Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: treshunda_james_092121_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | June 15, 2010 |
Start Time | | 2010/06/15 00:00 |
End Time | | 2010/06/21 12:56 |
Key Words | | test |
Model | | LFM |
Model Version | | LTR-2_1_5 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 20.42 |
Dipole Tilt, in Y-Z GSE plane, deg | | 12.77 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 72.30000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | treshunda_james_092121_1 |
Minimum Dst Value | | -30 |
SW Source | | OMNI |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Cluster-3 for time period of this run.
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iAJkK5kEBgHYXCJa25kKkqAxiVzh7cZT6rN0UmpqaoqKi/P39eWH27NkTFhYmFUt5rjwP3aWc6kJUPsofl2ORnVYsolTbaVFSMluUYCFkbxuymVNjl+9Bdmb0q+W25uXlDRcSrItswtRoZvpy5hJ7GCeLldx/tET/8uSX5IlnHp0Zkx70OWsyvsUzo4XGxelp5jmJSHu2rEgG0tICioom0Bo8iKi5XmkAN8P40mh3JPMS+PjoffJOH3r8xDTCfXXmK+y5o2pHS1sLovWIXYGSO0AhnCZYJY9KNMy2KgSLxjvvvFNZWUkHyMrK+vTTT5ubm5U8V8ldT0J3Kae6kJKPDZc3RJdHX+70Zs1plJZGSREsY/059lcmMslOD/KrZT9gRkaIkGCRN3lZbFhTdTXyuXs/dxXLRFiih2aHkicSQ5FrUv2F6lk3H58L0Xv3YpmprHetrLWF9PQgOhsxF2NIbnV6OLeu64FMDzvhRuRGICIVkhGCf+6/sT/xVuKovFGRhZHB6aa9h4h/t3OmaME2KUAKAWyAc+KXVpumYbbVXSJsaWmJiYmhZ7Cqqqr+9a9/1dbWKnyukruehO5STnXhSfLR2tokRbDevHnNRjKDDtonWNevmzZqGQw+PIJVXZ24pnAcDrbka/Mq4YKMvnR0es3u50s/Y8/YS7HE89mzqrKyb3ekh0wxmDfpDOMSLyz8QsroaGpq4DKWmcwyUVzI1OqjVoLFer16BZYnuxjQMOA0wUIuvTYdcynkLjVc4ilsIVq/8fJGfI0u8BOb6+pqWPbRmTPaFhzQSXCk+ohzsrf47OJ2bgpWE/qurpI7BtHBevjw4UcffVRSIjJFBwQLw/PLmZubGxQUhGTi7bffnjhxIpIJcisqKuovHJYuXepQmlLygT6F0TdBla0B8c4PwoceP7ZZlauoWIc8B9jrQY7sXYDNNPDYFXZJLLMKuUlMkg9zKyEBBZuWavMtGJQWhB/X1tZy4PR07DmxaCLJRmHhONa0BZriZFT6okZHaSNYQ7izgFZk9MM/vVgmR2yFEaVTXr7i9u0kFStWiJKvv84dNuzGb7/JB3v95jXqju1+XHYruEKwJhVNwidRmrh7xc/Ev1eKaRdYwq2EvhbSjy7w4/JHj8ahXtTXy2cM0E3gnOxNODmBrWExpz9085Cb86wuwWptbV29evWnn36Kf/r5+R06JF4iIFgYnl/OQYMGZWVltbW1vXjx4uuvv0ZkC/vv2rXL39/fyCEwMBD9VJ6mvA4WTQ66BAhZQVSG9s/I6Is8J9glWMn+5eXRpukuAbvCJqzQ3ycVFcaysjevTTzsaP7oySwTRghWurlFjMYyopg1IHMA9sy8lznV4DPf9olDWSYvLwI/4qHY0TfZ2UP8qfAoWGJWKL724X62tjbxoiSwzAyWiWSZq0+vql/FHO5mZJhz5CVnKiK1NhVPt6CaAY5F4ArBGpg1kGhoLft9HvFfP8ZMofxSzVso0AV+XO7QoThUcx2sGwJMcE72QrNDkfjh6/6Z/d2cZ3XtYPXo0SM0NPTmzZvCW7CLUBTdpZwYiGa99dZb+Bqxq/x8s+EAdIHIuPJ0ROUDfabgtygknW93p5ODpzVFkJ0dusxe9+FliVhbmyokWM+eVdXUsLwjcdLTTcZC+5JZhNRe2B8F3maZZviyaDz2DMsJEz70K5YpLp52/37ekycVoiW6fmT3SJI+y2RnD86ybBzDpueNRqud0ra2lubmOrJfUqfXLSld0hG2NspjYvBD9Izc5u1pxdNISe0uK7S1tFyKjS2PjvZ4HuAKwUKEtZdFtOYVTyf+EZuZ2M+ZhsrK0QWjzfzb4IMNpxVFIrLNpPr5vTTal4TW1udIhGDp2bPhnOyhzyTUpRDpcnOewZK7tugu5cRIS0sjM1g9e/ZEfAtfowv0U3k68jNYkUWRLufUrZAiWOXlK5SYadhqWarjsSuDRG+SkdGf5WaScPSA1AByK/XmwQCDL6JEqww+mDyNyBuBg4VTT/yZS1+v9yotXfJSjAmxG21yWFr6TbxFFQwzwqYmqzHivLwRyGeZrV6O3c01TuBOSooSgvX9ue9JNk7Wn5RP8+bBgzhsyaxZqma200H+LEI7nwF6r7H5ZkH6puwb+pYu2TRHdanhkrdFww+T2pww8xyrEuaakxPGSiw9AzwGzskeMeDHaLHDBgiWtugu5Ww3aRRV/Oc//yFm/nltTGa2CP4kCxwmsTpxWvG02EuxeL/35/mf98vst+nypo4vjZqQIlhnzy7aZ6v8ZDNoWS42cxEbG6t5BKuycgNKBA1Xqy6sWnZmaeXNM62tLcinuPhLWqfKP9W6J2WchQZNtShX3Xx2bSXrtdX20WOop1y9uk20RCEkfZbZru/lTWWby+11YfEXnpyCMoODdYQxM0KG5JcIn7c+N1EwLujRm0fl07xomRXLi4hQNbOdDpGFkTLDmM9xpQPehnPRPJ8pp6aQA52CM4LxDNaVLVsQxyqeNq31uf3TTqS2iQA8CYimO03xiXNznoFgaYvuUs7CwsJ//vOfFy5cID6qzGANzhpMvnqP3T6m1VvkIqQIVlaWaarJrjH3ZPNBgSt4BOvUqcmXLsWuLP+BhPzx10ntpi1+vVhbq0V59/MwQyUrNQGs1xf5o7nvP9MMWaztEyNsnjKFZPjVq0ajsaypyUT1jlPhl9tGR3fv3rXuncZWSc+eXVj+uHx0/mhrMIOf1BKkcyj/4QeSC+JpfGlka9iiB0X4Z8WTClQbJA/VjdXyaRrLyvQ6k6myK1s9/9QX14c35LaWfCX0XHh2Ib6IOheFn/Wivr6GZVH1KskYEKzuAB9W/MAcIFiOPhcIlkchKSnp/fffP3/+PO3J08ESWqeVAZEPMuGx+9rub8u+9TiCNRD5rLTXZfxqWbAT3UU4L3MgCel/zCsoPWiK3psVJLKifAV64t7re4Xpz7PdyTjesii5gTPE8E3eiJa2Fpzh4uJpLGdcFD+aRJkkIFj19XzV+KctT8lOfuy2SGxRdBrXduzAadNLhOOKzJN2pcbS/Tf2O9EdvzQam+vq8AYCzwZdM156r9D0gYxAWuScnhmTEXJE7NaQrCHkup47QqCQ08HSe3tfvRiH5OrixRj6RPPq6kREygsLI1u4XQiFhWNZ08aL4ZpVDaDjEZ4XDgQL48XrF3XP62r+qEF/cfeLPhQLHhScqj+Ff/73f/+3+3PVCeH55dyyZct777135coVnj/eRfjw4UNXdhH66q2HfVonP7raaXcsa+VGtKLuvXvpetZ7vL0uY5MYryJuH8tMYZmgRCYowRxex1ExnoH4yacmt3PjVphB52d7a6ppQsv68zDL7OTWJYdbfMhhiFgVhjgZglX3sJicA40x/yR/Beo7PVNcPMOhmrx8eQMajK9e3S5611haitM2WHZUoF6JqBZtu7KNVm/H7t6zGocy4NkgdTUke0hyTXLu/JlOjHCi8tyLOoiJp4NlSDJbd2t6eofkBFN51nLeQFpab/yTd74TwMPQ5QjW//7v/96/f1/1ZFNqUnZW7cQuodpkfCexOhH/vPjkYkJCAhpSZaIDwfIcSKlPISxdutRFO1j0m0Mr4apZgI4Hy/oSUnLZVoHs5KRJ/kfFewqyxrfGHFcnSrCCuTBBR5m9AyyDGTeDxSNYC4pnPH5cPtHy05vVBaYF4uuZR5iJVMjNlkf3tvhUWBbyED9DIx85XZFE2WD7rCSW+YLbOB1s8HvMjaZoXBSa+/pBYtHnzZvXly7FogddubK1poZ99Mhqi1J+qaguJ8ects6s6xqbspA87pfKX368+CMvD7mXU1RpYs8AauiYCzGHbplN7+xbNs71Ac8ik2ZNZO9kr6+LZlU/uXE87lv9xBGm5VdLmz6tsdrvwDJmMPg1NVW3U+0uava2K+LCkwtYO3u7xNdC94S8FE1Z4z15pcn2R+chWOPHj1+yZInqye66tosQLOR2X9tNriesm/DXv/41LjlOZiM2ECyAHIh80DtENHyLXERdXS5FiXzpWxnBwT7H7AxOy8wRe4kSLBIMjVX70tbEXoqNM/j8JkhkVtGXiGD1odgbsQw5xFZhK5C6/hYNAHkjhCVCFCqaCraTZb6hfq5E1Mqir1pefeTcue8zMkK+EGRphQRVamy8hYuWmurPmu2Hfd7S0vDs2XVs9yuDM1aJSBuiX/SJihd/JHa+TMk2Xr++cD7FpWqyJp2axMtDsCHoTtMdYR4ACN9mzHaRVw3h9PN2WD4DiMMfS+HbuV/HOEk+zvzx2Hq++OXLv7AmA29BmFF5hg5W/v18/NKhi+Xnl+OqoE+yArRLcCyvFNNnHvHoPATr0aNH//73v+U3bKmI//rzf/2/j//fv3/4Nyrp2IKxUrkCggWQA5IPhlOM7ZPepzO8Ra6DjBB6vTftn/15mL89grXRHFdcB2sOp5M+O4Up22lWH54ttt9++bnv0a1RmYMcGiD3IV6SayZYTU3VVVVxWGuKZxx1L8vQ/GkkywRZaFym5azrfsIsmWqDv6361avG9HTzkYsGgx8p5smTEy1kaxxeJyosjMT1SQxJbFwaNuUHJnQXM2IT8+JFU15Y2CILwdIlMxevFEbkRQjLOFxWs4fYwXp06/cLF1ZdvBjT0m1skw7f6+8iwRrAse1kEx3XBab4oWGSvut3jJkQw0QcN4Ux8Wm9P6lb3hJhfv4Y1iSKXVIH68qWLUUTJ16MiYmrisMFRxeLSxfj616GXkTHsVvhXlYWFoTsMBvrG6KChDpJdEsJwaprrnvean9faufBmzev0VcEzxqOkperX2Y/qTSBYAHkgAlWWE4YsSDnQQTLOoN1714my/I1ooQuXlYHi7jMDPP7Nlxs2m/j5Y2IG9m1a8pzO0zTReZkS0rmshYF9gGCYDxjE8SIw7Hsz37LDosQs0Yx20ShfHkV9ejRWVKi1NRAawFTKH6ZwrCjGH2iN1k2OnHnBE9Uoo55s/uYvtQ5j9N/CyPTBrTzFeShneN5eXkRWVkDzhmW4oC5vw3Dj1NXMb8zY3ysM7u6FuWP5fnM4WR4y6XY7zNDI8WikF2rZAXw8uXN3FRlCPbJzx+F352uyG5JQclWyvln5tPno/9S+YvWedQAtAj8YTHug/Dw5cNV51bR4oG+jjaMUkqwkPMzOGDUWnNUVKzlPiZ96Ml4JS+al95r3Ca/vge8hh/gn0gBBAsgB0ywZJzWGXQYhBwYDNYZrKqqOOTja+9FSpTlVUdYZgF3uM2kZK/T+0wKXqPFCFZEXgR63A+W1UAvalkwkFK34rntplHN3FuRw3Nu3jzYxzaYlyDiIjyvhkhSenCIoZdo4mHctByvos6f/44io/zDra0ummEPminX8+d1E05O4CU+3nb9FLmBB0xHXAuzEZwe3C7ArVuJZpLHms8Eyvt1JPo5nfsxNHdod5h1WBfpjF2iyQVfCD0HS4sKcuO4qi7KH99qmXvIzx+NfAosiyAGg1lVq7bWbP7jWVVV3ogROWFhTyrUtPShOowvjfEhTDL3RoZkhODyoouQ9BBS/D7pfcofl1eoarKk84MnBby71r4l2RqABLYrhHinKqr8yMJI9KG+9/peDUpIAX2Voa+1vLzhZKvsy5dGxKjQ9wP+eOAWxM0d0es3rx196c48sjk0HQgWQA4eTLBoPZJnz6oykvry1k2ELkqWYC2iQo7d2wclOy5ZZFzsn9H/6dPLQRbuxZtPEjV26sst7hhSzPbi8ZnQ3MRSgHyGGY7wMZwN0iOZg6Wm6AJNFIrBB+mQzZVEgz4tLVCm1OxXDLvPOu0RlB7ES3wSp2tP+6Ch/Uj1EWE20GgnbK+ammQLwTLrpJ1fuRz1koMzzYcW2z1jxwMQsdmxXl6JE7UXH4BXA6utxyvxXhYkJ/jnOYsZraq4OBy7ascODapGGQx3DbiAX6wz/SdH5pELnmO7zeQoAquz2YfDu0uMjupOmP7rvbxq09NJYLtiVs4d1VVmLMM/pxZPdXPpmpqq8/JG5OSE1damtpsE2LzP6dKl9TgA3pGdmTkAn0iLHaZfa8rXOPpafV+2DAkPmccCggWQQzchWE+fXs1LHKmz9/IsliVY9AbAEYmm5by5SSIEaMqpKejtDdb7yT+Ldoh1zWeZnywEC1Gfddxs2Tpl/Ay7zaxXuIT9QHwsNNa2QR3NxYtrOF7lj5jcqVNTjcZyOYK1iGFXMexRhv2VeXSh1Nfgy0s80rZmsFtSukSYDR1r0gP7/ff5mDs+eXKRK6zZrGsOaz5DqDw6ut1yzE6/Qz76iFCFRjK7LkZtVMGythLnxS0j/pQ9teJMOj45JydnKFf/uj/+MGm+k3bP3NLv3HfftbW0oObAsUu//VbrepLEopPmc697Hzb9D8s2n/vplSxeDwGpAYerD2udazfhSUUFrwLou2SP8+hfLAEoQiY6D0q7q8+uos/XE5XmGeuhuUPdXDpyshnqNttNU7B8giXarZ09uwB9LpLjyxx1owtGVz2rageCBZBHNyFY+NvFx95rs0qWYA2nQm5PXPzm9esjrFd/QSJrzi07d22XKJmTWh8k7m6daf/83bt6Ej3QXhQSLN4ymyUynGAGY7Gtpdd7yzEqnjvMOTzoThwYaAjkJT5ULJNBafyJLiJO2Pw9chUVa1EfRx505vTXF2Ni0HD+rKoKt1p+4uemW/HM5Z1d7MgmRzE8MUSqZTvI+SQxxwcHPX5cnps7HNc/VkzR601LhEe4+dolx5n66nPWGaw49Q+1VAvfJ8/A5eq3z/Q/Imuo3Rron9lf61y7D7zS/3HrFn03pzZn+/zPROtpwG92qvH6s+tpaX2+I10NdR6rKnjwoAhRKJnTx588qcAd2nVudfL+/bzc3IiiooltFtUCxKWQVJOpWeJOn57hyqmgQelB9S/qgWAB5NBNCBY2OmD3nflSlmrQdh0nr2SMZWU7BUawkDtxcc3pyvXkJz3nNN9eBm5yazfFxdNIsoPtRWEo3fzJEgFCuLtlZd8ijkU06JW6BIY9Yb7W79KFpPGpwBBHeqV2yxBuYlRn5re0NODO8WDmgDMPChpaGhJuJcRVxaGeC/WbaXqz0cubhoOayVPH4NnVq7kREVmDBt3nzmDoe8BNM1g2YjOZIW2h13tVVppMyx7hVPrIWvNWdsLNgwd3D2bGrmPmJI56/trdu8bYGhbJg12tqbhtZkutfbkTBKZt7Wu3+F4CrUQPxtMrV3gVwAtAH35FO/8jdqqx4H4BPbuPajXuatzjlseoe6xh2T/u3hXNj0IgdkU+xojnnTsnysujb91KID7Xr/9aWvrNvXtZwhTu3jVI7QovKhrv+ksEBAsgB7sE6/UbZ84tybyXGV0erYnCI/06EU+8MG93unuGLNWYR4Ucsou5kbhvs210b05X/cqV7deu/Uomq+iHjpbs65lpLBNzgsGnxJSWLiFLhGG2IUXnwA5bcpiERkS9jzBMH+7u1atbsbrVXr2Jis3mwtsnWCnWa/1RVEZvXuJ2tw7Qrp1iwOXly9HPx4/Li65sxQcJjM7sh4NFn1tGLEfkZA5p7VK7wZUgNcBs0