Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Yi-Hsin_Liu_083016_14a | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | December 13, 2015 |
Start Time | | 2015/12/13 23:15 |
End Time | | 2015/12/14 01:29 |
Key Words | | MMS Event DR event |
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 | | -24.23 |
Dipole Tilt, in Y-Z GSE plane, deg | | 6.86 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 118.70000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Yi-Hsin_Liu_083016_14a |
Minimum Dst Value | | -132 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for THEMIS-C for time period of this run.
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAV2VkIEphbiAwMiAyMTo1MjowOSBFU1QgMjAxOYEscqIAAAGZdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiVEhFTUlTLUMgKHBsb3Qgb2YgdGhjX2Znc19nc20gZnJvbSBjZGF3ZWIuZ3NmYy5uYXNhLmdvdikiLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMTItMDMtMDlUMDA6MDA6MDAuMDAwWiIsICJtYXgiOiIyMDEyLTAzLTA5VDIyOjMwOjAwLjAwMFoiLCAibGVmdCI6MTA0LCAicmlnaHQiOjcyMiwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiJVVEMiIH0sCiAgICAieWF4aXMiOiB7ICJsYWJlbCI6Im5UIiwgIm1pbiI6LTYxLjAsICJtYXgiOjYxLjAsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiblQgR1NNIiB9CiAgfQogXX3Co3stAAAABGdBTUEAAK/INwWK6QAAY+pJREFUeJzsvQl4FFW+/63gf65e7/AmXGa8OIp65/o4c+fx3js8M92dBRLCvsiOsgQEXFBARTEQhYArogKjyCYMgsiOQrC37DvZgCSQEEgICSGQPSQkISEBkvd0ne6T07V1dac6ne76fZ7zJNWnTp296nzr1Fke6AQAAAAAAABk5QFXRwAAAAAAAMDTAIEFAAAAAAAgMyCwAAAAAAAAZAYEFgAAAAAAgMyAwAIAAAAAAJAZEFgAAAAAAAAyAwILAAAAAABAZkBgAQAAAAAAyAwILAAAAAAAAJkBgQUAAAAAACAzILAAAAAAAABkBgQWAAAAAACAzIDAAgAAAAAAkBkQWAAAAAAAADIDAgsAAAAAAEBmQGABAAAAAADIDAgsAAAAAAAAmQGBBQAAAAAAIDMgsAAAAAAAAGQGBBYAAAAAAIDMgMACAAAAAACQGRBYAAAAAAAAMgMCCwAAAAAAQGZAYAEAAAAAAMgMCCwAAAAAAACZAYEFAAAAAAAgMyCwAAAAAAAAZAYEFgAAAAAAgMyAwAIAAAAAAJAZEFgAAAAAAAAyAwILAHqCzz//fPz48eJuHnhA/vsxNTX12Weftelz94OWGFAvoffE1hlxkN3P3pNdsjN27NgvvvjC1bEAPBMPvGEAoLfR3Nw8YMCAwsJCcWfOaMD8/f2PHz9u01n3g5YYUC+h98TWLQRW78ku2bl48eLvfve7lpYWV0cE8EBAYAG9lwf46BRoP4gl7yXY/r//+787OjrIJej4z3/+M+0AHzQ0NISGhqJX9kceecTb23vSpEkxMTFCkUQP6KlTp/bv3/83v/nN3/72t2PHjnHd7Nu3b+LEiVLS200HXPr163fnzh2bXnW/SRYKqHfSe2LrFgKr92SXMxg7duyhQ4dcHQvAAwGBBbgBUtQAVydxHSAB9OuvvxKbEydOIBvuhaNHj37ttdcKCwvb2tqqq6uPHDkSEBDA6ydy89hjj23YsKG0tBS1QOnp6dOmTeM6mzFjxk8//SSeRpGYS3cg/RLZBZZ7fT/qPbF1C4HVe7LLGezZs2fWrFmujgXggXjybQN4DHIJrKNHj/r5+REbjUZz7Ngx7oWPPPJIQ0ODlIjNnj37s88+s+nsmWeeKSoqomPy5Zdf/v73v+/fv/+SJUuQjGNFAGm1d9555zEGdIA7D7h9cjR2XcLbvbd9+/annnrq4YcfRtmSm5uL7e/evRsWFjZo0CAvLy+kI4USyPIQhf7GG2+g1KHIoJSSUGJiYv7617+iIFBAu3btEskxu3xAZ7dt24Yy+Te/+c1f/vKX5ORk1GQ+++yzOC0XL14Ujy36u2nTpieeeOLBBx8UykkHQhHKPVTcixcvxkn76quvSNIKCgqQOkf2/fr1mzJlSk1NDbL84x//mJeXhx3s3bsXHyAbZI8O7t+//+mnnz799NPe3t4LFixobm4mUeWtYI7lMCu7bFYJobrEm0ChMhVyLCUJ3BKsq6sbMGDAzZs3ybXIBuUPtkGvSTg/AUBeQGABboBcAgs1SKhFPHXqFPoZHx+PjpEN98KxY8e++OKLKSkpNkdmoCf4lStXbMYfKbbbt2/TMRkxYsR1BnTw0UcfsSKAGjBkX8YwbNiwNWvWiCfNgUu4WTp58uSSkhLUSH/88cdEhiL5GBgYiNQhaoqWLVsmkkbaw9WrV6M8vMEwatQocmrgwIE///wzavBKS0tfeeUVEd/s8gGdHT9+PIokivznn3/+29/+duLEiahc8E/e3kc6tuh40qRJKCD8UyQn7Q2FN/fWrl2LSx/7T2LyP//zP3FxcajKIXG/dOnSV199FVkiKYZUHTpAjlGIjY2N6Hjr1q1INqGDjRs3Dh8+vLi4GPkfHBz83nvvkajyVrDu5LB4olh5y1uXeBMoFKKQYylJ4C1BJMXWr19Prv3iiy9I5FE80R3K9R8AugkILMANEOmA4e2MEbJHf7///ns8HGr06NE7d+7s5FNmt27dQs/o//3f/0Vv1f/5n//5/vvvC3VoPfTQQ62trTbjj/xhCawLFy7gY9IbQUcABUoc5Obmch1wsfcSbpZWVFTgYxRV0t7813/9F+mBEIf2EEWG9OigWJFTTz755ObNm69du2bTN7t8QGfLy8tJ5IXSIhRbdHz16lU6aKGctDcU3txDHtL+8xYQqoFPPPEEOjh58uRLL72EDpA4+N3vfoc7eJD6x1+6//SnP126dAlfUllZ+dRTT5Go8lYwGntzWDxRLMc2c4YkUChEIcdSksBbgsjloEGD7t6928l0wj399NNIz2E3ILAAJwECC3AD5OrB6mQ+H6A35oMHD6K/5Dua0IUdHR2ofXr55ZfJCgss0SaxB+uZZ565fPkyHRMiy9ABkl+sCCAbcQdc7L1EPEt5YyIO7QO6inxZQ5eTU2fPnp08efK///u/P/vsswaDQcQ3u3yQmBYhS3RMT32QmJNSQuHNPZb/5MLTp08HBQV5e3vjCta3b19k2dTUhGQBOnj++ed1Op2vry86Rjb4ayCSBfSLRJ8+fUhkeJPAioZjOWyzSgjlDG8ChUIUciwlCUIlOHbs2MOHD6ODQ4cOzZ49m/hTWFiINJlIigDAMUBgAW6AjAKrk/k68NBDD5HvBTYvrK+v/+1vf8t7Cj2m161bZyP2zCB3MoCm07qDAR1I78HCg4R4sbcHi+WVUA6jNk/GHiwMUjNIK/zHf/yHiG92+dB9gcUKWkpOSgmFN/foHiwk38mFyP7HH3+sq6u7d+8e+kvsAwMDjxw5olKp0DH6Gx4ePmzYMHzqueeeKykp4U0dbwVjJdOxHLZZJYRyRiiBvCGKOxZPglAJRkZG+vj4dDKDL7Oysog/e/bsmTlzpkiKAMAxQGABboC8AsvmhQEBAahJq6ysbG9vLy4uXrRoEXr35b0WvfuiJmHTpk1lZWXoZTojI4N3FuG+ffsmTJhAhzhq1Cg8RAYdcMdLrVq1igwiQe/xq1evxva/+93v8vPzeWMidIlQqlleCeXw559/jhr4K1eu2DUGC0WGDI4ZPXo0OYWaMdTytbW1oab08ccfF/HNLh/kFVgSc1JKKLy5FxYWRkofBUQuRBXpxIkTqBYh96gWEXv0JvCHP/xh8+bN6Pjbb7994oknvvzyS3zqm2++QT6gckQZcv78efwxsVO4