd6KcHNEHNx6660/nKVfv3533HFHXD9Xq0pR0iNHLHeR0qRBjsS8emqR0jmyYcOGyy+/nAYApU3BldI5Qnh0DBwxIhc/+OCDmjVrbt26lUMS9nP//e9/P/roo1deeSUnk4eneWleHzx4UHZgHUe3Wa4SU1XKEXqOiHDxLx2Ld0M0I+L6eUxVKUd65Ij9LlKX9MgR+9VTl1TPkWbNmm3atEktLLVI9RyRkR0D74Sfi0uXLq1Wrdqnn34qBybzpVbkhNsIDy/DEQ4dOlS5cuWYsh2vkh5vhQk50q5dO/E+0PHRo0f5xfD4cy+qUoj0yBHHu0hR0iNHvFw9VUiDHMmw4aYtJUiDHJHx6BhYCDkLp0+fLjzcr7/+2hI+f/78uOYa3HbbbXv27Dl58uTf/va3wYMHu32pdTttv379du3a9csvv4iT5ObmDhkyxPHnMa+S6q9EgTE58txzz91yyy3ctXvnnXfG9XM3ValIeuSI212kIumRIx6vnhKkR44ohKUc6ZEjHh0DBSHnot1nz8vLE+FnzpwZMWJE1llGjRrluFqG7OMvX768efPm559/fo0aNQYOHPiPf/zD8XJup6WfZ2Zm5uTkjBkzJj8/3/HniqukTcvDkBwRjBs3TjQ4srOzxTvmNjgxXlWpSHrkiNtdpCLpkSMer54SpEeOWO4oYWuYQHrkiEfHQGWHeH8AAAAAAADUwMECAAAAANAMHCwAAAAAAM3AwQIAAAAA0AwcLAAAAAAAzcDBAgAAAADQDBwsAAAAAADNwMECAAAAANAMHCwAAAAAAM3AwQIAAAAA0AwcLAAAAAAAzcDBAgAAAADQDBwsAAAAAADNwMECAAAAANAMHCwAAAAAAM3AwQIAAAAA0AwcLAAAAAAAzcDBAgAAAADQDBwsAAAAAADNwMECAAAAANAMHCwAAAAAAM3AwQIAAAAA0AwcLAAAAAAAzcDBAgAAAADQDBwsAAAAAADNwMECAAAAANAMHCwAAAAAAM3AwQIAAAAA0AwcLAAAAAAAzcDBAgAAAADQDBwsAAAAAADNwMECAAAAANAMHCwAAAAAAM3AwQIAAAAA0AwcLAAAAAAAzcDBAgAAAADQDBwsAAAAAADNwMECAAAAANAMHCwAAAAAAM38f6FwDXX5tkdZAAAAAElFTkSuQmCC)
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