r/sm2/Qz2UzRZh6RzhfyrZt2pH+dENnZJhsdvBEetYOJn/kyIG/mn/GXIxxT/3cPnasKi7u5tXf8XPDcsJkAheNHz95lTmHWJEoapm40Rkb19WOqXARei+b/u92lg0dOfnll6KVFJhopxrPGc8hsRnL6wlPMPhcUfQ357PPyqOj21oc26py8uTE9PSg3Nxhlr4imtzide8vXtSzlhl69LP1+fM7x4/fNRjwE2V6tjNnvnb9hQKCBZCDXYJV8qhEJnpDS8PWK1tR9zfx5ETa3C3ywdHdr6FcVDRJSLDwT7uzQWtkeAanoUVCTlvBsCEmgjJHkIhOr1unZ/wdfFFXclQG5/bGjf2/GXxXcicV2l3WDOAmrmj1/L7CLHGTWPMt2glT6Yc65PaJECy7tJV27ZQadSW3Z/7Ro9/JoE5sUswrnh7CkYBVet39+3luFiE3QG9RcznPKZyhnw7xVFVcIjetS1xm5gD092fbMIFHmLTooIGWn6surHJD5WCdoZ/GMUHHzTqFoVkiNkJb2lrwIVEoyETLSpYPR7AMA/v+fOlnJdLYrcCrAJtb3uLqnaN/sVOH9S/q09P7fC7w32xrCE/v66t8NotwJuJycj5raLjU1FSN7bRhhxe1m5puWb4QTHqxhgTzh1nWngFv3ryW6c2yLYp6rjggWAA52CVY0eejpeIerj5Mh8yjBkKiPFjv9hPNzp9fQV6hR4/OYs+srAHJYsyD57bK0gtaSeHzWIYdYJ40EqYj7G7sOvRofYp5zaKg4IuBjqeAFwpjpAOEWApCvlVXO0qwErxc0VpgbJcIy8pMkzeXzv78C8uEc7pc0dw04bKTk0ZanoLV819KH1XRFXFq+nRSJfWnT1cnJmYOHBjqcl/vqNtssDmx4OrV7egvz7BtcJLXoYPBZHbteJU7FMPri4vR0/yog610FjO5z6qqquLiTPNbz6qwbeR+Gf2O+DPRe80hx241/V8+m/8ZICWN3Qp3ExPpCkgLCWlpaGiuq3v9/LlUJcVMsFOH155eZbm5f+GtkRtsPAojI+3mEFEr9MWVmuor7HwyMvrzfAoKxqKeIStrEP5pOOp9fe9e/MUbhPrDZKaqcKdoP4ZzG+haV4YdECyAHOwSrIVnFkrFnXJqCh0yszaT3Lr27Nr+G/uL64vdUggbXLwYS79LT5+aNKZPnZoSpeBtiZalFyFUyCG7GHacyTNetNIM9s0r8Nw21F/kjcZFyMwcEOJgdOQOiE2nYYcnmYiRSXJiNK+8aziFqi/MBsFN814+3KInCaBPcWBrpKhrp7b5nD4981Vj454N3nj89tEzX+QO1XG93iBLeF8upMeci4dBV8nFNajWmeO+jF0ruKq7zbatj9tllG2YXiwz+Ugw+Rm7KgLlv/FVY5mx7EbjjQ6qn4K8b1YKcjs6f3RYTti+peaPl/lZM8itOUuZqF/MQh58hIn5lhm5WdHY2UH578zg1wE3k5oWFCRVSfv62anDXUUTkNjMlbjL8yDZePr0stFY1tbWghgSebvJfkDljigSHEdd8QkGUW0yC47Eu/LEL6Kxeqn3EgHBAsjBLsFaX7ZWKu62q9usIfVMwYMCciuyMBJ5jhA7XK+jUVdXQL9Lly5tbDfNYA1aoOBt+Ur2ZaZ3EUbNZtjxpmknoeaCl2lay+FvI+485oDW1udVVbv0etNE1DDFcZda5t7CZIP1smhrkfmTGNsCks2Ayyl9+cl0GIlN78pdO20IILM/+nrevFUkGDlQb4qpD9V52AyWTVk5zZj46ebf/o60u4vugJiQCzn6Z4d7k+upq02WRKZlD2FM/NsL71SXAmLPaMR8UFSksFqeVFQYy8revH49gZX8PlnwnZmI9mZtDhca9KtNsMH7gWCJw2BR/lPoVk62E2IJ652VNXi5xF2e3Ri9t/fdvEz0ZYWFrcRyutfZs6bP+MpKcT5Ezj0dId05Y1UK7xQb3YxRR8XV2yWN3dgzlCh0QLAAfPBOtZQXoKyzh6TSoc+gQG7fjX3PW58T7SvsnNORdwXkAGPsyspMmtR4qknGiJT5hWSZBOl32Kq69Cuz8ltm8Z5AKQUpqe85eRdle2TNerEtiqIumMt5soICLuFSnsJd+3AHIIr2OzM41S4SaxqpFsc7IJ57/Nhqcwt9faLRNC0++EtpRa4FXMiqqs5rIMAJCAt6cIf1x1eu1bByd0RMyLcKgtFN43fUtHmWTHfkVyQjCvXozBnRYp75+msc8Mb+/diSWeG4cWkBAScnTyZhXtTXY3NciIeZKNNk5uyu+aOS+AcSkIVpbIUBOW9bG78jbXWxfU8oqgH3NHdng0NisvpLOyFWs14vXtSv3ypugY+NMrUpfeBFWpSIWWO9XvfkyQWpjjfcElkn3TmTB/Dm4nZKszGhG/yrYxqlDBAsgDzsEqyg1MAReSOaWpuEcT/L/YwOubJ8ZWVDpblDtFgH1sQMN/0uXbmyrd1kG30sq4yvTJZ+h8dYXvJN9hIZ4+Bbit00ar/eOM7HoYXCeAUFHMUlTj7yvrMtIOlcJgkihuJ+MFmRaouMox+Xnh5UWrokmWOuov1asKV/vHZtt/ulqOMgLGv8JusPKWNmqjvRcwv2CYLxmmbDbOv4NPioLiqFSU5h8g2jT8+adX7FipaGhvuFhRXr1t3LzOSllB5smZfsw+i5rb76BMu6qJdXamAgG2vOw8yj3n4SwuxtOc6FnmzofZSJ+83hoZEBgkU7xIFiTTbn2PmU50Bm80E7dbiLNU1qTjwiPmVoliuUZjDDRpg2BrFbJTtYKUdW/bwUECye+8aRwH0OOSxCQLAAcrBLsLBbb7GKS7D1ylbh+dAj80di9XZsHTggLaBBiyNj6Xepri633WQ9fAGrbL/bNOl3mEzwSM2HE7fQ8b4euelHRb6x7E5KEbeVW/KTMoWFHVZp6mf5iZcI13Gx6CXUCMHw5s1ZnlywxVW1UB7Bys4eTNsF0HE57MvZYerNMrstIZuabttt9C4EYcUkD7D+cIIoOO3m27bIdpaZJQjDl0DBLGYvHP0HZnssszOOYSPFHrWTYZNMhwGYrndTD0VDb6KJ1S1IMhG+ZC4DMjKvSzH9P9zHxtOfW2F3ovhaC4JmEKmMAZYWOUZ5LmH226vDTWww+kwKkpjbZrltQMtSTIayVuD09zhMsPxsE3SIYIU5EtjnuMMiBAQLIAeFBGvzlc28iFIhpxVP89Zb5zluNd4SfW6Hgn6XamtTLdvWFJEDKVNYNA8YkWwycCCj1LXIqe5+RYqJVfhYpq8cdZst3Zn8CM1y6Xtxw9gO7qdQKaPjbDKdPj2LVGmqwVev99opFmwity4QzGldIPJ37m66+6Wo4yAs8c651h/uJFgRlIQnuNDuKDo50mDpcYadzs2FJHNnAAQxbDj1Km2zsayGHdGsX2TvQaY5jBQmXjDTEOFUtsNzw6XaKLE6MSQ9JCw3zP1KDm6ASGV8bmmOFMpzFd8umtDFHjTFkrJKc9xWqBylVtjRB97v5DqEORwXV8SZOKGiQy5T9Q0CggWQgyKCpWcucsfGETS+alQof+k1GgyN9OuEhnBy7coSYT8qTFACw8aY+g6pRBY4MvOE3c+UhQUfB0fZ3pwJCTRA/kSph0u5eEpN4StO00vF7gY7mXqmW4c0jdAWPM9mwYgTge6Xoo6DsGJGUQsx7iRYsykJP+BCOsIRbr7EeyTqCMGKVPYs4beN01bEpNqIBBhbMNadsuEesF4CKfuKahHiOYf51V4FJgo4EO14LTWdsoqsxGFDg/RJXERUeHtg5TMZT4Ucby+wQw4IFkAOCmewDt2yqro/b30+OGuwQvnbemWr+wsl9braJT2o1/lWIi5tmCrkKJM8hFkprfE91vFhMp7SL+7NWUmYzOlIKYlLrC0o+Y7fRJHFlZxTsbux6548qRDW7R6B2ilvUm3wMR8dpyjbJ6OP+8VJdQgrZoy9A0k6wg0VNITTSQmNlXhxHwzJ3EAoqmhMu33cSBylTHmRpbabqOJEz8whd3ul9nK/hLgB/GqYKSBYgQw71L5UxHFRlBs+GO8IwVoliE5MDNLmY0SNEdJuKxV4mqrCAwQLIAeFBKvogXWvdV1znXL523h5o/sLJfW6KpnBCpWIu912GjzwhNxyhtSRODIukBuKorg1yp9Z81E225TF9edGpiTp70jaBVP1EM7Ne7lzykS0bufbbZRk68kn7hcn1SEs4sbd7msC4ry5KU+6IeY4KwxSXwIktbXKBlQlb+heVn2bYcJ1QGst6b01EZKORvnatTZ1EGVLsIaZTUyJ2vmj3VpuwdfuMfa0SIjaBxF1Pwqir+O+CdfZBrObyc8pKuaEDWcZBwQLIAeFBCvlTgqJUv+iXrn8oe8/9+u56/V+zs1gMZZj+0QdL6TMITbO7SIcpyBlGRevbNchbwR1wui8K05Yq9/bLgHYdbiJyc/Yilg3S5frEBbr8BS3tgJxQ2zbwjnBY6RVcIjDr9Vc7mKM4BDM+coSUfgsJ5xfmh+vjYQi53mwqYPFlubg9mmmzw/GP9fYq7plKUysg7x8qgszWHO5mdEt3N1llufa/ULD2w8Ps8xI+ZC2dv6CDtsvCxAsgBwUEqxvuFNN6prrAlMDHe283G+p4ezZb0VfVyXjR386SrL1erYjRZa0i2yvF3AiFnZ9OLNGnzkesb+D4V2c7uK1yB7HU9h3Y197Vx7/nly4IFKssS7VqtPOl2qLwy6ko0QqYqgJKrxo+Jklrt0zrNzg5v0+D7XO45ePB2cNDs0OpYomsoDoGbA54Hm2zQxWZeYmljOlsdRevdlV+hQ6GVM4PCc8+IusRW6lJjKVaOBtURDG+wQTSO2f2Ii6xyTGT0IVxP8oE7EZCBZAFgoJFtb0PHTrkKPv0hcFX7S0OXaOuusoL48RfV2VfPv601F2Wq8dMkmlfMJcLefFDZAKjTTTKyx2D8AWPsiVfPJaJM6pRBaeXUj/dLN0uYiru3eLlGmTuwUGO2K58deOZzm05Ax3XPDc4IQHmXNVpNNaZDoKzXV1eh/LV+cq6sUMZ3Jzh+HrHR0jBl9z/VW8YC6T55Kl55yEq4fyTonpHN0JZtAe83UQtwWS1+2PR0Oh5VjxMetN/4FgAeSgkGCNyR+DAv967VeH+ywtNBiePr0i+roKd6uJOmuUldZr4VKaDNXop+xBPOf0TijsflOcAh1MYZ1YG9S1TOLKxIoUSZxz4guY53qn9a5trnW/mDmH8jViqy77Xa0E5xwhWG7e69CFXO/U3lqLTIfjpdGo3xpA+jo9q6O1LOxWkRMfXb6WWANlp6+EuvPkWdsdfO7XCsLokplRG8zXm6lJVuwmI8KXxLCjmfVjTCcIHeCO6ASCpTH+/Oc/a50FOSgkWF6s19RTU38o/8GJHkqTcom+sXYW4C3OGmW/9Vq4UUVm44xjx31ZnIvKJd8rXu+jOyZH+Y3rBIt8emJVjN9cSxA7X4OvJmLmBO4aDCIlSNHgsGfcmli8t3ek8bNO4pbNdCZWZFGk1iLjDpw9s5