Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Deirdre_Wendel_110513_2a | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 18, 2002 |
Start Time | | 2002/03/18 14:00 |
End Time | | 2002/03/18 16:00 |
Key Words | | northward IMF reconnection |
Model | | SWMF |
Model Version | | v20110131 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 6.88 |
Dipole Tilt, in Y-Z GSE plane, deg | | 16.23 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 0 |
F10.7 | | 177.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Deirdre_Wendel_110513_2a |
Minimum Dst Value | | 42 |
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.
Diagnostic indices for this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAGQCAIAAADZR5NjAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAV2VkIEp1biAyMSAyMzoyNDoyOCBFRFQgMjAxN1l9qJ4AAAGAdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsNDAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiY3BjcG4gZm9yIERlaXJkcmVfV2VuZGVsXzExMDUxM18yYSIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAwMi0wMy0xOFQxNDowMDowMC4wMDBaIiwgIm1heCI6IjIwMDItMDMtMThUMTY6NTk6MDAuMDAwWiIsICJsZWZ0IjoxMDQsICJyaWdodCI6NzIyLCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoiY3BjcG4iLCAibWluIjotMS4wLCAibWF4Ijo5Ny44NywgInRvcCI6NTIsICJib3R0b20iOjMyNSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfUU2k7oAAAAEZ0FNQQAAr8g3BYrpAAA/MklEQVR4nO3dD2wUdf7/cQSVKqa/LdcDSvjnF4xcgko4Q2hAU6ESPTFygXiYgxODEVA4yX2lFC0IkS/KBRRPAiUcCRc8g8Y/vaD1vOhxCQmGQOAiItcD7PEvQAtUqVxpwe7vM30vw3Z257Oz09mdmd3nI00zOzs7+5npdOe1n/nM59MtCgAAAE9187sAAAAAuYaABQAA4DECFgAAgMcIWAAAAB4jYAEAAHiMgAUAAOAxAhYAAIDHCFgAAAAeI2ABAAB4jIAFAADgMQIWAACAxwhYAAAAHiNgAQAAeIyABQAA4DECFgAAgMcIWAAAAB4jYAEAAHiMgAUAAOAxAhYAAIDHCFgAAAAeI2ABAAB4jIAFAADgMQIWAACAxwhYAAAAHiNgAQAAeIyABQAA4DECFgAAgMcIWAAAAB4jYAEAAHiMgAUAAOAxAhaQL3bt2nXHHXd06xbE//pglsoiZSFDsRUAsoOPAyBfjBs37sMPP8zymzrMHKGIJgQsAM7xcQDki8LCwsuXL7t+ebcON9xwg1rPyJEjFy1a1NDQ4FXZuhhNVEn69OkTv3WTJ082p1taWn760592vbRdD1jdrnEyv729vaKiIhKJFBUVVVZWqoeWhRNfknTmJ598cv/99/fs2bOkpOTJJ588c+aMpoSffvrp+PHjCwoK1MKzZs06d+6cfosA2CFgAfmiiyHGfPkPP/ywb9++3/72t/3796+vr/egZF7U/Tz22GPvvfeeTJ8/f7579+6NjY3y8J133lHPdnH9Ue9qsOwWs8yvrq4eNWrUtx3UxKZNm9wV44EHHvjwww+bmpouXry4fPlylZ80r33wwQdra2ubm5vPnj07e/bsRx55JPX2AEiGgAVkz5UrV5YsWTJo0KBIJLJ69WqZqU6Hq1at6tOnT+/evZ977rnW1lYXC6v5GzZsGDx4cEFBwZgxYw4cOGB5a0udx+XLl59//vm+HdSEWfejnn399dcHDBhwww03JK7BMkcVb/r06TL9448/vvLKK0OGDCkqKnrqqadUCLO8yrJmVfJnn31WbYUqwO9//3u7xexWm+ijjz6aNGmSTG/fvl2t5y9/+Ys8nDhxonpWX8ike8+ukCk3Vs9hwCotLVVZR6bVxNixYx2+i2YBlZxuvfVWJ4VUVCDr1auXTNfV1U2ZMkXtisLCwl/+8pdmeAVgh4AFZM+KFSvKysqOHDly4cKFBQsWyEx1OiwvLz/ZQU0sW7bMxcJq/uTJk+vr69XJfvny5ebJOF78eVdlI/XyEx0eeOCBpUuXmss89thjp06d0r9cHDt2rF+/fjK9Zs2aCRMmfPvtt6q0KnX97ne/s7zKsuaXX35ZNkQKYLeY3WoTtbW1lZSUnD17Vk1XVlaqUFVRUaGm1VuoQqpn9YVMuvfsCplyY/UcBiwVZcwc09DQoHK2uVhxcbHKSSNGjHjzzTevXr3qcP1q61599VXnlVI1NTXqCJTpu+++++9///t///vf7777bt68eU8//