gnVa1zHHclioSgjdgDYTyBuikGMpSRAqQcRf/vKX7777Dp2lYzh+/PgDBw5wiw8AugkILMANsFdgsRC5qpOvYYiNjZ0yZYq3t/fDDz/8zDPPLFmyBL1DC8UNNW/IsZeX129+85u///3vvOtg3b59e8CAAQUFBSQgPMkLBfHmm2/S89TwQWtr61tvvYWnQaED8r1j48aNKCDehAhdIpRqlldCOYwk5ocffogadRRVpCOFMoHlAwr99ddfR5egNH7yySf/7//9P2x/6NCh5557DuXqX//617i4OBHf7PJBXoElMSelhMKbe3juG04aPYtQr9ejpKGUDho0CMkpYp+dnf3QQw9VV1ej46qqKnSck5ODT92/fx+5/NOf/vQv//Ivzz//fHh4OIkMbwXrtK5jjuWwUJWwWZeEEsgbopBjKUkQKkHErl27+vTpExkZSWwuXboEC40CTgIEFgD0BOvWrRs3bhw+FhI9Hsm5c+eQSHWtD4A4HpDDDicB3ZWwVQ7gJBT0oAeAXoISBNayZcsqKiquXr06fPjwd9991yU+AOJ4QA57QBIAD8bzH/QA0Ntwa4HF/QLLm5xvvvnmiSee+P3vf//aa6/RS1RI902iD4DDeEAOe0ASAA/GjR/0AAAAAAAAvRMQWAAAAAAAADIDAgsAAAAAAEBmQGABAAAAAADIjMcKrJycnFGjRj366KOPP/747t27sWVHR8eKFSu8vLy8vb1DQ0Pp/TEAAAAAAADkwjMFVkFBwZNPPrl///6bN2+WlpbOmjUL2+/YsWPw4MHFDOgA75wKAAAAAAAgL54psJCi2rJlC9fex8eHbCaKDvz8/Bzzn3duOQAAAAAANnG8dXcrPDOdjz32WFhY2MCBA/v37z9v3rz6+nps369fv5qaGnxcXV3t5eXlmP/KqR8AAAAAICPKaUA9M519+/YNDg6uYpg5c+b8+fOxfZ8+fdrb2/ExOkDORDwBAQ4AAAAA8qKcBtQz09mvXz+8N2onsz3qgAEDiD30YAEAAACAq1BOA+qZ6fT390e6Ch9XVlYSgSXjGKzuRxIAAAAAnEd2dvarr76KWkBnj6nCeHl5/e1vf+MdAE2jnAbUM9O5e/fuOXPmkE+ECxYswPbbt28XmkVoV5Erp34AAAAAbsqf/vSnDRs2kFHIzgYFFB4e/n//938xMTEizpTTgHpsOtesWYNku7e399y5c0n16ujoCAkJ8WJYuXIlvQ4WCCwAAADAk0BN1d27d3s40MuXLz/99NMiDpTTgColnfKinPoBAAAAuCmuaqrEw1VOA6qUdMqLcuoHAAAA4KaAwHItSkmnvCinfgAAAABuCggs16KUdMqLcuoHAAAA4KaAwHItSkmnvCinfgAAAABuSvebKrIEw4MPPvjYY4/NnDmzrKysm+EqpwFVSjrlRTn1AwAAAHBTZBFY+OD+/fs3btxYvny5v79/N8NVTgOqlHTKi3LqBwAAAOCmiDRVtWfPNuTn2+tDQ0PDI488gg7eeOONH374gdjv3r0b2UgJ1+ZZT0Ip6ZQX5dQPAAAAwE0RaqrK4+K0KhUyNjUW3YNVUVGxcuXKgIAA9LOtrW3o0KFHjhxBx4cPH0bHZJ9fkXClnPUklJJOeVFO/QAAAADcFKGmqkynwwKrJjPTpg803t7eeXl5+FRlZeUzzzwTGhqK/qJjKeFKOetJKCWd8qKc+gEAAAC4KUJNVce9e0hjlcfF2eVDdXX1qlWrgoKCiM2aNWuQgw0bNkgMV8pZT0Ip6ew+LCHv6ugAAAAAgBgyDnLHNDY24jFYiJycnCeeeOL48eN/+MMfLl++LD1c5TSgSkmnvCinfgAAAABuirwCq7a2NiwsTKPRoOPm5ubnn38+MTERHf/6669//etfW1paJIarnAZUKemUF+XUDwAAAMBNkXEdLET//v0nTpxYVFSE7OfNm7dz507ibNOmTQsWLJAYrnIaUKWkU16UUz8AAAAANwVWcnctSkmnvCinfgAAAABuCggs16KUdMqLcuoHAAAA4KaAwHItSkmnvCinfgAAAABuCggs16KUdMqLcuoHAAAA4KaAwHItSkmnvCinfgAAAABuCggs16KUdMqLcuoHAAAA4KaAwHItSkmnvCinfgAAAABuCggs1+LJ6aypqXnyySfpsuzo6FixYoWXl5e3t3doaCj66ZjPyqkfAAAAgJsi40KjDz744GOPPTZz5syysrJuhqucBtST07l48eJ169bRZbljx47BgwcXM6CDXbt2OeazcuoHAAAA4KbIuFXO/fv3b9y4sXz5cn9//26Gq5wG1GPTmZ+f/8c//rG1tZUuSx8fH4PBgI/RgZ+fn2OeK6d+AAAAAG6KSFNVW3u2oSHfXh8aGhrwZs9Dhgw5dOgQsS8tLR04cCA6azNcm2c9CY9N57hx4w4cONBpXZb9+vWrqanBx9XV1V5eXo55rpz6AQAAALgpQk1VeXmcVqtCxqbGonuwKioqVq5cGRAQgH5GRET8+c9/Rpb47CuvvLJ+/Xqb4Uo560l4ZjqjoqJUKhUeYkWXZZ8+fdrb2/ExOujbt6+IJw+I4tT4AwAAAEA3EWqqysp0WGDV1GTa9IHG29s7Ly8Pn/r73/+OezEKCwufeOKJ27dv2wxXyllPwjPT+fzzzycnJ+Nj6MECAAAAFIhQU9XRcQ9prPLyOLt8QI3mqlWrgoKC8M/w8PDnnnvu3r17s2bN2rx5s5RwpZz1JDwznUIdTjAGCwAAAFAIMg5yxzQ2NuIxWJ3MrPznn38+JCTk6aefbmtrkx6uchpQz08nXZbbt28XmkVoV5Erp34AAAAAboq8Aqu2tjYsLEyj0RCbw4cPIwf//Oc/7QpXOQ2o56eTtQ4WktteDCtXrqTXwQKBBQAAAHgSMq6Dhejfv//EiROLiorI2WPHjj377LN37961K1zlNKBKSae8KKd+AAAAAG6Ks5uqF1544eDBg/aGq5wGVCnplBfl1A8AAADATXFeU3X//v3vv//++eefJys1SA9XOQ2oUtIpL8qpHwAAAICb4rymCvn89NNPnz592oFwldOAKiWd8qKc+gEAAAC4Ka5qqkBgYZSSTnlRTv0AAAAA3BQQWK5FKemUF+XUDwAAAMBNAYHlWpSSTnlRTv0AAAAA3BQQWK5FKemUF+XUDwAAAMBNAYHlWpSSTnlRTv0AAAAA3BQZFxp98MEHH3vssZkzZ5aVlXUzXOU0oEpJp7wop34AAAAAboqMW+Xcv3//xo0by5cv9/f372a4ymlAlZLO7sO7ezQAAAAA9E5EmqqztWfzG/Lt9aGhoYFs9izSJoLAwiglnfKinPoBAAAAuClCTVVceZxKq0LGpsaie7AqKipWrlwZEBDAcrNz584JEyZICVfKWU9CKemUF+XUDwAAAMBNEWqqdGU6LLAyazJt+kDj7e2dl5dHO4iOjv7rX//a2NgoJVwpZz0JpaRTXpRTPwAAAAA3RaiputdxD2msuPI4u3yorq5etWpVUFAQsblw4cKzzz579epVieFKOetJKCWd8qKc+gEAAAC4KTIOcsc0NjaSMVhVVVXPPfdcSkqKveEqpwFVSjrlRTn1AwAAAHBT5BVYtbW1YWFhGo0G/0QHe/fudSBc5TSgSkmnvCinfgAAAABuiozrYCH69+8/ceLEoqIi7imYRciLUtIpL8qpHwAAAICbAiu5uxalpFNelFM/AAAAADcFBJZrUUo65UU59QMAPIyOjntVVSk3b+a6OiIA4HRAYLkWpaRTXpRTPwDAw7h0aYdWq0Lm5s3zro4LADgXEFiuxTPTaTQag4KCHn744YEDB77yyiu1tbXYvqOjY8WKFV5eXt7e3qGhoeinY/4rp34AgIcRFzcdC6zi4v2ujgsAOBeXNFU1NTX/9m//JuJAOQ2oZ6Zz5MiRBoOhqampqqpq0aJF48ePx/Y7duwYPHhwMQM62LVrl2P+K6d+AICHYTQGYIGVn7/Z1XEBAOeChM7Fixd7ONBly5ZNnz5dxIFyGlDPT2djY+Ojjz6Kj318fJDwwsfowM/PzzE/lVM/AMDD0Ov9sMBKTp7v6rgAgHOZP39+cHBwU1NTzwRXX1//0UcfDRgwIDdXbIyjchpQz09neHh4YGAgPu7Xr19NTQ0+rq6u9vLycsxP5dQPAPAwEhLMnwh1OnV5eayrowMATgS1d6j5e6CneOihh/z9/bOzs8VjpZwG1MPTmZWV9cwzzxQUFOCfffr0aW9vx8fooG/fviLXitckp0cdAAAnEBs7CQssZIzGIa6ODgAoDuU0oJ6czvj4+EGDBmVkZBAb6MECAIWj0w0hAosZibXF1TECAGWhnAbUY9N5+PDhxx9//MyZM7QljMECAIVDBrlbjI+rYwQAykI5DahnpnPjxo2DBg3izp7Yvn270CxCu4rcqfXjbktLVXJyfV6e84IAAMVy/vx6a4GlcnWMAEBZgMByb7hDpvA0io6OjpCQEC+GlStX0utg9RKB1VhUpNVotCoVMnmbNjkpFABQLK2t1SCwAMCFgMACxHBe/biwaRNWV9jciIlxUkAAoEyysj4EgQUALgQEFiCGk+pH8eHDtLpCJn7GDGcEBACKJS1tCa2udDoYgwUAPQoILEAMJ9WPyDFjWAIrZtIkZwQEAIrl1q0CWmBFRAS5OkYAoCxAYAFiOKl+aNVqlsA698knzggIABRLYeEPtMDS6/1dHSMAUBYgsAAxnFQ/dD4+LIGFJFdNVpYzwgIAZZKSsnA/JbDOng1zdYwAQFmAwALEcFL9iB43ji2wVKrYyZOdERagZMqay0IyQ2JusKdQ1LfV/1j0Y2ZNpkti1TNMMQai+2oxM/rqypWDd++2uDpGAKAsQGABYkivH23329ZmrQ09E1p7p9am45RXXuEKLK1a3b3IAgAbf70/rl4Vtyto+7CsMGTpq/NFSstVcXM2OOEarSo19U2tVpWSstDVMQIAZQECCxBDev3QlenwA33d+XU2HacvXbprouqH8aYrjvup3l6lmv+Vav8ojxJY7e2NPRncvY57X+d+/V76ey333Kaj4saN2IiI4SkpC+7fb3NSEES/L89YTtuPjx6P7aW8D7gpFoGljosz7focFTXG1TECAGUBAgsQQ2L9KGwoJC3ZUONQccc5dTkz/mnuV1i21m/le+YLx+7zEIHV0XEvKellvd6/rEzXY4F+du4znI1jIt2jHb17t0Wv98HDg+rqnDX8zkfvg7Pl55KfafuxkWOx/aErh5wUtAtJSVmo1aqHatUogSN1SGBNY/Z7HubqeAGAsgCBBYiB68fm/M3+Bv+wLMFBspNiJhGB5WNruZ0X418kjl/Y6zP0WNdnQplj7yJu3y7HuiEzc7lt1zIxJW4KyUb6c1h+Q/7h4sO98ENYU9NVeo5bSclhZ4QyOWYyyhC1Vs3q2PM3miX+otTXnBGua0H5edKUalMCh2jVeXkbkc3p0++7Ol4AoCxAYAFsWHvvdFLfWdoEPuWodequsVQ6GzppbdbaLoF1JIAehyV/YlxBeXkcFg3x8dN7LNC5SXNJNpKvtI3tjQFGUw5/ktPrVsG4f79Np/OhNJa5/7KuLvvs2dVnzoTec+hbZ0fHPfqnr94X50l5SzltT/LKX3QL5MrK5DY+bYoi39CQ70D0RLjXcQ+ZkqaSOUlzlqUvu2edECmQtKP8PGJJoNokrUKQTVzcVHkjDACAOCCwADFQ/ahqrRIXWJduXVJr1bROwt9fNudv5vVzftJ8zvh2jxJYZ8+uwaLBaBzeY4FOi5tGsvG9jPewZX59PraZmTAzrTotqTKpx+IjBTz4mt7IpaoqjfyMjBxrr4davf9uk66dQmy66mTUWFqyEPshWo2QbxkZb+MF0LlSLzZ2Ejp16dIOe2PIC4rYgqQFOD7BCcH44OiVo3Z5cuXKfqMxIC/PtK0nitu2LoGlTk9/B9lER0/osF+0AQDgMCCwADFQ/ahoqRAXQP4Gf1okqW0JJo1O4y4CK/J6pI/eZ0TECLtGjl+7Ft5ja2f/UvILPpiROINk4wjjiPq2elP3VYS5g9BP54cPtl/azvKh0Xowfmp16vCI4YtTFzs75hcufMPdKS829gWH984rKtozhEnjbK0Kj5ovvFVI165tl7YRxzZrKcJoDMLRuHkzh3VKp/NF9jExE5B2uX27nPdy6eTezOXeC1NiJp8+HZKa+kZra5UUT5B+QlEyGPw6TQJL/TLl1alTrzO1sefkPgAAnSCwAHFYnwiza7O5boTUEjK8nznGRo8Vct/c0NNTulKqUoYbgkJOh3BPaa9pScSEeuN4KS4+iBtmgyFAtojyQUuEKbFT6JxclrEsJDOEUr3mLsZh1iOdl6QtQXr3x6IfiY2PzjwqfG32WqdGXqfTcAWWyObElZVJ+fnfinw31FrSqNGqLlwwldfx0uN0noyLHkcci8j6lpbqxMTZp0+vSE9fjKNRX3+BdoDUGx3JS5d23L3bVFeX53BWFDUWce+FoXp/7H9u7pfEZXl57HGDX2T0Cx3Mx8Svcr9Kq07Dp5CaZ6pcIM4KP8orozEQe9XaWu1wJAEAQNyptaORAoEFiIHrB93npNay5/qxGga6b+BQMc8ULasBW9amWu4GACm8FmZ9xW0Xt72R+gZ3Tj6JbWx5LOdUVzx1pXbMB4yIGNEDm5PQHYfHio8hqSSidLtKR9dVfCevnbQoEg3KeaQ/0AHtmDTeIrS3NzU3X0cHra1Vdn2BYmkpZM6f/wIpA9oGKVS82kVzcxm2SUwM5vWtubn0GBXz4uIDbffbRhlHsZKfezMXu6ctx0eNp73S6/0suyN3Raaayoq2tno6nrh/CJmkpPnSk0+TWpXKLSmNJXR6eYWdsVN8tKqRWlVhyfHgpGDGmSa7LvvQxW3hZveaW231s6nbUGPKRl/s1blztpdQAQAlsO/yviF63zDj8Lo6dv+0CNHjx6O76oQve7RM7saNedEnWjhr+YLAAsTA9cNP70c/+lHTTrsRac59dD7c+Wsi7luaG2SMPBINWDG8eupV7L8f8wGFNzITrFtZVjzHRI6ROOi4oa1hlFY1TKvaa/9HLiFQHm7K24T+NrQ3JFQkIJvKlko6en46v6lxU6UILLrDhjVyjmsOFB8Qj1hT01WdDusMc3fUvXstUha1unr1F67AiomZhLu1TmpVxy2WWF5kZ68lY+GR5EIuKyriCgt3YMuEhNno7/tUzPcYRwyLGMZN0ciIkZ3MYHCW/VB919oi3IhZun/Mn+oaGi7S9kSH6ajpHai2nK45LbHOzDIM5c1/i7ddo8SWJc/Dp85Up5G7EpfjbIv7kJRXWP6c0JIYeshKKADQHeqo5+frWlV6+rsSL0RXLFxv9TAxWfr4TN9qebVrKqbdg8ACxMD1Y0TkCNYj+820N5F97Z3aIYYh4o30C7Ev0B7G3IjhdaY5qfp4Kc9w4x2XdqCWMrOavaVJSVMJufal+Jd4Iz8qkt2BoeKM0++KgHXPHHoX4V7bKGHt0Hcz3jZrMq1qGRKjej9fnS/dFXS16Srt/tq1EwUFe8X9pNtRFdNpIVFL8Zq309+Ovh7dKap0sQk7G1Z+u5xWCShb3kl/Z17SvLLmsk7zekssIaKOjBzZ1FTCSsKNG7EZGe82Nl5Gx6Wl4XQP0D+0qq8YUZWYGIx+HkK6nOmA+Zz6UEh3JvGaH6WlHXfghUWO5p5CmhVHVSgIZs4jioYmJmaikBuS3iHMoDdfW0uW0OXLNZNM2ghPR30Ru3wtYTY+lV+fx60GS5g+vxGWj7zEHKBiWF2dIiVKAODBDLO+R8Ikvwkj5/SFWy9t5VriB2bO558nBQeDwALEwPUDvd+z9RAz92qo0cp+qEA7sSJrBfbN9NWGT/QMOWFqKsbsZwusrRe3EjcNbV2dW1Pj2b015BTSQERCCbVbey7vQWeDk4Ppr5k+eiuBdazkGPfCKbFTbPZJzEmcw73QV6dpba0rKtqrskgl7FivH0p0Ca9vdW11NvuZHDPG60abboYZhuGyRkp6Q+6GiLIIsl7/2qy1nZax3lwTHz/n7t0mOiHkVG3tWdrlOktYc00Ca5apA8ZiM7yrZ0tQ0BCjlpzwTusR7sSMiBiBTuXnb7EZlojBH0kNhkDW05ZQ31aPciAz870bN6KwTWnpSZHYvm/xOSfnY6MxaJ5l3dT0G8Yh+iGW6qQiBxERI0Zy+sOOGwJJDA2GIeIV2OWcKD2Box3g5CGMgGLhPgEOFh/kOkO3c1bW2rjU15uZ98lOjpbCz5Nf/K1s/I3+EWPHLl1jOgaB5QLcKNNxVGcnzeY++ksaS+ifSAf849QCoXZCZNxVgDFg0a+z0MGkX0wtHJJHqO1vuduSVJlEO/Mz+JU1l+mv6Xk9GRtlmtK/Ntu8whaSAuK6ZIQxgGWjtn6JEbpwadpS8RybEz+d90LUto2ifo5mOlFmU21zc3PJhQvfNjVdo0cydbOzSsTYpdvIyPfpsebUjYoYQcYqCRm9PqCmJrOuLic+fqaQmxGWIDRa1Wqm7yqQCjdYsrKRmBBfrXqOnj/heAg8axCYA8ZoHE7HJ+5i17RNujKg3MMFrbf+/s7OecZ8zYznQ1fNI7eDwFUbOVpz28VtNTVnKIHllLmELD3tMEeLj9KRz+HM3wTspa2tvvsTXZ1BSmWKn85veMTwnt/da5GB5/bhOquuTh3LnJpgmYH702j2VSXHji0J4zztLTrMjdr6btKL0ulGmY6jOiN+Brc6chtsH4f6WvYU7on/cNlnr6kOjvZpb2z01fpi3+ztualprXEgdN4bTCRoX70vcXbHesg8a4Q4bYKERQBvI73j9Ac7I0fdvn1dPMJk8YWeN2rJgiMiYrjI2SUWD4fYkz/YbLQ/2q9b/ww2jb7ytTdFNs0861COFv6AqseK0yuIzTHGGR6sppVWz1H+fM8Mb3egsEqaShISXrSoXnYP1unTKyIiRuKZCo5BEu6wDxjeyHfTT8eYFj8NBf1iounL7L2Oe+Mix3136TuXxKSbJF8L99eqJmtVpaXHOznL8ArRHcWD3qnKy2OkuCRvj/NT5m9KePFXnTohYZbD4YqDCnFD7oY12WvwMA/j93PeFahpNyoSTmS8g5/tsbHT6LN3amvH7WVfFTFqVPAmtuVJjfnAjdr6btKL0ulGmY6jerTE/FrpwxneQcyEmAn2PveRb7HMNMPCH/dsmqM6+cqMols889UlmpBkwf4zZA5d3mvTh6a7TSI9baz70GAwz6LX6cySS+QSf2GBdZJqmE9I/tTlq1XvuLCppaVi/bn1DudYNw0tKWJiJkZGjnRAi3xNZZF4KMFMF+CPlI30z4JUvrE9X3lqIfn5k0wCixUxNbMPINn9EJnlWtUcrTqHmb60WXLk/bSqiQ6VVEJFQkHBdjqGen1gDrO4f1TUWGLZ0sLTz3G9+frClIWhZ0Lb2xuQm6NadU2NeUBhYuIcnc4nMnK0tZ7mWfvt8uW9paXhIs+Z1rZ6obeaeQnzHH58OYZ4ZqKnRN7NPNaX39Cs0CVpS3o4nkLk5m4wGAIuXtzSSaVlMTNbgrlVzYNikdi6cSOmsbHI6lpqSTauz1l1WR+c+UBoP49O0/fuXz5gXmPSsgX3VcNcvXqclbHjmfrjpLVwf7QMz3g15RX0M37mTPQiv3aJVQTCS8PROw9+EI1jxmzQ82auNl49++GH6l/Z9WH/WLXmBNvy0HDzgRu19d2kF6XzAWHkCqKjo2PFihVeXl7e3t6hoaHop8NRxQcf53w8I24Gvao7y6C7LkBYfvGaAOaOQi/Q3+Z/i36Oihw1mm/0sYiR2MTWt9WjlmAU36mRpq4y+5ornCGsNnWPwVf8KiGBtZzyxGZK/awFGWPUW432ZZqI2W+PYzoaDQ2FnQ59X9tgqyixsw8sP/2Yn4t0Gj8+x0gf+0qO/xuMV98lzSM2Mx2SU/sY5bfQ8jNIcgSmxU5GmfalrRxQSXYgZN4//X5NTSY35nV1pzk2Z5inx70ARu5szg6jtxnFhpmCoPbX+whlSG7uF/geyckhcz9N44hPMPeOeWN4vWlNlpa7Lfn5G8RrPjbkiYSUjfG6Ucqzi156d3bS7KioMUh23LxpXq6sotW8fjKZC4aR8opFzNtpb7Nsmrr3qfTmzVzUxrdLmEzDBZUamcyLTUjmu6zoHdWqZpn2dXip9k7t+fPr8AMEvaehy0+Xx0w3BrFk7qTI0WlpS/eeW6+2GuonOBf1E0un1AhrfUZSRBYy4O24RfG5fdvxnlQRJhqHk1CWZSyLnD5O+5FK+65qKhX6+IiRJdQcrOjocXTcFiYvzAoL48Z53AGeirH6XfMBCCwX0AOZvmPHjsGDBxczoINdu3Y55g83qnVtddz6hG5XdHsP0dsnsCyjmNXLE01jvPz1/j5aHh9m812LGuZ3GbWhsRWKmnlf51Uwm4SHPIsYjU7DPMusGpUFtq76gooPbY8E1oaYsajt2Sp87TzRBv4w5VK6vFDxxUdKU0c7JgbXjcjIUVIUCSq1b5AkZY5P2IrbTsaZj7QodTLCl7YJZZp23kpymPH5UFIwbfk2YxkfP4OOMFLnRUV7y8oiOq2FdXNzWWtrFYnbCGmR7CosZo5hgEMlZZdJqUphLY5K1DnXEkXJT9pXyxeYao+S/y2fJ/hgtXW0x0vwdgpzoZTEojsx0BiYkPIyCXe4YbjNq3jNVIeu4jUSH6137zbdvHlBp/PXWuaKskx09Avnzn1aU5NBySYfnW5IZOTwrKzVqalv4M4e9LetrYF+Iv1gGbonWpfML5Y276wdfJY+zPNqKvLEokenxE0uayikSy3IMPT1ZNPKcAkJL+GIkdvQV+c7jM/b/cw02Bs34kTyLS1tcVzctPPnN+h0fjqdLxJkxU3FPjofFJNrzdeMVD96QoJ57i26T1+kqw0K5eAQs7PFVjVtIjVBZLR1JZyTNAcl18fSg0VO+XD6tEyW4eYDEFguoAcy3cfHx2Aw4GN04OfHXv9JIrxRHWa0WmEIzyiMjZ1M3b0q0sGwS/jWXWO5E46gB7Ex8N3MZbzONjNuZlA29NjndcL+I/OOVrWbcrzMcoMFMhcaDKbPGbwXjtOq3rIcc58FqVkrWYrBrsZVK0EX0uZnW5KFaFC16dnH0zrix8EoPklK3PtKbtiwQa1CRsbSzMwQMsD59u1KVA30VN+GxhI63Zy/YfHhELVlnojh7XrkGvRi2sm06wvM6erKn+Ecx6Mtp1JSFqp0VqdaW6vb25tYOVxbexansbT0V2yTwQQnVH+kGJQ5FbcK6Ayf56hX4iaCIw1FTGVlvERvrSbhUrUCefJLN2JL7inp2fgPZlEPhwUorwk7Z9VdIX1IaHPzjdzcDfHxL+KEfGDJq31a1dWrx8rKtDqd+X1vgfXM6094+qfNWcGrwJA5qFV9ySy5d5jxX2vnLdwzRs0sa7dEgsv3LA3HR3zrmxwtPjpFqz7JvFqPZW6Wl/m8fZGpjX5Mdx165sxPmc8qOz9mRKMP0wRoP5T6KEaiEP0njklHNZ3b3JwHgeUCeiDT+/XrV1NTg4+rq6u9vLwc84dEtaBgB3qRio2d2MlM9CP1adGp1y8wG4mglwlSqw4wDZiKqcdaqrahN06Npa4vsH5SsJ7IYy0Hcyk3pPqynjIid4VoW2Lu6Ga1arSa+d7ydr422WqDalrhvWDr4cIbK94XuK7nkd6f/mmzUXyDcsy7WMZI62f0dmachA/zYYtIYTwS/2XhiLHMSq0qR2ARZLw3S3hE1/JpG0wbzuQ3NFwsL48iS3Ws0/u+JDk4ITPcekdt3vw5xrnqRPan+JTB4L+lYAt9iuVPxOfDr1zZTwdx714L/qqCEYnbtdvXxCM/jHr0+zmtdXx177j6G6WxsVOE6k9U1BhyLDQYTrqxtyePGG5Vd6FWuHhxA3pEHNGqv9UNO3duPXqLQOX+wem3NDr1aI7j6VQ5TjL9NEslmx3bQvkwhC/tr9vKnIW2noduZKyFi4NL1diU6QeWqFbwdUHxxoeO0kI+N9wXORBYnkmfPn3a29vxMTro27eviGORMWG4ftD9z5mZ79y/33Y4d8OcyOHrmYGTsbGTtKbPcL5E3R+wjMb1Yd5dllrsf4yducXykf4T64cF66HM9yanNhqH8b7JjaUu/Ig6niHQnBiNI6qqkknykc+HmU4gkTHOhYXff5q+mPissTTb3GeczY907zLXigiLK41XOpnBCoGGwOkRw5lluE19P2mWFSLKyvSnT79PR48MxgykBNNwyp73IyP+PPG15fFBuvretO85qM6qyeKtVweuHCDO6PVmyQJOC5Jf9tfZGLsmZH648sMw47BXT73KCpSk7sKFjfQnMNYDETWWpF6hY7oc8fjlM9oV2v0qbbAqcuTITmHWnV/Hmyd+er8dF3d0MmOG4ot+kvKW7NTW8fuwl9ra6rOz17CG6Rw0txzqWU4LWro5wqmi0vuxhAxXMtLLhvFmuA/fzcJrkNJ61XLs8txjpa47xq7+dbc2732o0nIWWZBijuzhsfyEYwMCy2Xk5ub6+fk98sgjzhjkLm8PVm0tezAsryFN+1Fm7IvGNFWK7WaLxc16a3tWvaRPVVenkQURaHuDYeiFC/9ISJhFnqG4w+yEVrM6e7X+mp53P5aKimRuMnmTk5HxPmmNUlMX0wlUMZ1bvDfeElvPuJqaU1rRDnPppVNRkUJiO4f5rLmPOcD+7GPap+WMYDrOl0BrYzUc51WLJz6M9p3PFKjQSgrInKk5w+3N2nlpJ+0GTz6amTSTtlT/avVuKvFV1UcruEI6ScLNm+cZPWH+yRrixi10cio4OXioYag+wfxx2xgYKFIEEotPrw/4RatayxSHUKLmM9GQ3kBOF7Afo1X9aj3dxPeE6pcZY0lk7t5tunr1xAlbA+BYZnLMxGXpy3yYHhrpV/noffLr81GgZHgla22zYK36w9hx6dWn8J5ajPBljwwbx7whqJm75oAli4SWNcY69S1mbQJ0UF5uWtD12rUInPZbty5zK/9XFj+Nl7dzz0o0vLMuXG7Ulle+t1GOGf2F3PhZDtTM3KOWlhunq5K4LodZMgq7XKVVfce8Zzow9LOXmJD3VVpf0ydmey/Ujuez5NiAwHIZGo3m448/vn37tjM8l3cM1sWL30l5xODP0n6Wn8cEnK1k2u9DwgLLj7K/yHQDEO7ebSkq+om1ANXt29ejosYnnn6fG39W0GkCU6m5kczMNO1OlZg4m7b8zvqpxHvjnbD1/mcJUXDRLHvLiNUgHWdGFm8hNq+qtF+otL+wE0h2pMYGT+FmtTpvc4Z/fSCaNH9d1yaV5DsyMT46H+76+PS05x2XdkSXR/sb/EdEjBgWybOTIDF4UBEvZFOd1tYaskW01vobNN6SUkhgdT0uLYcimc+6BAlNIZdMp6NaZNUr3IOI2yoNczAV3VMCK82qOaOPX7OsnTuPWTVjKLUXuOpX1ZHRVk+ASbHsuYFc82pi1/D/4Trzd1ikFHnzitdcqr9IB4o3Y8jJ+YTO9qama9y8iojgX/KDma3SVdu5+yN9xNjHxU1DzmJiJvMWRH7+TspPDXqYNDWVkbPoEeGwxhLJih+Lf+QvR51pwb+zNWfzbuZJzFVOTRCsUauYWJ1gJpTodqrbGxpGR47WaDU/5W40GoehO8WYteoOs+QV3pIBpb2yMpEslDAjoWsaZnnjFfTstU6vupN6+Jw9+6FOh97o1HV1OfRG419aR2lrV7RNg3cnySHONEwaUXPzsf0deOb/zNQKey/kFAQIrN7Eww8/3Nzc7CTPt2/fLjSL0K4ix465rS+vwXWU78Nc1+V7LTXvDcrBIetKSb4UZGS808180OvNe7mgt3aRxabLy40kMklJs4l9QgJ7CXLbN571z2lx0/CBr8EXPUyz67KJ54W3CrmXOzDNu7b2tNE4nB5GY2XwGg5Hu2wqKmLz87d1Co96Rg9fkVIW78DA3VRcdYUNUmAsm6AjaubZpE6sTMTJwT7sFVm3TCemePC+OqjccTtBx3w/M2BuSszkWkags9LFfTSTQ1YQa7PXjokck1qd2kkJLJQ07o6ZXO7da+FtUYIs0ZjM/Jxj6XSMjZ0yM2Embz6wBNbaaPMi+6NNA9VTjm9ZMIE6O/O7rqn1vHN1uaaTWnGXXvZJKzD1DBUc3STPSZojlAlGY5dIEnKDdA89WyIu7kVyKiPjbWKflbWGxA2VeFlZpM0iwC6brLcEpUlPX4o9T09/Cz000F+dzjw91mDwSUl5ua2tjji+fbs8NfUNfHasQE7euH2D9r+qterEtRMi0dt6cWtiVaL+ur7TokoR4yPGs7wdqht6qupUJ/O2xisskCQqOPxP7UiV9iWTRdTEiVIyhwbdKRsvbMyrN69tcfbsakvOd623XF+fT+/vXp2evuOAKSvma1W3buWjCh+u0xxgPtm3tdXj0ZnY3G9r045RaU+qPuVUpKSqJNN3dq1P+c286OQ5P5nmAvuUMYnF5NzMCU4OHmIc8iJnBsClS9sa2htsVu/159cfI1MGmc5+iVOVVfgjsor9xPgMWf5qZakBgeVCnnrqqZKSEid53tHRERIS4sWwcuVKeh0sewVWU9MViS9wx5jFtaMT5hIb1M7l5HxRWPgDsVlrqXyTqAu/oZ8aen9iXyPcHyAd9AS8L7wyHiE392v03lxXd562NBpHsNLIvdmWnTHNJsPHI40jr183kFNqpmX6qeinhIoE3kBDs0LRa9yxq8cWJC9A8mtnwU6Hk3nlykH+csEC7yPzTx01PUdoVYXq6nSRUra5VhZK8hun3pD4qBoRYZ5XTxbIIaw8s3JG/IyZ8Vby4vjV4+L50NhYhIqypsasdUi0k5ODIyKCSku7GjabAmvrdNOKzFprgUWWgvPX++uu6YjjjXkbJZbU+pzPufnwqUUBn9BpNlFtRlra252mTQJ4einWW6aSqJhO3/1bzVMKlutMa7VrNaqF4V2OA4+YBdaqM6uEyuLFxBdfiH7B1DDoNaiJEor/9esRvM05PtvU3oTEQdGtIqHLMaitrWcmx4jT2lpVWcnzTR9RVZUh1/483YfUohPMDYKFY11rnc0LZeRk6UmyuJfKspMj8ym4q5Tuttheor29sTFt8eKGi129j83XeHoZeTFpJhWj57aotO/wqOeUlNdJXkWNNG9McNyPpyJJ5+rV4/SNjJ/2U+OmEjFElJNPuMo3XBV0QH2lyTTOtWsNxHDThfQKduPpke/Wo+DfQU9RH5OXc6ztTaGftBoEPBsElgvZtm3b5MmTKyoqbDt1Hah+UMOBsVFbDH8DfPbsB+SY7L+RnDwL22y0NBX0jBi6G5keouHatHeaPhEG2xRYxHF5s3khbNL8rPuZPQTbebTdbuAvERLTr1Xan1TNt0rJJZmZbxFnERHDoqNfwAqsKjlZXEmT0T+zEmZxF/cXWe5fyKC3VaHlob+98C1xhj/t2UVJyeHo6LHFfDu56q2XyuQdQ+N/XHUkUPVN9tfpNekohkN0Q+izE2MnkmOR5a1ZxFfwrIPwYYjp6YyikZf9NYmSTqduY0Ymqa0XkhjJvKjgiSA7taoVuNN3tfpiXbah4HscCnL49oauSzQnzRWVN//tzVWuwBJZfFIJXLhgtUd4ZWW6S6JRe6eWaII03R5kUxEfzyorJA6ar5sfy+Xx8R332CunE5cJs2bFzzAvjxMRFFR86FB5jI09cPQBVsu6NRQUsBzcuVOHsyghYQ7t8s2PzEcrTq9wIOHNzTewt0lJwdyz6Cb66mXVCct0Gp1Gg+2TX7bMmV5oupZet/2nzV3H+xarfC1aCj0lIiNG6hmBxZr5borAFqs24gQILBfi1JXc5QJHiTw46i2DKkpKDgm1vpcv79XrTd8EU1OtBjzl5HwaGzsluTwOV76F1CX09+9tWtufD3qM5uZrrNTttb6pNDoN9ypy9tU97H3fnMfNc+e0x3mKA79sEVOZmkouiYqiNznRtNXVNTEvdqlvvmntiYY1YMtgGIb0RBmzw3x1a7W9corX3BPYIqPlXgtxc/yaje4ru6ioiGcGbJnrm9CsBSImhhiGCEXeLnlR31av4cwMNz/98d/p5nxOiDN9ra5KSVkW8SrteDrffRe7tmueZlt9vXaEastJqyBKm0pPXjtJxxkfvJ3+tr1ZN9Vy7eqs1UONQzVazc8lP9vriYeB3kxwQZSUHHFVHFC540GNU3eoLvzjH8jmml7PW2fzN2/W4ieD2qrqXvpe6D6wGNLrY31hY0lJ1LhxLMc1Z3g+Qdy/34ZfvHXWm2igN5mTr7/kpJyhAzIMHWpO7HffEUujIfAkM+p0ElJX/1RpX+zaPMOULo25exL9zc7+yDCEmfBj/ZQwlf5w0981zFV4tngvbNOdhFLSKS+4fly48B1qh9A7B7GvqUkTElhIRYl4GH0jGtfIqZb+MNTIEQkwVNflT3b2x05Pni0uXfqelTqDIYh+hOwp3MO9KuC4uQvn1WOCk91kp+78ee1YTnH8yn4+xk2bRi5JT1/GcmkcNgzZ523cqJ1nehvTz/ctLj5861YBM1q8S/gWFe2jg56eMF3oeWxaa9sQKEVgiSRtVJRp3SzkjzPyDT0uSbreSpwtsmO3iPHT29e1Nm6/1eX+Wo6X75h6HG/dLLxuNGKb435dUu9DVimHmxwbAgLKdDrsf2tVldZPdcB6i7QJ0Va7hXZnQ9+OjnuZxQcqWyod9gFwBvfb2j59XfXyV6pdE1XnPvsM2USOsr1Mb9qiRRWJifbvGWYyOpXq9o0bRfv28Z69tHWrSGy57o0BAc7IltwvrYba6/275uJ02Ws0pmcgfhIy7zlbtqleO6k+V3oSu2RmTpgcVFentjc0mC6h7q8R5HNBuNW9CQILEIPUD+4wpvLyuOjosewWXas6dWqRiIcFtwpwjcSfCI3GgLIyPVl1cyrlz82b/ItY9iT19RdYqTMaA9edW8e8sqiLm4p5ryJDuX21PP1bTuLy7t3c21v7A/PgEBBY1VWpVo4ZB8g+87338HHi7K7x/uQFnXlHP8aNAO8D+JPsTzJrMtmqS6sZEzVGusByKigtVLpMfQ/+ev7Z7CJmWeYy6SEevHKQdfkQrsBiDGovz6xcSX5+yowmGctdJe4nS2vnYxb0LRUVJpsgwQgr/Iuep3L7+nVSyAXbtyMbva8rl1CImSL2ss17iTOyJXai1SbpUWO7liyxCl3DjB6jFuZLWbCAuGxtrTt9ekVR0Y9dF35lGo+lYu5K86BJJFLHdN2Yer0GBBYghnj9uHLlAFdgGXRDxf3cVbBrgWUoaHT0mKSkl4MtNfptyh9Z0+Eg3AH+Op2vzasCLCN1hoT3XA9WzenTpjAnqrQ7qQjPVxUfspqjGf9SVyd80xUqdT93PeBSFppX5Yyg1tg0GkeKF81rqa+xW3GduRVn2S/PXD4+xmpKlJ/OwWVEuk9bWz2lnk2LEaw6KzgMXMjssF5MRJxv8r5hXa7hdDRi03HvXik9SPko+14zm6+7Lrl53jRLI/drvHysYISF3g0At6YiIYEUcjQzZ9CF6kpcMFWmpfG6tznMywFSX3uNDkLn2/UMjxrB3nfAJEktnXkifprds9528IU7zD/b2upAYAFi2KwfZWX6q1d/jomZ3FXJTtrWRsRxauqbGRnLyPSNF7sqa694w+bOp9PpbEdszgHzVjB+4T2Uiju1tV0PEXSTHzd/OdJZxkmQTimtpqtTLWE2tcrXP8zPl7tNTZd/+AEfpy1eTBzTmSAUDSvNpPcjS05YqS6tOr8hf27SXNpyicD6ZD0DSdfZsyHoZ3lLeZf0Cbd++gqY89aTT8Wpaq3y+dXqQ6SQwGqtq7tymNrL20+l/RjJLOv5JSet3rlRE4uCSHvTtBr//pH8sYXuK0+lJjPTSklQX/1qs7Iai4uFhmRxTfK8eVHjx1cmJhokfGS0unDhwojAQKtoaKw68puuXq1MThaKp5AyQy8bqFZnhYWRLvlbly9LzJbLe/ZYSaihQxPnzMGPytaaGla46AEoxU+z+91006BKX7wY2xstGg4EFiCG9PpRV35We4LpwTpouzdC+7OpkdD9apokdf9+G1kifGYvE1h37tSyBJZe72/zKoPuO5yciQdtdObJxZkPulYAjQgK0k5Xa9eZFmgg34zSLHc+/eTSqqikvWBp1Kuqin40r+CYQHV3kTFYRmOAUDToBxVtPyOOWR7JMhXux6Ifu6Y7McZXQr+g8yCZcPGiechITl3O9rPfrPl89ML1kloVe0PckvYlffmQX2yFQLVAEdutF9fYZ+USTxA7ExKCjt8N5ffuzdQ3Zc5BoHdA+p5F9IrBr2u+rN7Xl0yCSZw1K2ps10peFzZvtvJ5wQLj0KGFu3cjlUbbF+3tmvZDBo938vWcRYwZIxS3NjykiVPnkT8Xvv22PDoaqSveIWISs6Vg+3ahoNOXLXPAQ1MC8bdXX3pMi2m1MKRxq9LSiDMQWIAY0uvHuc8+Mw8S/MXGwKPmsjJtkEq7RBU5eQS2mXfSPClpq6WyCq3C3MM0NRWzBNb58+tsXjXaYF6RaMruHtINp99/n/fxETVmDHbQUFBA21/YtKkTPwR/sYzrtJxqvHwZvWLGv/RS5OjRlQldy3eRMViXLn0nFA16UWnWqeLG4qMlR1VM98n129cv3bpERzTQ1mdlp0K0I14TAdOQn49e4l/73BzD4JOTceSzarOWZCyhI29vh1BpePhxP9Xbq1TL/6mawqxMuHSNFBVnNgnrrJcOsV4h/GxYGAriyoED6Hj5Cn4v6qlkAp5B7dmzncIfBOlh3Z3MWPjkV19tLi3l+nOWGfNHSyWb3C4vr6YkBUb6kHn8kDn99tvSbwFiivfv54uRGXN/klqd8/HHQj7cys+viIsz/9TYMWS2ra7OfNWbppWZL178htcZCCxADOn14+yqVaZxPKaB1TbaG9JBYhhiXsUg/LD/J6YFGrqajXpm/zKXk5/ftbxNdvYn1dXs5wgvPpb99YKO9NAg97Nr1vA+Ps6EhhI3rFNmm6Eq7TKVdkSXffz06Tq1Wu/np9NoUEmRy8+f/wIPQRNZtXVy7GTsi0ZgdH9Va1Vje2MnswUyvXzf3rRvZcsL+6msTImLm0avQYo4v349itr8L80x3KZdVXunFkf+x8tWokb6EqOY9HfeIVfjTBjK3kBI1PiqdBtV0VEvmGvmBquzOZ98goK4evw4Oj42VLU0TDXrm67TE2InoCKQMesA19Jx755OY3trZpdETD9EZPNSi6HWejAvUmqvUavRhdwISLyWxLbm9Gl704jCPU09YHkBgQWIYYfAWrHCtGh4qEo3Xn3dYMj94ovWKv5Huc7SR22w7JCYm9y1uGJs7MSKikR5Yt9tSkt/NY/cNwTevl0u8Sq/cPMIm6m7ekhgnUGZz3l86FSqm+fOETesB/EpZpgONlFjxvC/cVovddPUVCK+Jv646HHkYptxnvN917JSey7vcTTpNsBfPBvy7dbrpcePI5Xpd8KslVdGdQ1HI/MiUXqFlu8S4Sw1MdDvF0b37La7XUnft9h8y1hvKZT+1lsoiPq8PNqSHB0oOmBvbIHeRple3zWkUoKpSkpybYSFImYcNYrXvcF6CJd003TVtP3RqVdfleL4EvX26DxAYAFsHFv7NOdT1o5SqugJE3h3ZojEOySo1Vd/Ni9OeOty1xb3vWf7i05mcYrU1DcSEmY1NtrY+oMm8JA5C0YeUN+prbV9QbdJmj2b9yFy7vPPaWf0KT31FKtISNAJPIbsisbStKX4MrxNhzjz/9nVb5Z0cLNN946Bl6I2BgSwXnNvl5enL12aFRbGXckac5oZxkRiuGvra1aRT3p5qGFo+LVwB6JEa9ndU30/WhF4KMgsZ6W3JTFbx/MKLDxDirUu0aifmH+/Cq7mCriWlOBg9Nqp9/dPmMOzgaNpiTt7dEZ9fr5h6FB8nLl8ec8nh0uSZc30G9HRN/PyqjIzxTftMVrWLE2cMePsW29pNZpza9eWHDqENBk6vtfS4pgCc+CZ1k1AYAFiSK8fButNEsjjvq2ePeCDdKVcOWB+n44e07VRsZyxdxFTd5jTP3W7Km+jfd+PHMMQFMTzKFGrq6l12zuFXyUrT51KXrCA99T59eulRyOxIhFfFlceZ9MxvaSn7hXZVnBmPbhJQtqtJweZpiMx9sUHeXbRQSSe2PHC7q4hZe/t6lrRBwWBhwaf37DBgRiKCSnpGutjy1zCI9Z3HDOOpISee8iYbdNMS5U6EFvA2QgVsdA7j5hjtbouN9fVCeoJ8r74QsrNUhUb6ypphQGBBYghvX4IVffLe/fSztobG8kpMvTSJM6YFTL1WlfOJpOLb2eaegt8Tqq+n6Q69dprti/oNjGTJvFmfpF1N/jpkBDep3ZDfr7QSyGZhyiFex33kLRCRkpPCT0i/oSvKm2JDCs14Cnceh+f/G9Ng7pMO8ZYEnLPWnjFv/gitj+9gn/vs9GRo+mMiNFuI6eu7DdveI3q7XWjkXcIiAgRw4cTj0k0zOpKusBaaxmwGM4+hYIoPXnSylvLgd0ZCjgZrYQRVOLGQC1WpzQq4uLQG4WR9/VSpcpiJnyQ2y3x5Zd7PoYgsAAx7BBYAvf/Ncv2HZhSZvitWWBZxmCZFhGYodJ+orr0q9jWCu6ClhlfjHeXS6AWQ3ceV6lcpU3hDz+wXJ5bt44toSztbtLcuVwfSBnJDh2MLAGdQy+1VMyR7jHN7rb8ZH2rNVhG4MZPn87r28iIkXQM6S+J9EsCMnjTN+nEWtQwSnLuxo3En5T5883L80gxc61WiI2bNo2cQlHNo/YGiR492lzQTitKwAF0w4ZJLWtaK2s0Vw8eLDMYbpeVuToFvQjTAHnq5QTPku4NgMACxJBYP/C0cF7DGl+ctmQJ/bzAlsmW5VvS33lH/jT0LDdiYk5qVB++owp53/RRBr1d9UCguV99xc35vK+/ljK/pvjwYWzf3tTEW4JOivOwI11hHAm0b440L6z1mlkCq0yrpR2TLUSSBN5r6Q42lfWX62rOItS4w0wipNMCvXyfpmYnVCcntzc0WM1FUKvrL17kv7NGWwTWHtPPu5YOSNzjqPf3Jz4kWMbnOU8rAxJBFTJx5kwh8XRNq+Xa61Sq2jNnxEcsAZiE6dNRNmZbDzx1LSCwADEk1g/epXixuXrCavY7vXML+USYYHnoCHUnuBFx06d/M8ucwrClqghm+2Rnk/DSS6xsv/AN/7osncxTvusrlfVnIzI2ljYOTGCWwraZPiSMX/xlUHKs2UNNV6/eqa0lP1lfS3M3bMDJv1VQwOsbLbBG/uxfk5GR/vbbyH30hAnJ8+ezsihp7lzp8eyq/76+9JLWNyybhNScOUOr20K8yyTXbFFpj6lM23KrVPSOOuzp7pZ7s2e0PsCLyBOSFDSN0NwLwL0AgQWIwaofGZZ1byuSk2l7g8iWotZNeBm1V0PM+PHYkmyhdeXQIWenyNmkvfHGnnEqzUlTepDSMvaIwIrg7KiF1ID4JbVZWRnvvIP+suzx+k+0iXnhhe7HkNtgpL/1Fl6kAJnjflZtDHLswCs7K9r3WlrorqYyo5F2nBgcjCsnXvqcy+rYZcSvFe+LNY3IoPyXHk+Un+QF4yoljIgD8r1Db1koLor5zMczfo6ZJ4DSUrBrF+0Pr8DS+3rCAEe3o956jV+W0XW74xbozYDAAsTA9eNmbm7JsWOsxXXoJjPDesMB7ssZcVx79iyxJzuxEEtZ2nLXUvLzzyghh4JMO8GZn6GUxExgBjXnfvmlLGHlW7phuHmeumiRY34W7NzJ8tOuce68XNi0CYkD3ZAhtwoLieWZ0NChx8xhmD4RqlSZIaatANvq66PGjjUOHXrTnvlQSCexcqC1uppM99NqNKwxWHHTp2NnLeX8y5tlvvce8WvzSzYEliEwUHpUyXipqHHjmoqLuQILgSJ/ed8+liqNnTiRlk143m7Op592kq2+Le8zOmqNR1PmM+8/TtL6SA62W291cvXoUWcE5I6kzpolUm2gm8rjAYEFiIHqBz0Vi/VmTJxFStgQNH7aNPQgbiopITYNly7hy+kNrdz9odN05UrUmDHcDElZsCBuyhTy854cgypEcruJbx8MKcQxC0fRJnL0aLt8QEkzBgbq/fxuXrjAG8/rkZHIMnrChG9nqSbuUq20KBm8htMNy8zqRL41gYRI4LRkt8vLkajCQ5pQibQ3NtLuYyxipfbMGV4Py3S6TQv8go5qFqy3UbGxyVq7VmKvG46qfsgQvC5imV6fsnCh0Kq8NOhOpAezn/vqK6JB6V1+b1dUnPviC72vr5H54Ht+/fqqlJTT779fkdjd9Xv1ln3r9BbNLZQb3QzIAyA7prOemTcMBldHDeg5QGABYqD6we0bIIZ8XjmHvytR3R6nXnmF95JEy5BbenASPYLkTl2di9IqDyXHjpGHqXiT3M2AeMekZ61erVOrU994w2Fvk/C3M1pgSZ4Hfr+trfCHH/RkEDcjwXl3wCj5+eeajAwUT1qJ6pg8MVgGaNv19cTIWf0ZyRGk4MlPJDJo96QHK/vjj4X8RFo/Rdqq0OYIBwQg7Rg5bhyeW1Aex7MYmHn0m1qd89ln0lNHsJrA6OeHEkVeSKKZnXqxGqZH/Mg1tj16/Hg6saZ1PYRreGVcXMbSpbw3gi4wMGLkSFS4d6qrZYlYj3EtMhKlRa9W51NzShIFpgmD6AQ6QWAB4uD6IdKooGbsdnl5VzNpeZjWnT8fM3myyIXpS5eSUOg2GF0oFJlbly/jA/Rwp0cdXfxOcPvhbnL+iy/SliwR+orEhWxNHztpUmtVlYwaizSZvOPQsUmeP9+hVFrBVSoknk0lJeJrPpXpdKwLkQrkXYGWGJScKMuYJC3Tf0mflb7EFNfnxsuXKyydYXHTprG8Spo3z5xpCxeKeHszN1ck8mIjl5lTZFcoZForKlKt5ZrEpNFUxMezArq41byyyd2WFvSigsqImxs3z5/P27TJ5idXvEXJBc7qqVfDw/mGf3V3ASdkai3zJ3ItI//OCevdnkQnfJeJmLvMYrZd2wB3r6wBDwAElntjNBqDgoIefvjhgQMHvvLKK7WWgSYdHR0rVqzw8vLy9vYODQ1FPx3z3yywLLrBpikND4+ZMCHf8tAXcRlHTRhspR9JnM07c7/++spPPxGxEjlmDNe3quTkop9+ulVQcCMiwrGUcrmOXlgZz1PffFOKe6uRKBoNkp6ssSk8LbSlk+Zuk9gGQVJyXoYEM6SRjgfKNBYXZzBbFOt9fUVET/62bQ40S1aiiiNZ6BFgFzZuzGWaf6SwoydOzHz3XW4WRVk22chcvpyUBbcziawMcmnbtk4O5yztfeHu3WRvcm4MUVbYnB0mb5GZVLu1J6Ry4tkJEcOHs7oMkcDFI/qjJ0wQ8ZnlrdDStWJGrbZr8XE6E1iWGbamaDiDy9REAYeNgfN06vmEAL0HEFjuzciRIw0GQ1NTU1VV1aJFi8Zb5uXt2LFj8ODBxQzoYNeuXY75j+sH3YqgV//ma9eEni9tDQ305awOCdrET5tGnNWSIbqMIYPfOwUWDrBpruzb51h6ach+I4kzZ0pxb7TuqsGLfDZevWrw8aF7caItCsCcn2RtSb6FttHlUhq27ieWcNfy5ZGO84UtW8jxdevpeDQpAvvt2GxibSaQljVGaiV0PWf6Kvn2xzIpCxc2U2szklVV8YQDevgUq3pjS+QtuguQ1u9k3gfK9HriPl10hoe8pVYeE8Pyh8gm02q9jGS/y/l4h7VmGtVnzMKubRCFDJLCdwWWUhMv/RhqbCIxjdR8CCkgWWlzXGNFYiIdW/rUrcLC7ucA19RlZ9uVCsDDAIHlOTQ2Nj766KP42Ac16pbRlOjAz9FxGOYeLOr5i8d8CD1QeLs37lRXV506xXqI04PZyTINxLRZRmI5/GirF1jfSDqmODNexb8kaac8VgKv7N9Pnz21aBGyTGC0mk6gR5C7zqqUlBbu3t3NlLJoq6+vTE6mxTGtsM9/8QV2VpORgZOcvnixlKjW5+dHccb+66QILHuMyGLosZMn45iXHDxo3nGccR83darpWKPBI81Zo9Ck5Ji9keR+hpNIS0UFy6sEy4tKtOVL6yVKDZuMWl2fl3c6JKQ6PZ3Xzzw8F1WaEUlsDbPkx6Xt22lL9D6WY/nqhx4OjUVFeV9/rafnqAp/auSd7xI1YYKpKK2nG9M6G8lo5H/kmDGsCxM4GxWguhczYYJOZccWkEhBolTcKi7GfiJJJ9KF2SKwAgigHEBgeQ7h4eGBluni/fr1q6mpwcfV1dVeXl6O+Ynrh5EaSoLt87/5Ruj5K0JLZaW5VZgxg3WK9YyLHjfObC/8sOP2XrBMVkiI+Unq54c1jWHIEOmzFK9HRJCAuGeRP8ahQ5G31RkZvFG9tGOHiOciDZiQs9PLlpVGRiIdEGndByYxOQ5AVAjLNFy8yIqbkGTkjadVA8wspC6xebNt1OpEkYnxajW3S9WsrqjI6K3T0iphLDY9S0OKcbhEmkpL2ZV8zRp8KmvVKlxXuYPeULrQ36ixY3n9lFiOvO61zPqlESNG1DNVAoMyufnaNfGE8AZB79KIDdki8/LOnZ0CT4nLQguxqlRnQ0Njp04VCVHQUP1b6EWrzNbUP64PrRUV4pcASgAEloeQlZX1zDPPFFi6bfr06dPe3o6P0UHfvn1Frn1AFJPnoaGkiSJXmUaacx6IDsf/FPOBgzYt5eW8e0dgU3TwYCdnCyp5WziUQPyBkncDH/rNNTE4mNtyn2c+J4nAGzHTsB70Ts9JFBngz71Wch7bDXfQOjZIgiRQuoTHcOKPe7m4kb8RFdUp0ycqZGKnTInk1ElxY7UIPtOsinS1itBw6dK5r77CPbjpb71l6k+y+NN45UoCtalz6bFj3SkU1ujymEmTsP3ZDz/ENtwlQnI++QT95c4tvdvUlEtv4Mjc3UZKY9Xn5XEjkGy92YuDqeArcfMpOWqCw8ax5CRbfxx3zBPA8wCB5WbQuocQHx8/aNCgDEtXSqfcPViIxLlz0ZvxLc7ACNbWaY6F0sl8lmI/7LiPYMZ/kZEWt8vLeRcFcOxJWpedjV3yjg626b/NGXB2DVgRuvZMaKjNhDhM8ZEjjrRSzDQF8zGuHtYV4yLV/Ylt2LMBHNVbyKtkprdGKGJSfNBaf8ByXvY6BqrkREshkzBrFrY/bemvJbNAEl96Cb0hZH/yCTrbkJ9PK8UUvlVUyJ2V/eGH+oCANoEFU+j1QXLWrXMsFXWc6ZnkfimPi3Os9KVXEv6dJ7o3lpH4I/sne8B9AYHl9hw+fPjxxx8/Y71eorxjsES429ISNX48ejZFBAVdPX7csVAw4pPe7VqAVMpztu78+caiIhFP6Ad9e2Nj0b59qDkhjZCIz6xFw7sf4Xhpo+xlR+gToYghEhw1wzVpaUI+3yoqSgoOprvlDFTHiWl0l62A6A/ETVQ5XjcaHW56WQPCcr/6SminQpdDIhljGVh2Zf9+VnIuM9MsEKie5379dU1mJvdylvKwN3QShMPg5elvREfTlknCA+lEjOlCyzJ7QqbYshlXssWljN/ymktL3X2dZEBeQGC5Nxs3bhw0aNBFagAEZvv27UKzCO0q8p6sHyJjqs4x+4FIhwzdYLegfBqugm9BSMS5deu6nss//YQP8OoS9C7CbOPQe7BIv0v3d6pxmDwqB0yaZtgwKY2cw+BJ/nhhTFOfFlNYESNGlPz8M97sRWc9GM4cKKeTiVUc3EgKzfvTazR1WVmypMXZkHHisVOmYJvU119nJYesD3fqtde0zKdD3PzTHWDEFO3ZIz10clWl9Z6kMpLNDCkzFTqzRzUJsVpAJgrF0OpW6t1lCngeILDcG+6QqSZmRaWOjo6QkBAvhpUrV9LrYPVagUVvU0gbWXbuqz9/Hq9qyBtE8rx5LPcR1gNZkiwCCMudawKDk7TWOw/aBd0MSF9g09nQSaNXBMWmYPduskaawwmnqbfsrtPJdI7iZTMxvP2C7Xzrh5GlsLDC4M5T6xRZQIQSZN1PjvMgu3+WWrqNz33+OSst7ZY1U7LCwrTUmuOJfGrertB7TxadCg42jBjB7TcyLbvg45PMzFpAlEVE3IY5fUCPAwILEKOH6wd6UDYWF5NxymdWrpQ9iAqBER5WbjjrZWczw4S1zESnTqqB0Vu6T7ps/P0di9i9lpb4l14q0+m6mUB5ocfGkUmg2Fxn1oKqy8pCCsYwZIgsuys6iQRqXDZZ01VIIsuoF50HulOK9u2jv6zlWKoot0pnMmoscvRoLNyNlp5IPTXf0K7Q0956y6TYOK8lAADQgMACxHBV/bhTV+e8XhxxgUX2V6ENmbpvmsdOf3WyNMOxlpWvnRRnF4IUSeqbb2JdUpOZqR8yJE3a0va9iraGBpYEPPfxx7jIeNdHFRlA1js58/77QlU6llnJE1VdJMsaiorIWgyoHNFddu3XX10YbQDwYEBgAWJ4av0g6o20RtjG9kQzawcSd9EBeifk0xK73Ht39xUvcZz10Mmp1CVL0E9jQADZIAibdOG13QEA6D6e2oByUUo65cXj6wdpbGKlbb5GD+gxBAS4OvqAPLAmWLg6Oo5g4OzSTU7FTZvGfTfQchZXAwBAXjy+ASUoJZ3y4vH1Q6zLylZvlqvjDshGZWamW3dfIVir8pYcPUpOCc3PdWFsAUAJeHwDSlBKOuXF4+sH794gMczKonXnzhmFt5o2WnYlAjyDrtK3bK7idrQ3NTVfu3bqtdeaS0tpe/5XBffUkQDgRnh8A0pQSjrlxePrh5YjsOgp30bOtm7E3OVbIABwX67+/DPSHEbOJsEeAGv5t4tbt143GGBJTABwNh7fgBKUkk558fj6wXq5v3XlCn3WMGQIfB8E3J1Y6/Hv8G4AAD2DxzegBKWkU148vn7cunwZtzpxli1HaKInTCDNUuaKFeS41Gjs+agCgGPca2mJDAqCdwMA6GE8vgElKCWd8qKQ+iH0uST97bdJs4RXUWq+dq1nowYA8mCeBmu93RAAAM5DIQ1oJwgs6bD23nF1dFwJEl54Blb0+PGujgsAdJc7dXWujgIAKAjlNKBKSae8KKd+AAAAAICMKKcBVUo65UU59QMAAAAAZEQ5DahS0ikvyqkfAAAAACAjymlAlZJOeVFO/QAAAAAAGVFOA6qUdMqLcuoHAAAAAMiIchpQpaRTXpRTPwAAAABARpTTgColnfKinPoBAAAAADKinAZUKemUF+XUDwAAAACQEeU0oEpJp7wop34AAAAAgIwopwFVSjrlRTn1AwAAAABkRDkNqCens6am5sknn6TLsqOjY8WKFV5eXt7e3qGhoeinYz4rp34AAAAAgIwopwH15HQuXrx43bp1dFnu2LFj8ODBxQzoYNeuXY75rJz6AQAAAAAyopwG1GPTmZ+f/8c//rG1tZUuSx8fH4PBgI/RgZ+fn2OeK6d+AAAAAICMKKcB9dh0jhs37sCBA53WZdmvX7+amhp8XF1d7eXl5ZjnyqkfAAAAACAjymlAPTOdUVFRKpUKD7Giy7JPnz7t7e34GB307dtXxJMHRHFq/AEAAADAI1FOA+oh6WTpnueffz45OZmcIs6gBwsAAAAAXIhyGlDPTKdQhxOMwQIAAAAAF6KcBtTz00mX5fbt24VmEdpV5MqpHwAAAAAgI8ppQD0/nax1sEJCQrwYVq5cSa+DBQILAAAAAJyNchpQpaRTXpRTPwAAAABARpTTgColnfKinPoBAAAAADKinAZUKemUF+XUDwAAAACQEeU0oEpJp7wop34AAAAAgIwopwFVSjrlRTn1AwAAAABkRDkNqFLSKS/KqR8AAAAAICPKaUCVkk55UU79AAAAAAAZUU4DqpR0yoty6gcAAAAAyIhyGlClpFNelFM/AAAAAEBGlNOAKiWd8qKc+gEAAAAAMqKcBlQp6ew+vLtHAwAAAAAgHeU0oEpJp7wop34AAAAAgIwopwFVSjrlRTn1AwAAAABkRDkNqFLSKS/KqR8AAAAAICPKaUCVkk55UU79AAAAAAAZUU4DqpR0yoty6gcAAAAAyIhyGlClpFNelFM/AAAAAEBGlNOAKiWd8qKc+gEAAAAAMqKcBlQp6ZQX5dQPAAAAAJAR5TSgSkmnvCinfgAAAACAjCinAVVKOuVFOfUDAAAAAGREOQ2ox6YzJydn1KhRjz766OOPP757925s2dHRsWLFCi8vL29v79DQUPTTMc+VUz8AAAAAQEaU04B6ZjoLCgqefPLJ/fv337x5s7S0dNasWdh+x44dgwcPLmZAB7t27XLMf+XUDwAAAACQEeU0oJ6ZTqSotmzZwrX38fExGAz4GB34+fk55r9y6gcAAAAAyIhyGlDPTOdjjz0WFhY2cODA/v37z5s3r76+Htv369evpqYGH1dXV3t5eTnmv3LqBwAAAADIiHIaUM9MZ9++fYODg6sYZs6cOX/+fGzfp0+f9vZ2fIwOkDMRTx4QxelpAAAAAACPQzkNqIekk6V7+vXrV11djY+RxhowYACxhx4sAAAAAHAVymlAPTOd/v7+SFfh48rKSiKwZByDBQAAAACAA3S/lXcLPDOdu3fvnjNnDvlEuGDBAmy/fft2oVmE9ha57FWk93voDD8hkr3WQ2f4CZHstR46w8/e76Ez/IRIAgSPzZE1a9YMGDDA29t77ty5ZJB7R0dHSEiIF8PKlSvpdbBAYLnET4hkr/XQGX5CJHuth87ws/d76Aw/IZIAAXLEQXp/jXeLWwgi2Ws9dIafEMle66Ez/Oz9HjrDT4gkQIAccZDeX+Pd4haCSPZaD53hJ0Sy13roDD97v4fO8BMiCRAgRxwEKpNygLJWFFDcigKKG3AeULccBG5L5QBlrSiguBUFFDfgPKBuOQjclsoBylpRQHErCihuwHlA3XIQuC2VA5S1ooDiVhRQ3IDzgLrlIHBbKgcoa0UBxa0ooLgB5wF1CwAAAAAAQGZAYAEAAAAAAMgMCCwAAAAAAACZAYEFAAAAAAAgMyCwAAAAAAAAZAYEFgAAAAAAgMyAwAIAAAAAAJAZEFgmOjo6VqxY4eXl5e3tHRoain6K28t1LdDziJRLTk7OqFGjHn300ccff3z37t3Sr4Wy7s08YIG2NBqNQUFBDz/88MCBA1955ZXa2lruhVDc7ghvcV+5cmXChAleDOgA/eReCMUNyA4ILBM7duwYPHhwMQM62LVrl7i9XNcCPY9QuRQUFDz55JP79++/efNmaWnprFmzpF8LZd37YbW4I0eONBgMTU1NVVVVixYtGj9+PPcSKG73hVXcPj4+q1atqmf44IMP0E/uJVDcgOyAwDKB7jf0tMXH6MDPz0/cvpO6gR24FnAhQuWCFNWWLVt4L4Gy9gBEFuxubGx89NFHuS6huN0XVnH/67/+KyplfHzr1i30k+sSihuQHRBYJvr161dTU4OPq6urvby8xO07qdvSgWsBFyJULo899lhYWNjAgQP79+8/b9489KZLLoGy9gBEBFZ4eHhgYCDXJRS3+8Iq7unTp69Zs6ahoQHd16tXr0Y/uS6huAHZAYFlok+fPu3t7fgYHfTt21fcXq5rgZ5HqFzQQXBwcBXDzJkz58+fL/1aKOvej5DAysrKeuaZZwoKCrinoLjdF1ZxX79+/amnnsJjs9DBjRs3uJdAcQOyAwLLRHfeXeC9x70QKS/0Ex8jjTVgwAC7roWy7uXwCqz4+PhBgwZlZGTwXgLF7b6winvEiBEffPABGYOFfnIvgeIGZAcElonufH2HL/fuhVC5+Pv7I12FjysrK3kFFpS1+8IVWIcPH3788cfPnDkjdAkUt/vCKu5HHnlEaAwWAYobkB0QWCa2b9/OO09EyL6TuoEduBZwIULlsnv37jlz5pBPhAsWLCCXQFl7AKwWd+PGjYMGDbp48aKISyhu94U7i3D16tW4B+vDDz/kna4ExQ3IDggsEx0dHSEhIXiVlJUrV9IroPDad1K3pQPXAi5EpFzWrFkzYMAAb2/vuXPn8g5yh7J2Rx6whtcS0dTURE7hAyhud4S3uAsLC8eMGfP/MYwdO7aoqIh2jw+guAHZAYEFAAAAAAAgMyCwAAAAAOD/b+/+URoJ4zgONxIhXTREEbyCJzABC68gokTtbLxDsBBPYGlawcLOa1iKYKdNmhAiVja7E3fZnY3OX3+yzfP070uS6kMY5gvBBBYAQDCBBQAQTGDNZC2/5sx81l6Qzbn29va21+stLi4mxw8PD0ejUaXjk8nk4OBgaWmp3W4PBoOv/SQAQH0CayZr+bVw5rPGgmzOtVtbWzc3N0knvby8nJ6eJq1W6fjR0dHu7u7o3c7OznA4rP2DAABfIbDmpZdfC18xV35BNq3Mm+uSSvv0bXg5x5eXl9Ovytzc3Mz6bADAtxJY89LLr4UjCeUXZNMKr319fT0/P8/6AyzreBJY6bEXkw4A8L8IrH/MLb8WznzWWJAtvPbXo12dTufx8bHS8X6//+dd5Ht7ewsLC/lfFgD4JgLrr4/Lr/X+wfp4z9wT8YXXTqfTwWDQ7XYrHR+Px0lXtVqtlZWVs7Oz1dXVat8fAAgisH77dPm1xjNYhQuyZa798d5YX3mE6+LiIomtnM8AAHwfgTWTtfxaOPNZfkG2zLX9fv/+/v7t7e3p6enk5CTrGays4/v7+8/Pz5PJ5Orqan19/eHhoeTXBwBiCayZrOXX/LHnSguyaVnXXl9fb2xsNBqNJI+Oj4/H4/Gnnzbr+OXl5draWrPZ3N7evru7C/x9AIBKBBYAQDCBBQAQTGABAAQTWAAAwQQWAEAwgQUAEExgAQAEE1gAAMEEFgBAMIEFABBMYAEABBNYAADBBBYAQDCBBQAQTGABAAQTWAAAwQQWAEAwgQUAEExgAQAEE1gAAMEEFgBAMIEFABBMYAEABBNYAADBBBYAQDCBBQAQ7Cee2YDANMrxvQAAAABJRU5ErkJggg==)
| VMR Tools created by Darren De Zeeuw. |