TuKmnrNnaryIkJe7oLihfrq9fZO/bUUWsL3x1QECyF2TmEWbCQiYo129lK4HYd9eE+RM3HhR21iQEES2N4BsFyxWlkzF0nfGkHKcitzXFXR22iKy+yc8rCLp7xPodlJjgeyyEFc8blJcLj1B57ou7m0PKrlHO/jDmHloYGYfYTUty6l5M4WtoXaZEBdzr2a8bL8dPKNTmx3v2orU2TmkmSr595LrfLAsETEziT/fKxHO1jv5tlP4wOH8Sk4470GSW9drmTs6M7xhQYCJbGAIJV8aTC/eW6cGGV8MVQMob50FEOOEmwnHMuzmGsVWw3i56rCOv4ctFuK6UMgU+x+FYlOxFPW566X8ycgzD7Bxw/BE0th2j9MW7nvIsr1J3fIWH7Zi7j5fiB5avKV/1y+RetpaZjce3abik+ITMfj97cX1xul2WCJ7pi81bK+Sho96DD3P9lXDaOMOwhaY6FFUiAYGkO1AB/FsNbb72l4lOioqL+wmHp0qWOZq+j+7XC+4UqllQ5HP0Uw07He4Usx3rYPX+Q1+90dK0KXSTLTFEWkuhdebmdYEVS+5KGqd2TXmu8pomkOQqRvM/WRmawG989dLBMLzLDJA1wsqq99B67nRDh4sW1pN9LS+tNd5syapo+3OKyi+0ioueewoRIaCXqOFOFCpU9HHVjj3D/N1uyESdLsOabAgPB0hhumMHatWuXv7+/kUNgYCD6qTwukg8nPukcconViR1Xdhk4N4PlTUcJcywu3Qt0aJWKuv5Oncg2wPEoLmZyuOUa9c671E5fE0lzFCIZj9dAYIgLZpkN2j3dPU6H5yTQpS+3vsMyc/Yzk7eHDN/lrzyRgzcPai07HYVbtw5JMQn57aXfufw92ddCqqwPVWCAqiPcyETu/xxOQnbLsqsD3EoiECzN4QaChdhVfn4+vkYXfn58o3kyMM1gdTDBmlY8rWPKbQdXrmx2YgarFx2FcXJ9UBOCNdKp6ShH9Z9c7Ex1FMFiFJhgdtRpImmOQngS3IEOfgflXSh3gJKGGXCDC8ZDOGZTvpySja/55iAl6s+cG5IzRGvZ6SiUlMySIhPKz6XAYj3RwaYxcd/F3Mk8idwTk5mtXzu8kuvi5hvsfpznpff1NWlf7ZFlV9gNNEUCgqUx1F0KFEXPnj3b2trwNbpAP5XHdcMMVkBqQPnjck00sZwgWGESBMshDXRNlns+d4rYud9kF22FNcmRHZfDcobZDeN+GXMCwownyBZKlcFDxgV2DlOfHeqi8Ivcj/sVybALGTbCen9MwRgv1qtXai8lSU0pnqK1BKkPetsgz8Uo/gwL5KZCHf0c9WEtlyFco4QwE2K0ERL2FyQFXlt32hx0KOkWmyIBwfJ88NpYSOn+JAsfx3fWOOfy7+e7sVZMcIJgTZEgWA5Zcu/oEVHUKTmIUK1YrjiafSo3PT/p5KR2WwPuos6H9Tn/8LybxcxRiGRcdhfhMLe3kec566DY17Iaddx6vzYn59n167h1Hr98jIZZ+dQM1QZtRUh12OUTCrfgRDhOsBiW7zE1WiMhOcBETzVfr7RLsLaaAgLB6hS4ffv2u+++Syu8qziz5eIMVuARd4lvDatWkRWC90oosf8ZzCNYlrliTV54h5z7qZLrTvmZQlh4FAaOrYh93PLYzcKmHHqdYKrxmFxxNDGR5WHO/EbvYtjPbV9wgcsbM2bn9jnyqfVJ76O1EKkMuwRL5qMxjHqRQ9QgWEk+GkgIPq9wwULzT6HxCL47YOJYQLA6Bf7+97/v2bOH0CB1wdPBQj+Vx0XyEfmTG2TXC7mT9Sc7ovgy4FnDUrIOYqPkznAL7au7BsFy3SS6+51ydY2c2px2xQQLu+evn7tZ3hTiYUnJmfnzWZpmJdtZVh7FOc3bq+s68xt9jGGH2yFYyB3sYz/ByoZKYcu+fvO6rrlOE8t/TuCPP+7m5g7LyOiXkRFkl2DJVMUI6tqfZfY50Tq2HvMXaSAhvbli7hxiftd2K1klhMOeOwlQM3QQu2q37CJ8+PChc7sIt4xykwTjAw3dCXxeqZKPMOJszDQwnNJGlOlaw130Cl2AU5l0ulyqKPJ/pVgx/4LxQrsYwdpzY49UlE5uIvKl0dhcV2fOrD09yP4qmWN1v7O73OYeZ32p51ouUuRioIE2ejIT9xkz8De5/PvofXLqckibRpdHI8+AtIDqpmrtJEspLl78SQmHcGgKvxen7uZo68xcxuwebPXwSVJF8BwL/xnp8xXWSQoQrE6Dv/71ry9evOi49JcuXeq0Haz4427q43R6dx+byiNYSjhBCI9gbegyS4Sh7n2cWnYpFfaDz1tN01F8f71Jq130jF4u5S5guEjPZVbbXYTKnZ/j4xaiIB2XH+UsX3yAVBZb/jYWs5P1JzPvZU45NQV7lhnLtJYs+8jOHqI6wQpGH9JONWUv6ggaVWRDoSIskecZjhKsZCBYnQbr168fP358a2ur1hnhA8nHYWeVsn0Nvo5GcXPpWNaHfiWU7Jjz4xGsX7y6CsH6wV0P8nL2sEVXHG5QsgTT+KoRXbS0tSDPPdclJ7HcLG9OwOBtevk6wnR1R7ipyogg+pQi11+e/LLj8qNcO018jNyuKLbdEJsub8IXpEv8/dHvWkuWfej1IueJuUiwIjajLz2bD564qjipTyB+GymucBVdaILprzdnMZVN4Ri74joBgtVZ0NGW3J0Gkg+Ws6/tqFyG5YRtvbzVoSjuN4V8+zZLvwwzFHx/e/EIVn9v047uA04eL+g213