bTDlQB5i4AFZM+wYcOS1i0dPHhQpr/++uuhQ4e6WFjNP336tExfunTplltuSXz3+PPu//zP/5jrUe8Sv57//Oc/SQufeNpWqeWmm26S6eHDh//rX/+S6TNnzgwePNjyKsua1TvGF8BuMbvVJvX888+/8cYbauK+++7btWuX5KSVK1eq+SkLmXTv2RUy5cbqOQxY3bt3l1wY7djVPXr0iH/28uXLe/bsUdtohm/9+qXysk+fPocPH3ZSyH379t1+++11dXWJT33//fcDBgxwshIgnxGwgOwpKChoaWmxzFSnPXOmmlDLuFg4sbFz4rvHz4xfuWU9ZmNqzcvFsWPHSkpKZFqFkvirkCocWF5lWbOlAHaL2a02qf37948cObK1tXXEiBHq4c9+9jOVQu68804132EhLQ/tCulwPXa6WIMVT/0JEufbrV8Fo5dfflmlz5Ql3LFjx6BBg3bv3m3OUWFu/PjxRUVFssmWtAcgEQELyJ477rhDXymlJszKpLQWTjdgaWqw7AqftA3WjBkzZFrlmKQN3uOTU/z8+Mqhr7/+2m4xu9XaUQFr48aNs2bNUtMzZ85cvXr1Pffck3JtdnvPrpAO12Oni22w4p04caJv377Oi6Eyltmsys62bdv69++/d+/e+JlqV/zpT386f/781atX1W+HWwrkM/5JgOz5v//7v7KysqNHj1qaVU2cOFGaVakJszlUWgunG7Beeuklsw3W+PHjq6qqNC+0PHXp0qV9+/Y9//zz8XcRrl27Vq3wm2++aW1t/eqrr371q19ZXmVZswpn5oaoF9otZrdaO2+88cZPfvKTrVu3quktW7bcdtttctHQYSEtD+0K6XA9dhwGrA0bNiS9i3DatGkqE6u3VgVQxZg/f75+PSoEqyXb2tqOHz8+b948fRusNWvWDBo06NChQ5b5/fr1++ijjy5fvqwOyClTphCwgJT4JwGyR53kXnzxxQEDBhQVFb3++usys9u1GwPVzLlz55o39KW1cLoBq6WlRZ2Y5S5CNWFeCNMHrG4d/WCp1HLPPfdUVFRIi3Lx448//uEPfxg+fHjPnj3vuuuumpoaywota1YlnzNnjtoKtS2WuwjjF7NbrZ2GhoabbrpJpUY1rcKfmo7v/iplIS0P7QrpcD2JunWmn9/e3r5w4cJIh0WLFplXTt977727775bvfXQoUNVUI6/jpx0PbL8zTffPHDgwNmzZ58/f955CZXm5uZoR2dad955p9qfKn6pbSdgASnxTwL4LK1zFSc2AAgFPqwBnxGwACD38GEN+IyAla7Ey1iB2i0BL54IRSGBUOM/CgAAwGMELAAAAI8RsAAAADxGwAIAAPAYAQsAAMBjBCwAAACPEbDcSHqHMwAASMnvc3iW5Mt2eit/jg8AADyUPyfQfNlOb6U4Pi41R2vfjh4/nK3iAAAQDgQs6KQ4Pt6qjP68m/HzxMjo1tXZKhQAAEFHwIJOiuNj/kNGuhp9Yyxm1fwxW+UCAEf279//9NNPFxcX+9gQBzkmEonce++969at0x973QhY0EhxfDw6xMhVdfujaxYYE+o3AATJ8OHDV69e3dTU5HdBkDvU4VRTUzNy5MjPP/9csxgBCzq646O1JVZ9dfVK9Iv3jekFk7JYNABITX2IXblyxe9SIAcdPnx4yJAhmgUIWNDRHR91+41QNWX49enHR2StYADgRP6c5JB9+qMrf469fNlOb+mOD6m1+t/JxvTFJmP6vtuyVjAAcCJ/TnLIPgKWyJft9Jbu+Ni8wghVa1+IPSyLGA+bGrNTMABwIuAnuYAXT6QsZCi2IhMIWCJfttNbuuNj8bROdw4+MdJ4+NWX2SkYADjh10nO4fuG4hxMwLJDwBL5sp3e0h0fM+7tlKgqphoPP9uWnYIBgBNdP8nJnfk33HBDYWHhyJEjFy1a1NDQ4EnZol0unipJnz59Ll++bM6ZPHmyOd3S0vLTn/6066XtesAyOzhwMr+9vb2ioiISiRQVFVVWVqqHloUTX5J05ieffHL//ff37NmzpKTkySefPHPmjKaEn3766fjx4wsKCtTCs2bNOnfunH6LzPd1/WwuyZft9Jbu+Ljvtk7XBNe+YDzc8lp2CgYATlg/xC41u17DDz/8sG/fvt/+9rf9+/evr6/3onQenIMfe+yx9957T6bPnz/fvXv3xsbYx/I777yjnu3i+qPe1WDZLWaZX11dPWrUqG87qIlNmza5K8YDDzzw4YcfNjU1Xbx4cfny5So/aV774IMP1tbWNjc3nz17dvbs2Y888kjq7SFgXZMv2+kt2+Pj3GkjTk0ovj7n3XXGnJVzslMwAHCi04eY+uAqLYhOHmY0IT1V72YNHZYsWTJ9+nSZ/vHHH1955ZUhQ4YUFRU99dRTKoRZXqUmXn/99QEDBtxwww3qYWtr67PPPtu7d+++ffv+/ve/t1vMbrWJPvroo0mTYl3kbN++Xa3nL3/5izycOHGielZfyA0bNgwePLigoGDMmDEHDhyQ+XaFTLmx6e7JpPNLS0tV1pFpNTF27FiH76JZQCWnW2+91UkhFRXIevXqJdN1dXVTpkxRu6KwsPCXv/ylGV6dFImABR3b42P350acmjnm+pydHxtz5pZnp2AA4IT1Q6z27egzZbHBJ2aNM1qRXkzRB2nix+CxY8f69esn02vWrJkwYcK333574cIFlbp+97vfWV6lJh577LFTp07Jw5dffrm8vPzkyZMnTpx44IEH7BazW22itra2kpKSs2fPqunKykoVqioqKtS0egtVSPWsvpCTJ0+ur69XUWn58uVmlLErZMqNTXdPJp2vooyZYxoaGiKRiLlYcXGxykkjRox48803r1696nD9auteffVVh5VSSk1NTVlZmUzffffdf//73//73/9+99138+bNe/rpp528o5Nnc0m+bKe3bI8Pqa96Je5Qqz9kzFFfDQEgMJJ/iJ09YVRiTRlufGqVFhhNSP9RY/SZ7GwNKrXcdNNNMj18+PB//etfMn3mzJnBgwdbXqUm/vOf/5ivHTp06MGDB2X6wIEDdovZrTap559//o033lAT9913365duyQnrVy5Us1PWcjTp0/L9KVLl2655RZ9IVNurJ7DgNW9e3fJhdGOXd2jR4/4Zy9fvrxnzx61jQsWWMcOSbp+aZvVp0+fw4cPOynkvn37br/99rq6usSnvv/++wEDBqR8R4fP5pJ82U5v2R4fMjZO/ADPZsfuABAYKU5yB/cYn2YTimNtHlbNM+akWsOxY8dKSkpkWoWS+JbXKhxYXqUmzGbaSkFBQUtLi0yrCbvF7Fab1P79+0eOHNna2jpihNHb889+9jOVQu68804132EhLQ/tCulwPXa6WIMVT/0JEufbrV8Fo5dfflmlz5Ql3LFjx6BBg3bv3m3OUWFu/PjxRUVFssmWtEfAEvmynd6yPT5kmGf1nS/exH7GTPXVEACCwdFJ7uoVo5HD4mlGbZaKWa0t+jUsWbJkxowZMq1yTNIG7/HJKX5+fOXQ119/bbeY3WrtqIC1cePGWbNmqemZM2euXr36nnvuSbk2u4BlV0iH67HTxTZY8U6cONG3b1/nxVAZy2xWZWfbtm39+/ffu3dv/Ey1K/70pz+dP3/+6tWr6rfdHkuKgAUd2+NDhnmuP9Rp5swxxsy9OzJfLgBwJL2T3KXmxMbv5houXbq0b9++559/Pv4uwrVr15aXl3/zzTetra1fffXVr371K8urLAVQ4WzixIknO6gX2i1mt1o7b7zxxk9+8pOtW7eq6S1bttx2221y0dBhIS0P7QrpcD12HAasDRs2JL2LcNq0aQcOHFBvrQqgijF//nz9elQIVku2tbUdP3583rx5+jZYa9asGTRo0KFDhyzz+/Xr99FHH12+fPno0aNTpkwhYCWVL9vpreTHR/wwz/GWTDfmb9+SnbIBQEpdP8nJtaEbbrhBpZZ77rmnoqJCWpSLH3/88Q9/+MPw4cN79ux511131dTUWN7XUgB1qp4zZ05RUVGfPn0sdxHGL2a3WjsNDQ033XTTiRPGBQQV/tR0fPdXKQtpeWhXSIfrSdStM/389vb2hQsXRjosWrTIvHL63nvv3X333eqthw4d+tJLL5kXMe3WI8vffPPNAwcOnD179vnz552XUGluNnr0+OSTT+688061P1X8UttOwEoqX7bTW8mPj/hhnuOtrzLmb1yWhYIBgBP5c5JD9hGwRL5sp7eSHx/xwzzHq/mjMX/J9CwUDACcyJ+THLKPgCXyZTu7zq4u9zrLMM8m6Rxr1rgsFBIAnMilk1ziZaxAbV3Aiye8LSQBS+TLdnor+fFhGebZdKremP/wgCQvAQA/5M9JDtlHwBL5sp3eun58XL1i3B4ordotwzzHk/6RbfrrA4Asy5+THLKssbHxtttu0yyQP8devmynt64fH3JZcPE0Y9oyzHO8pN03AIBP1Ckw8d57oOsWLFgwdepUzQIELOhcPz6WzYzVTm1cZh3mOd7ccuPZXX/NWgkBQGPmzJnTp0+XW+4BTzQ1NS1btqy4uNgcHjspAhZ0kgQs+Ykf5jneK08bz35QnbUSAoBGY2NjWVlZ0qbNgDs33njjuHHjzJGI7HQjYEGjmyVgPTwgFrBeeTr5C+RK4luVWSshAAABRMCCjjVgfVAdfWKkMfHO2uQvqH3beLYi4bL0udNGD+/HHQ1mDgBA2BGwoGMNWCokNTUaMcvuPsGvvjQWm3Hv9TkqWq1ZYAyhKlVfKp9teS16sSnjRQcAwD8ELOgkCVh6Kk6ZTeBVFDOj1egbjfbvcvuh+imLGI3liVkAgBxFwIJO2gFLkUR1/LAxWKFEK/VauTjY2hL9R40xxk58zLrE3T0AgFxDwIKOm4AluWpiv9iA0EnbXdXtvx6zHh1idGEKAEAOIWBBx03AWjAplpxUujp3Wrekilkzx8QWXjWPqiwAQM4gYEHn+vEh4w9+ti31a9YscJSuxNUr0a2rY1cVZ40jYwEAcgMBCzrXj49nyowM5ORangpJ765LPpCOnSMHYpcUyVgAgJxAwIKOm4DlTv0hMhYAIGcQsKCTvYAVjctYif2UAgAQKgQs6GQ1YEU7Mpb0lbV5RWbfCACATCJgQSfbAUvZ+XGs96xdf834ewEAkBkELOj4ELCUjcti3ZAydiEAIJwIWNDxJ2BFr3Wm9fgIGrwDAMKIgAUd3wKWylXSIzw3FQIAQoiABR3fAlaUjhsAACFGwIKOnwEr2jlj1e3P6lsDANAFBKxwO3r06KRJkyId1IR6KPPb29srKirUzKKiosrKSvXQ3fqvHx+PDjGCzql6L0qdDjNjSbP3/51sdBNPhRYAINgIWOFWWlr60ksvNXVYvHixeijzq6urR40a9W0HNbFp0yZ36/c/YCnHD0dXzok1yZIfLhoCAIKNgBVut95668WLF2X6+++/Vw9lWiWt2tpamVYTY8eOdbf+QAQs07nTxmjTNMwCAAQeASvcpk6dunTp0u+++66pqamqqko9lPmFhYWNjbHhlhsaGiKRiLv1BytgCRq/AwACj4AVbidPnhw8eHC3Dmri1KlTMr979+5tbW0yrSZ69OihWUk3rdhCwQlY0biMtXW130UBACAJAla4lZeXL1682GyDpR7K/FyuwRL/qIlVYgEAEDwErHC75ZZb8qgNVrxLzdHSAqNITY1+FwUAACsCVripIFVVVSU1WC+++KIZpDZs2GB3F2Faf/LgBqzoteF0av7odzkAALAiYIXbv//974