E22fukBmleOsYeVSquL3YiVmdAehCnH6x19Sp0m0/o7AfTMzEVMd5685iaW5fLC6BjFSSiwAU4YjxFcoxUENuJvC05u0RrybIPh5iEko9wrxRmZygTwlrnLHGf3zutt6I24v4n61QTVz+Dn90wg45by5i61/wyAsESoruUU11ggjVdTPLkl5zCMvoWPShyVOLdX8D6+lPkZVDCI7EOVjLLTOa+xpZ9y5n0TXL3AlzncT9nzBT1d+emRdRx221o0aUoNwiYi7i6Y4fey4t11zK90y6AO3Wu+PgUqQDB6cE/Vfw098xc1C2gck0+NZnhtJHuN9/vZVBkX0q5W6rXLWCZnSwzUHEUOYKFBGesrSXx4xaTpAyTHhzsn+qAtXfsZpyeobVk2YdDTEKhSsDChUxQmvVNDM8JRw9ChFtJ3O3hpv+rJqkmJ4vLFtsN0zfZtqQJQLDE0V3KqS4wwToimNpBw2e0rFyGGHzqmuscVbDQpIzkaK3BCnIYyJkXJxbGQ46aXyT3L4o56jpIDX/OzgChp797i+bviDaVTZ10hfPjXjU2po0K1lx+5B3WUKmtTZUKEFsZSxeqoaWhzFhW3VSNegkcYEj2ELUyQ3a9TVUcxaFRk3bZ04bhEgXoRV4EKYe4phai5AD0eh+H6kGhReLwOF1ounXOG+/kRZKgJG7s56b/MRPUERLUH56qP2U32Jgk52UDCBbADjDBYimBG8QymznKxXKbvKTksm+qyRhEwYMCh4RekzI+eFCIynLckXP35lm+2CIsdrC8u4gasupuyH6RXVTO6bE67UIEBOvMvHn45umZM3m3eHHdJWUuISO0v+YNLe9mcm/B+aMrgjPEuaDhrrjtzeetz30Mps+wgLSAsJwwdBFEDcBxV+JG5o10KCeDswZfv/4bfis3K47l9Ahq+DEQF+TuH3eVZ3J2yWw3io/DePPmtaP1oNBKyID9urB064IgfhxbwyqJ+9N40//vp6smtOwd+88dkOyMVADBAiiCkGCNsRUgKbn8oWg8io6+UB2SeE3KWF9/GhVkiSUPSoxbTuasuWyOYI74M2yQ6fQGtd75Luf6HxbRmJnJcVC35eFzgeTQ93m3eHHdJWVOoq2lJSc8nB2sfUPLOB1iQng6Jz60sqFyRN4IYZjbTbelykjCGF8ay4xldc11o/NHo5/eem/kk38/X3lOxnAN+upVI+6dyOaA/pn9BmaE0CF5E7rOD6LHzSLU0taCCx5zMabdnkk29++YdggZGYOcqIqtLLPDXgP5pOiGZgzgvX2olZU0rs8xZva3TP/f1BFarxRmb9Veu8FCTgDBUoTuUk51ISRYX9gKkOjCE/LX671xCusr1ysXetS34v327kRDw2WU4UWWPCghWItw8blfCUHMjxO67wzW9B0iBMuLO0bQbXn4jPoQzQkLa3eEYIkahOw8aKisRNlMWqx9Q8s4X5b5Fb8RKea3XmjdCr3aUmUckj3E2+A9PHc48bn7x122hiW2DJaULrGbB39umf4ry5hN1v1XcvvUUFKbL2+mw4+27btcGURf3L8vLBR7187siGoi0gEQljEzc4DC2rDbUl+XfCWshA2XNygUNi/1jm4TbrAQugFAsJShu5RTXRCCRTqj2XyCxe9JzbbOU6yrNgk3ExySezeX8dmz6yy36LmIOwAhQkEO/RCxSOGmrxgmKEG1F97NTvmSqIz7LF7c0OJKNxZkmq3JolsJNocj85qbFxcJ8IMXD9wscsrRdOcOyma8GpYVO9RttnQIONv+er7eNzaZIQoSRipAeE64bZPZpNyLZVZYriMs2x30el9LH2WdK6JjfakewcJppPr7tzTYmGhfd3GdTI25JBYdDNsCej14cPL+/TzaMz29j9ME65zxnGgluF9olazqRrgmG0CwAHIgBIuoLX9nK0C9LASLMK1IvN0mmcnJCauuTsTpBKQ6oAHq5jKSBQXs4lmlNhe8k5nvZ7i7U1DRrVIjkYDj4gRroRsLslV2soDX3F56foY753rNkycVRmNZW1vL9b17j6fImQvX8BQB3ySvEJYJ5xbj8GCMMx+aGUoHkz+kAateDc0dKhVgZK6cGtZKbv4Mv7NT9b44isHgTaZeSDq+FE9dQNWbl7PDJ02wkCscM4aXc5lsd9qTmnilw54tLQ20J+rbnSZY5Y/LyTX9XDeIq0mfz7LUoGO99DV6u1E2AcFShu5STnVBCNZIi8BttxWggZYeKv7CD4vOLlpWujiJultg6VivPL0y6eQkha+B+4tJl2inIyOWLplZ8jUTEt/hXUNHuFg1EulzXNxqkfINXIzLFCHeEYLV0NIgDOR+kZNHenpfLI2nTk1tNy14OWwIwEXXS5lhiKlbQ/QnyFwRk5oagPN//PZxHMDX4Du3ZK78uj+6K68bQCtB+6f609atRlgefZgTg6y8CBwlN3c49r916wBJJyTBatDyMPXR6OMiwRpoSTWE08hkmOa7d/ETw/PCpaqu0+5gFSVYPP/S0sVSZkjlBUbH6gjBCrBIC0ZQWodb1Hva8rT3YfO1d7JX6r1Uu1FWAMFShu5STnVBCNZWTvtqKmcCihYgcoTw1fsFKDz65qbvGgy96NRQN1r/ot6u7Qb3F5POs/KdRwxHsKat6KoEy65GqqIaOCHuP9eRRNa4loclsgSLtbdKiNydpjvulzoZEGnU672Ki6exnePAPqH7Ir7f5cubSW5Pnzbv2Uy12GtYfn65KhUSeyl2ZP7IqHNRLW0tUXv6MhwpH8