ceeuj/dXj44YePHDki89vb2xcuXCj9Yy1atCi+H6zcCVgqWqki/e9kv8sBAIAVAQs6gQ5Y504bRSotiLa2+F0UAAA6IWBB5/rxIQ2eghZlZo0zSvWPGr/LAQBAJwQs6Fw/PqQL9aDZvMIo1StP+10OAAA6IWBBJ+gBq/6QUaoJxX6XA1lUtz+6fQuDfwMIOAIWdIIesJTJw4yC7d/pdzmQYU2N0fVVsT83g38DCDwCFnRCELDWvmAU7K1Kv8uBTPrifaOeUg5CNVExlcG/AQQcAQs6IQhY+3caBZs8zO9yIDNUclJxSg6/+Q9Fd38evXol9hSDfwMIMAIWdEIQsNTpVuo2jh/2uyjIgGUzY1cDt29JvkD84N8Xm7JbOACwRcCCTggCVvTaOfidtX6XA147d9roH2T0jUaK0jAzlsphG5cRswAEAQELOuEIWFtXG2Vbs8DvcsBr66uMv2zF1NRLHj9sNHg3G7+rmMUVQwC+ImBBJxwB67NtTk/DCJHWltjF36++dPqSuv3XYxatsgD4ioAFndjxcbEpVjEQTOoErIo3416/ywFPfVBt/Flnjkn7hQf30PIdgO8IWNCJHR+n6o3T1aND/C6ODRmUkO5Gc4x0xPDF+25eG9/ynYwFwA8ELOiEI2Apo28M4lCJcG3nx7FDzuyUIV1mxtq4zNOSAYAjBCzohCZgSQff+nvNECJzyz24M/Tgntilbe4rBJB1BCzohCZgyfl411/9Lge8ULffs2Akbd6pxAKQdQQs6IQmYElXWDV/9Lsc8IKkIk/63fAwqwFAOghY0AlNwNq4zCjh+iq/y4E0XWo2mrHHt0Pf9ddYJDp32pu3oBILgB8IWNAJTcDavsUo4ZLpfpcDaZL0M2V49MgB42FrS6w5nYf98lOJBcAPBCzohCZg7d1hlPCZMr/LgXRIZZX83HebkZI3rzCmHx/h/ubBpKjEApB1BCzohCZgHT8c9BLCwqysUqFKmtCZP/t3evxeVGIByDoCFnRix0f9odh1nMC6eiXQg/kgkaWyavsWoxIrc9d5pRJr6+qMrBwAEhCwYNWtM2NWKC7APTzAKOSper/LAQfUn6m0wFpZpXK8CkAZ6nhdBqycW56RlQNAAgIWdMIUsGaOycjVJWTC2heyfVNCU6PxjirV0d0/gKwgYEEnTAFr8TSjkLVv+10OOPDESOOPpY6rbJpxL73RAsgaAhZ0whSw3qqMtZhGwF1q9qcySY6QtS9k9U0B5CsCFnTCFLDeXWcUcuUcv8uBVKR3hpljsv2+chg/PiLb7wsgLxGwoBOmgLXzY6OQ8x/yuxxIZX2V8Zd6qzLb79vaErtR0as+4gHAHgELOmEKWEcOBL0vCQh1IKm/1D9qfHhrlb/VW2/f4sNbA8gzBCzohClgXWyKdQiOILt6JdZBgy99fr6zliGVAGQHAQs6YQpYSlnEKGdTo9/lgL2vvvSzIZR0mTuxnz/vDiCfELCgE7KAJTf/H9zjdzlgb+tqn+9FkA5p6/b7VgAA+YGABZ3Y8bF9i3FOWjbT7+KksmCSb4174JAMWeNjd2Uy7uH6Kt8KACA/ELCgE7KAtWqeUc531vpdDtiTy7g+jmi0f2fsKiFdugPIJAIWdEIWsKQrrFee9rscsCFNoB4e4HMxpEv3mj/6XAwAOY2ABZ2QBSypnFCnTwTTB9XGH2jxNJ+LIQM/Z7+h/dUrRhv/d9ZGNy4zftQETcGA3EXAgk7IAhY9NQSctH96d53PxVBBR5q6Z2dcwkvNRtP++Q/Fujm1/JRFjHZpap+oxUxNjdHjh7NRNgAZQ8CCTsgCljKxn1FUTk7B9OiQoNzBJzczZqfff2nXLz9PjIyuWRCrwVo5x+gX13xK7RwZ/fqL96MTio05q+Zlo3gAMoOABZ3wBSxuJAysc6djFTZBcLEpVp905EBm30gGXlRbrWJT0r5V1W75bJsxMqPELGkfZv5I5AIQQgQs6IQvYK19wSjqltf8LgcSSMun4AwWuWZBxm+JaG2JTh7m6M7Wq1eMSjXp416lMfUfJ3Vsjw7pdOkQQHgQsKATvoAlRa2Y6nc5kEACTXCy7/HD0dE3Gpkmc2M/b14Ra02v8pMT9YeMA/jsCWNavUSqtbhQCIQTAQs64QtYdfv9HIkFGnLxa/fnfpcjjrSO2rjMsxVebDKaq0sTK/UjNVL7d7pcm8pbsgYuFAIhRMCCTuz42PKa8Sn/VqXfxXGgtcUo6ugbndYZIDvU30WyQqAueEkcL4t4M/L0udOdGq3LTxcHluZCIRBaBCzoxI4P9V3c2y/6GSUnuSDcqgbTwT0BrVlMqxJLOrLaviXJbapmulK/zRqsd9Z2NRiZFwp979sCQJoIWNAJZcCqmGqU9rNtfpcDcVTUCGYn+04qsdRTW16zdmT1xEijTtfMUma68rxFl9wcoIIggFAhYEEnlAFLShuKC5r5Y8l044/yQbXf5UhGX4l19Up0bnmnXKUSfNIuQzORrqIB694CgGMErND75z//OXHixF69evXv33/z5s0ys729vaKiIhKJFBUVVVZWqofuVh7KgPXF+0ZpF0zyuxyII70VBPO6rb4SSw7+if2MztXMBVpbjIdm9ZX62fKa0f16hnDVGwghAla41dXVDRw48O23375w4cKxY8eeeOIJmV9dXT1q1KhvO6iJTZs2uVt/KAOWjCj86BC/y4FrzCGMAnvngVRiJfbusftz44YJ9ePvzY8r5zjqTAtAkBCwwk0lqnXrkrR+LS0tra2tlWk1MXbsWHfrD2XAUgJ4w1pKX33pdwkyZufHxp9j1ji/y2Hv+OHYVb/NK67PPHc6NvKS70c+zbCAECJghVvfvn2XLFlSUlLSu3fv3/zmN01NsUsYhYWFjY2xCxYNDQ2RiMsGHGENWE+MNAocosgiHWFsXe13OTJDjp+1L/hdDi1JgaNvjI0Abd4VOLfc/4o3mmEBIUTACrcePXpMnz79bIdp06bNnBnrC7R79+5tbW0yrSbUYpqVdNMylghdwFo2M7hNqpOSNuDqjJ6TZIDIL973uxypyHGucsz+nRm8K9AdmmEBYUPACrfCwsKGhgaZVhmruLjYnJ/XNVjSPeOaBX6Xw7FnymJ3oh3c43dRMkBFFrVpMgJMwEkWzOhdge7QDAsIGwJWuI0bN07lKpk+c+aMGbA8boMlo8iF6MNdLveo1BIWj4+IndRDFAodOn44dhdeKFxqDlzdlaAZFhA2BKxw27x5869//WvzEuFTTz0l8zds2GB3F2Faf/LYwnLFbfsWT8ueSdJmZUKx3+VwTBpTS5l9b/Hjrdq3Q5YMTtUbNaCZ63PBHZphAWFDwAq9pUuXFhcXFxUVzZgxw2zk3t7evnDhwkiHRYsWxfeDlRcBK3rtslTQTpN2JF1JPdbOj/0ujaekedmW1/wuR/jRDAsIFQIWdEIcsGaNM8osd4QF3NkTsYtoci/h4ml+F8g7xw8b9+WVFgTrcltI0QwLCBUCFnRCHLBWzQvN2ejIgVijH0laKo6EqwcvDTlycq9hmS/eXWfszGUz/S4HAEcIWNAJccCSs5H60h98e3dcb5Ivw97V/NHvMnmB6itvffVlbDBEAGFAwIJOiAPWrr+G5kZCtWNVUZdMvz4dimKnRPWVty41xyo4c+w2CCBHEbCgE+KAFaIbCeN77VInURnnJxS9RmlQfZUJMmb2kQN+lwNAagQs6IQ4YCkyutzFJr/Lkcr6qk6j4Mltd6FoPaZB9VUmyKDUn23zuxwAUiNgQSfcAWvGveEYkdCye0PXb34iqq8yJBSjOgLoQMCCTuz4WDwtlN+bpSoo+A3G5z/UqfsrVeBQ3yx29UqsqT7VV577R42xYxdM8rscAFIjYEEndnzISHl7d/hcmnRJt1LB/7pvqWkL+0lUalkm9gtNL68hEq5xh4D8RsCCTrgDVliSyqNDjHKeqo89lF4bZo3zs0iu7f7cuDioftQEMkFaFhJegcAjYAXFgQMHxo4de8stt3SL43ehQh6wzA48A07FEVVO8957lbTUQ5W6Qufc6digiqFuQBZwM8cYe5j8CgReEE7i2RH07RwzZszy5csvXbrkd0E6CXfAUpFFsktri99FsXexySjhfbfp5oSC2tty7p9bTkdNGRSiIQqA/EbACoqCgoIffvjB71JYhTtgRa+NjxvkfoOkVY2lvspSpxUKrzxtlPnhAdw5mFkMmAOEBAErKAYPHlxfX+93KaxCH7Ck36Av3ve7HPbix8kxWVplBZ/c+VhaED24x++i5DoGzAFCgoAVFOvXr588efLp08H69h/6gPVWZac+PANIhT9VwoqpnWaGpQcvocopVW6h6yktjBgwBwgJAlZQdEvG70KFP2DJ0H6Lp2Xp7VxEog+qjRK+8nSnmdKP1K6/elWuDDIbtq+a53dR8gYD5gBhEISTeHbky3Z6K/QBK5vXU9a+YLxX7dvpvSppv+1h6TpfpStp5aaOECpUsoYBc4AwIGBBJ/QBK5t35EnDqXQrcqRt+AfVnWbKlc0tr3lYOu+Z6Ur9pmF7NrkbMEf9L+z8mBwMZA0BKyguX768dOnSoUOHFhQUqN/Lli1rbW31u1DXjo/QtbmOJxewMl34+kPGu0gnBWmpmJqkGX7w+6AnXfnIRQ+65t+LLsqAbCFgBcXcuXMnTpx48ODBlpaWr7/+ury8/LnnnvO7UDkRsKT6LdPtmbaujgWshwek98KktYPSdCzIt+LLRUzSlS/SHTDHTFfqpyxiVGUByDwCVlAUFRWdPHnSfKime/fu7WN5RC4ErOx0zCjN0uXnUnMaL5R9q06Z8VQcdFEZljWqtKNvNG5kO3vC76LkK+cD5sTXNcpRSiUWkBUErKDo06ePJWCpOT6WR+RCwJKOGZdMz+BbqESl0oZUX6nfdfvTeK2cKS2VCgf3GDNn3OttMT0j1VdrFvhdjjzmfMCc+LpGdWRSiQVkCwErKFatWmVeIlS/y8vL1Ry/C5UTAUvCyuMjvFxna4vRXtikptVbqHNeuv2aXr1iLD/6Ruv8IA9HaFZfcXHQRw7rZdXfSP2l1N/LrCKVQ5RKLCDzCFhBkbQfLF86xEry1qEOWCoMSYjxcETCBZM69V+6ck7spJVuv6Z2QUqC188DedBSfRUE0nV+ynrZ9VXWbmzTqsRSx+EH1caBLT9qOsjDegIBQ8CCTi4ELOXxEUb5vRrFRVqgSytjueld9s9XXzo97Zmkm66klwKTXjr0HdVXASE5SV8vq8LQhOIkQwJIJZZl8ICkJEzH/8wal14TQyCPEbCgkyMBSyUeVX6Vfrru7Anj279am5y6PtsW66BBPYxqA1NScm1x/kNJngrmPpdOJai+8p1K9tLsTxN3ZJCAmWOs81VKlviur2o1w7RZgyU9npCxAGcIWEGxevXqBQuun7fU9Ouvv+5jeUSOBCzpQ8GTsVzk4qDKGVJZpc5esnKptWpqjF1/cUjTHUMAO3eVcanVuZnqqyCQASv377RdQG4eTNoiUJK9yk+a7ksSrwWr7xJmxkrrTg4gLxGwgiISiVy4cMF8qKaLiop8LI/IkYC1+/PkX+XTJXloQrERpMzrL7JzzBFypH7Lyf3zyuYVxsLrq5I8lW57+Uy7esUYcSitFmbIKH07d4lQ6uC067pduoNXh6ulixBhdy3YzFjyWnWUelIx7Dm5DYUWY/AVASsoBg4cePToUfPhkSNH1BwfyyNix4dcjAjvp5UnA+aYFwfN0CNN2uXHTFRy/7ymXiHemgXGwltXJ3lK6g+Cc/aSGjt1wg7vYZBj9A3+pMsr/W2GUh37+Igkl/w0tzKo7LVyzvWeSwN1lJqctzMDMoaAFRRVVVVlZWUHDhxoaWlRv9W0muN3oa4dH4G9o8056aHqyAH3a5CxnOM/slXkUt/yLXVjabX3kjqhpNcBkw4C7ReVUKXeggGGg0PTzt3hrYIqV0lOsox66fBWBvVs4j9FEEg/vfKjqXDtyqcB4AABKyja2tpWrFgxbNiwgoKCO+6449VXX71yxf9hWXMnYHX9ips0ebF07SiNvuM/xJ0PI6hOb2pJdRpLWick/aN60m6s66SubtY4v8uBOJp27jKCuJN7EWRYQxX04znviUNllKB12Kb+myYPi8U+TTsziYa0JEMmEbCgkzsBSyqEXA+frD61k57M1MPtWzo1c1EZTi2m8lxK8j3brmVY7dvGs4unuSywh44fjm27V/1cwCtJ27k3NcY6F3XSaFId2HJHodkSK92eOJwP2pMd0q7x8RHGf6VdOzP1lDSgJGAhkwhY0MmdgCXf1JN2iOCE8+7gnXRQJKQTyLcqkz8rt+w9U5ZeOTNBqkOCPPJ03krazl3qUJ1EfCEXtc1a2HQ7kpXGXur/KwhUppQvA2boTNrOTO56mTzMlzIifxCwguLy5ctLly4dOnRoQUGB+r1s2bLW1la/C5VDAevsieu9VbmgzmHq5SpqpGR2HJ+SdMRgd2aSiy9ThqdXTs+lVR2CLEts5371Sqy5oZNhCkX8VUIXHcnK5eOkd8Jm2Rfvx+ql4ndI0nZm8p0hCGVGTiNgBcXcuXPNsQi//vrr8vLy5557zu9C5VDAil7rQEElLRfkW/4H1Y4WljNc0rvfTWYDGrtmyOoM9/OOzuL9lW51CLIpsbpUrlCnNfJm/FVCF+MgST6bW57GSzynvgZIiyv1s2CS9XqlpZ0Z1weRLQSsoCgqKjp58qT5UE337t3bx/KInApYci0jfpBm56TZrMNP5PkPpX4j6fNdfyL0fbe7qA5BNiW2c581Lo1vAib5/qDSlYtxkOSbgPPOdV2wDIn47rpO1/v274wdpaoM27ckebmlnRnXB5EtBKyg6NOnjyVgqTk+lkfkVMCS+4Zc9JNpdqNl12ejhfRupT7BNYFM+n9fOUe3HukZwV2VmydcVIcgy6SduzqQzLHGVc5It68yqeORHxfjIHW9DxS9xCERHx0S69xky2uxrlJUstT8p8S3M+P6ILKFgBUUq1atMi8Rqt/l5eVqjt+Fyq2AJfflubjaJZ1iO++k4FR9rIOr0gLbugTpNsLs/z0paTviY2897qpDkE2S5uN/XNwqa9bxuBvGWy7PJa096rrEIRGlL1+J/jKhkqX+y495lZDrg8giAlZQdNPysVRpj68XWNJs3MWlARddPKgz1so5sU//xdOS1ChIgzB9y3F/hyM0O6uk6/YgU4lh6+rr4eOdtS7/Xi5aX5k8HOszUWLBZJPl2qhKS5rhFE1mgpQBsLk+iKwgYEHHOD5UCPh5wPoSdE3frtyO3OntopPSz7bFPtYtPWXXHzJmPjwgxcvluoa+litDzp2O1Z+57jkM4XKp2bgn0V0427+zUytyD2nualT/RNu3pHEBXf6b5P+R64PICgIWdHItYEmDlXTrhLpy+6H0Jmr5xixfo1N2Iiq9HFnCWRaY6Ur9Dk4HkggsFc5UDFI/nld2dqVezSK+nRnXB5EVBKygWL169YIF1z9H1PTrr7/uY3lErgWspB0z6qnv0F3pLsG8ES++u205bby7LsVrP9tmLJblvkbj05WL5jjIT9Lo0OEY5w656JRLw7xKyPVBZAsBKygikciFCxfMh2q6qKjIx/KIXAtYiR0zpuS6abxJ7u2K76RU7UwnX6MvNsUqBhIHm8sQ0hXckRaHaX11SUkuzXtSfSXki01ABlBHHiBgBcXAgQOPHj1qPjxy5Iia42N5RK4FLOfj2JjkLq2uXKeTFlfq27NcQEmr3yC5j68rY1SnRXqyIF0hXdu3GEdOxVSPVzih2MuL1IkjhwKZRMAKiqqqqrKysgMHDrS0tKjfalrN8btQORewEjtmTEkijrvuSU1yY7k0V5cLfw5HRZSRa50M0eMJudDz1ZdZejvkDIf3bTh09kSs4WPWvloAGUDACoq2trYVK1YMGzasoKDgjjvuePXVV69c8f+bVq4FrOi1du7OG4tIu40ufo2WVu1zy68Pl7Z1taMXyiDTXp239NLtTxWI15V7QSzk4qCH9WGAHwhYuaCxsXHgwIHxf8v29vaKiopIJFJUVFRZWakeultzDgastNq5d7GFu0llF6k5+/m14dKcV6FJf+5Z6G5UbrNyWLUGWLjuzcQiExcHAT8QsHLBs88+u3Llyvi/ZXV19ahRo77toCY2bdrkbs05GLDSaucuY8WoM0fXLZ4Wa3qVbofX0jI3C501dL21GfKZXM7uYpt0Lg4ihxCwQu+bb74ZOnRoS0tL/N+ytLS0trZWptXE2LFj3a3cWKd0gD5luAdlDYK02rmvr/KsW8Jzp43Lgi4uoGStswYaYKErZBDlmWO6tBIZQoqLg8gJBKzQ+8UvfvHnP/852vlvWVhY2NgYq2BvaGiIRFwOdGOsc+8OH3pjypy02rl7ddWjK7LTWQMNsNBF6viU0QxddzcqvfKWRbiJFbmBgBVuf/vb30aPHi1NrOL/lt27d29ra5NpNdGjRw/NSlIMg5hjASuaTjt3af90/HDmy6SVhc4aaICFrutKJaiKZZOHed+ZFuAfAla43XXXXTt3xoICNVhOOWznHpxRrrPQWQMNsNB1XeluVA7yx0dQh4qcQcAKtyQVTh28bIOVewHLYTv3nR8bi80al5UyaWWhswYaYKHrXHc3eqo+duHe28F2AF8RsHJH/N9yw4YNdncRpvUnz82A5bCd+9bVHo/U0RUZ7ayBBljwhOvuRlUmS3cMKyDwCFi5w9IP1sKFCyMdFi1aFN8PFgHLaTt3+dBPt1eFDJHOGjavSL1kU6ORINNqaEwDLHjFRXej8gmj8j1t25FbCFjQyc2AFXXWzl2GPU45JHN2SAZ6YmSKxXZ/HqvrmjXO6V2H5gDPNMBC16V74636tiOXp518eQBChYAFnZwNWNLOXfOZbt5zHpCrZq0tsUF77G5pVOXcuMzozUEtI7+dZCwzXanfdJyNrku3u1FpEPnoEPedOwBBRcCCTs4GLOlxZ/Iw2wX273RUY5RNS6bbhkKVjeaWx6KVillHDjiqx4pPV1ydgSfS6m70YlPsQP1sW4aLBfiAgAUd4/iQT0x1/s4lV68YTXE1VwnfXZfxnhHSpblKqMopYyaqP5aoPxQ7ddmNKk26Qiak1d3oW5VBuVEXyAACFnSM40NuvV420++yeE0+3O0ilEQWFbOCw+4qYVOjcT4bfaN1vgykmPTspfKl1HiRruA5h11+qMNV7jU5uCcrxQKyjYAFnVwOWHJLuYosSb9qy0kiaL3yJL1KuOU1Y+b/TrYufKk5FrwSG1dtXBar8SJdwXPS3WjKeybkO0zufbAA1xCwoJPLAUuZOcbYtNq3rfPTGq8wmxKvEprXOs2Lg/GkmsqygWpJGdww6UuALpLhyfWNCsxq11P1WSoVkHUELOjkeMD6oDr5mUB6Ip0y3I8yaZlXCesPxebIdUC7TlOlJdniadfnnDsda5u1cVnGS4v8JGNM6Zth2VW7AjmEgAWdHA9YF5tiNVWWfhFdj/iRBXKVsCxiJCRVfhkHWiXFpE7Vd+qiXf2WSjuVKQPS/QRykvQzt+uvyZ/VV7sCuYKABZ0cD1jK4mnG1q2c02mmhBi7++/8de608b1fFU9ilvzWVBU8PuL6mUxavahzG02vkFFyB8naF5I/q692BXIFAQs6uR+w6g/FKrH27ojNOX7YaBqiZgY5hdTtvx6z7E5jYn1VrONH6dFRbRc3bSHTpPM8uwilr3YFcgUBCzq5H7Ci1wZ1fnRIrEm7jPoXkDGe9VTM2rwiRUt86TF1Yr9Y9+4BGVoRuc1sLJj4LUXl+5TVrkBOIGBBJy8CltkyadW8cFRfpWtCcayuS20gkB3zH7IGevU/pb63SIWxvtoVyAkELOjkRcCKxl0olKQViuor56Tp1TNlNGxH9ryz1jjqlkw3ppsar0cr9QVGfZgErQMUIAMIWNAxjg8ZvXV9ld9lyTC5UCitlHKp+ira0ePoB9WM5Yysko58J/YzmrRLHapEK7vRyoGcQ8CCjnF8SK/fOd9tknmhMMeqrwC/SF8M8rNgEtEK+YaABZ08CljRjgsZH1Rz8QLwhlybLotwawXyEwELOvkVsAB4SH1j2bra2osvkDcIWNAhYAEA4AIBCzoELAAAXCBgQYeABQCACwQs6BCwAABwgYAFHQIWAAAuELBg1a0zAhYAAOkiYEHHOD5WzTMC1rvr/C4LAAChQcCCjnF8LJtpHbQVAABoEbCgQ8ACAMAFAhZ0CFgAALhAwIIOAQsAABcIWNAhYAEA4AIBCzoELAAAXCBgQYeABQCACwQs6BCwAABwgYAFHQIWAAAuELCgYxwfFVONgPXF+36XBQCA0CBgQcc4Pp4pMwLW3h1+lwUAgNAgYEGHgAUAgAsELOgQsAAAcIGABR0CFgAALhCwoEPAAgDABQIWdAhYAAC4QMCCDgELAAAXCFjQIWABAOACAQs6BCwAAFwgYEHHOD5mjTMC1v6dfpcFAIDQIGBBxzg+Hh1iBKxT9X6XBQCA0CBgQYeABQCACwSscPv000/Hjx9fUFBQUlIya9asc+fOyfz29vaKiopIJFJUVFRZWakeuls/AQsAABcIWOH24IMP1tbWNjc3nz17dvbs2Y888ojMr66uHjVq1Lcd1MSmTZvcrZ+ABQCACwSs3HHx4sVevXrJdGlpqQpeMq0mxo4d626dBCwAAFwgYOWOmpqasrIymS4sLGxsbJTphoaGSCTibp0ELAAAXCBg5Yh9+/bdfvvtdXV18rB79+5tbW0yrSZ69OiheW03LQIWAADpImDlgh07dgwaNGj37t3mHGqwAADwEQEr9LZt29a/f/+9e/fGz6QNFgAAPiJghduaNWsGDRp06NAhy/wNGzbY3UWY1p+cgAUAgAsErHBLbDLV3Nwc7egHa+HChZEOixYtiu8HK+2ANfpGI2BdveJ96QEAyFEELOgYx8fPO34AAIBjBCzoELAAAHCBgAUdAhYAAC4QsKBDwAIAwAUCFnQIWAAAuEDAgg4BCwAAFwhY0CFgAQDgAgELOgQsAABcIGBBh4AFAIALBCzoxALWhGK/CwIAQJgQsKATC1iPDvG7IAAAhAkBCzoELAAAXCBgQYeABQCACwQs6BCwAABwgYAFHQIWAAAuELCgQ8ACAMAFAhZ0CFgAALhAwIIOAQsAABcIWNAhYAEA4AIBCzqxgPX4CL8LAgBAmBCwoBMLWM+U+V0QAADChIAFHQIWAAAuELBg1a0zAhYAAOkiYEGHgAUAgAsELOgQsAAAcIGABR0CFgAALhCwoEPAAgDABQIWdAhYAAC4QMCCDgELAAAXCFjQiQWsueV+FwQAgDAhYEEnFrCWzfS7IAAAhAkBCzoELAAAXCBgQYeABQCACwQs6BCwAABwgYAFHQIWAAAuELCgQ8ACAMAFAhZ0CFgAALhAwIIOAQsAABcIWNAhYAEA4AIBCzoELAAAXCBgQScWsNZX+V0QAADChIAFnVjA2rjM74IAABAmBCzoELAAAHCBgAUdAhYAAC4QsKBDwAIAwAUCFnQIWAAAuEDAyk3t7e0VFRWRSKSoqKiyslI9dLceAhYAAC4QsHJTdXX1qFGjvu2gJjZt2uRuPQQsAABcIGDlptLS0traWplWE2PHjnW3HgIWAAAuELByU2FhYWNjo0w3NDREIhF36yFgAQDgAgErN3Xv3r2trU2m1USPHj00C3fTMgLW9i1ZKTUAADmCgJWbvKzB+keNd+UCACAvELByk5dtsAAAQJry5wSaL9spNmzYYHcXYVp/cv3VQwAAYCcDp/cgypftFO3t7QsXLox0WLRoUXw/WOn+yc3lEycyMTOjK+cdQ7dy3jF0K+cdQ7dy3jHTM3Nevmyn5/gc4R3zanPy4R1zbHPy4R1zbHPy7R1zXr5sp+f4HOEd82pz8uEdc2xz8uEdc2xz8u0dc16+bKfn+BzhHfNqc/LhHXNsc/LhHXNsc/LtHXNevmyn5/LnEPEQO80d9psL7DR32G8usNOQFIeFS/xHucBOc4f95gI7zR32mwvsNCTFYeES/1EusNPcYb+5wE5zh/3mAjsNSXFYuMR/lAvsNHfYby6w09xhv7nATkNSHBYu8R/lAjvNHfabC+w0d9hvLrDTkBSHBQAAgMcIWAAAAB4jYAEAAHiMgAUAAOAxAhYAAIDHCFgAAAAeI2ABAAB4jIAV0+2axKcaGxsHDhxo19NJe3t7RUVFJBIpKiqqrKxUD/Xzc4nrnfbJJ5/cf//9PXv2LCkpefLJJ8+cOSPz82GnRW32W7fOkr6Qg83FTuNgS7pz/vnPf06cOLFXr179+/ffvHlz4gs52FzstDw/2GBBwOok6Wf0s88+u3LlSruP7+rq6lGjRn3bQU1s2rRJPz/3uNhpDzzwwIcfftjU1HTx4sXly5ePHz9e5ufPTosm7DcnfRVysLnYaRxs0YQdVVdXp77/vP322xcuXDh27NgTTzyR+BIONhc7jYMN8QhYnSR+Xn/zzTdDhw5taWmx+2QvLS2tra2VaTUxduxY/fzc42KnxWtubr711ltlOn92WjSdrMDBZnKx0+JxsAkVDtatW6dfkoPNxU6Ll7cHG0wErE4S/09+8Ytf/PnPf058ynxYWFjY2Ngo0w0NDZFIRD8/97jYaaYffvjh1VdffeSRR+Rh/uy0aLKdU1xcrD6RR4wY8eabb169ejVxSQ42FzvNxMFm6tu375IlS0pKSnr37v2b3/ymqakpcUkONhc7zZTPBxtMBKxOLP8nf/vb30aPHi3Xy+2+K3fv3r2trU2m1USPHj3083OPi51mvlDp06fP4cOHZU7+7LSozc65fPnynj171BfcBQsWJD7LweZip5kv5GAzqY2dPn362Q7Tpk2bOXNm4ks42FzsNPOF+XywwUTA6sTyH3XXXXft3Lkz6VMmvue52Gmm77///uWXX77vvvvkYf7stKh25xw7dizptnOwudhpJg42k9p2tckyreJCcXFx4ks42FzsNFM+H2wwEbA60d+jlPTDnZYKLnZaPPVJ1KtXL5nOn50W1WaFEydO9O3bN3E+B5uLnRaPg02MGzdORQSZPnPmTNKswMHmYqfFy9uDDSYCVifO28yaDzds2JD09hC7+bnHxU6bMWPGN99809bWdvz48Xnz5pktFfJnp0UTds60adMOHDjQ2tqq9kx5efn8+fMTl+Rgc7HTONiiCftt8+bNv/71r82rXU899VTikhxsLnYaBxviEbBiUla62GWF9vb2hQsXRjosWrQovreYpPNzieud9t577919990333zzwIEDZ8+eff78eZmfDzstarPfZJ/07Nlz6NChL730UktLS/zyMsHB5mKncbAl/SddunRpcXFxUVGRygRJ22tzsLnYaXl+sMGCgAUAAOAxAhYAAIDHCFgAAAAeI2ABAAB4jIBl+PTTT8ePH19QUFBSUjJr1qxz587J/HSHO7Vbj4Xdy+0GCk2UtF350aNHJ02aJO0o1YR62MXdAgAA3CFgGR588MHa2trm5uazZ8/Onj3bvLc23eFO7dZjYfdyu4FC7VgCVmlp6UsvvdTUYfHixeqh6x0CAAC6goBlpcJNyt7hnPQaF78eCycvjx8o1I4lYKnl1ZvK9Pfff5/y5QAAIEMIWFY1NTVlZWUy3ZXBIuLXY5Hy5ZaBQu1YAtbUqVOXLl363XffNTU1VVVVqYf6lwMAgAwhYHWyb9++22+/va6uTh66Hu7Ush4L/culcVX8QKF2LAHr5MmTgwcPlperiVOnTulfDgAAMoSAdd2OHTsGDRq0e/duc467GqzE9VjapKeswbIMFGrXVbplTnl5+eLFi802WOphetsPAAA8QsCK2bZtW//+/ffu3Rs/00UbrKTrsXDSBit+oFA7loB1yy230AYLAIAgIGAZ1qxZM2jQoEOHDlnmpzvcqd16HK7WbqBQO4l3EVZVVUkN1osvvsiA7QAA+IWAZeiWoLm5OZr+cKd267Gwe7ndQKEpCywz//3vfz/00EP/r8PDDz985MgRD3cRAABwjoAFAADgMQIWAACAxwhYAAAAHiNgAQAAeIyABQAA4DECFgAAgMcIWAAAAB4jYAEAAHiMgAUAAOAxAhYAAIDHCFgAAAAeI2ABAAB4jIAFAADgMQIWAACAxwhYAAAAHiNgAQAAeIyABQAA4DECFgAAgMcIWAAAAB4jYAEAAHiMgAUAAOAxAhYAAIDHCFgAAAAeI2ABAAB4jIAFAADgMQIWAACAxwhYAAAAHiNgAQAAeIyABQAA4DECFgAAgMcIWAAAAB4jYAEAAHiMgAUAAOAxAhYAAIDHCFgAAAAeI2ABAAB47P8D/Gprde6EZIAAAAAASUVORK5CYII=)
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