bxJNOjLVu9fv99HonS3Fz38qWRTqRPovVjYDZlhnSyiwSL5U6JpgxlZQwZQh6aVJMUdzVOtPZUqRl1geSNLtfVqxuxf1tbS2qqHxbIs2cX5eVFSFWFvMDgg4MSqxPjquKqnlXRj+6drsjcqIzrZc9ELXrKqC3mMH7HdUqU66cDwVKG7lJOdUEIFjHZF2srQEHm14Y5dWM/Cv/wYbHUBxAG4ljeBjsHI5Q8KnFzMfHX2BzzW+rk0UBdzqmiJuUjQbAWU8vHMm4Ky2xQ0C/Lu2lCghXEDbpozOO2WFxcs4Zu7u/Lv+dF8Df4u1nk5MF7iTQ5KkfJMczj4/q0m9bj/HE+SyzWBwjBGpxlOqR38qnJKlbO7aSk+BAmwcpBreTm6tXtJNidOyeqquKeUaP4wHjrpx05G3s2YWkSLjXVJyvrs8LCz1lW8dExi/mzU0l3koLTg0OzbVZOVawTtSDVez96dIZ4oiotKppAPgAcIlh+Bj+pRw/LGeaixM5J7yMfAD3Fz6LSgK0TB+oD5aMMA4KlDN2lnOpCqOT+pa0AkWn2nzm7DHV12TIEq/FVI8/qcd/0vkKZ9jH4uLmYz5/fZ5Wpt2vufNXbrrhbjUR0yeLDcCTL7EgPIieiiLph1NjmSh5ihASLOuCCeNItHqIP4cWZcaYTGdfmvUR73C5mvVK8+qTZGa767mMypke2mxY0zYY9T52agvP/+s3rhFsJcVXWmRsVK6fh0iVTklT9ZKT34/4Gv3rViMM8flyObxUXTyMR18ZPx5nx40x7MBzNOiI9Our13hcurHnz5rWlUXylQvJdEnNu2TLRzIvWpIqV4yJsC2KliTU1J4i/weDX3Fx3+vRs0bLLL/fTe0V5mF0y20WhzS5fSRtRE61n7xPm/son2bTjdcuVLfJpDgCCpQzdpZyu40+2kCdY5ESUrVzf+uTJeRmCVW4sp2X3x4ofUUcs+qHs/lKjrM63dL5uHswccrtyxoXtVuGwNp8UV2kNdroU07eg0H82y+TmDvvqzFdSET9jrZMQLubksJBg0UJI+ZPmRoInTKeptcn9gicK06wMVYStbhezAUeZxaWyB4lwOzfvZWSg3BYXz8D5vHMniVcQfCSOvJK7ozCWlZmy8Ju1fqqq4nhhnjypwLdOn55FPF88a/h2vvesZSal+CROZ0uGXSHXZLtw/Pr1cwcG10Amc9AgYeZFKzPvfp6K9eM0WNZbquvm7SJst53Top38KQ6TiiZJPX3b1W0uCm11dSI5GEDUoaf4nzB/8q05YNJuHJQ1SD7NQS6wq7S0QCBYADkQgkW29P9sK0Nx3FC6FH0plpg6srNnl8gQrMsNl2nZHZ5n+ppZWrZU9E1wM0iGk5WZwtLEIZp77dqujH79XE9KpxLBCjns7SdmRADJSXb24Mx7mWE5YaK9GE9OXMmDiWD5MOxBbqnoN87PHsHCECblfsETBa9ytiqsCr1qkvb9D4y89Snf40zJ3Lk4twUFY3A+r17d5obKefP69ZUtW86vXF6W9c3ly5v++OMumWSiUVPDIuLV2HiD+FQfPWrO/jFFA6To0x0YYg8yqb6+DZcu0dGl6lPdKnIOdObPnVtI37p714D9uVm9ldgTn4HBc/1l5WpmCf9kBYIrT6/0z+wflB4k3Oer0JWXR7fb1nBwus25AujusDTziUypX3+JfoZlhcmnOUZ5c9u6rCwTvQaCBZADreQ+meNSSRLylJYWlJMzlPflzeukjC+NOr119mVk3kjk+bTlaWfobsi+blX21nWQ6891IoWRkaqkpgrBGr7Lb0CiiP88likqmkCqd4PgOFgVCVa8fGe3yho2Z/BgutGFSbld7kRAjGQSt11ZPQSmBk4rnqaKbITuZuRNBI9Zz2SHhuIMo0HXMqiEalJjd+4kFxdPq6hYIx/s+m7zqrhhrrecwMgSrAcPchwYaPebjoVubbKZGRWtT9XqwlmQRhQt+4MHRaJ3hfYa5GewIosipTKAPsZwmIA0G5s+8moGxHlZJjJpz5tNN3mVfPZa3qJvfNZ9wVyKNR2Oef3ZdflkF9hrYsrimo1L5Q6LA4IFkAMhWHadlKlfOjVEsHz1vkR2f770M/bPvp+teXfDppg1WMPVGJ86yCHyd/363op1cgYMlTtVCNasjX0PRzITBf5fpYXSe7hYbjmG93Ta6ZzNAOpYj9qVz2HWGAad1erVmPwxvNTcL3g8GI3lwvzvVVYVEbkRZcay4Yd7ud6svQ8zVc+qEGOTCrBxHpPRty/Os8Hgh/NZoOpSoHIYDOZB7ulTObv8j86cwdnPXK3ILrlUOkTnTJFLMj2Rji4hxlpabbh2bYtttvmZefWqsbR0CfJnOR0s4om+q3nllT/2ftWFVVJ5IBsjiNT5pfqhvyPzzVbQhuTKHQfeJ603nsgkPgM4E2i0Cgp+UEtDQ3Nd3ZvX5llP4byvb6p1kNppWy2C9vUW82S4WjKZZAOCBZCDcoJVWbnRbidV/6KeluOEWwn0XW3HOZJhFVXdnSYNUq7w9HLUiRTXFqqS2umsWa4nErP1C3yps9XEmnP8c2H10gF4cuLrQh52KhNRdoolhk5n8PN7+fBhZxA8HpqabgtzflBZPeBTk6W0jIMktkd4iUWZvMF0hnHjq0Z6ytmmfRPNpxK1c9MbWVmDc3OHvnhRr0mlGQw+uKIQPZUJ9qqxsXTJkuJp086lf2dXWjIyBkilIzVpIekm8+UqoVrkcAt16sIpyGhf0Xj69HJNDUs2Zl64sEZY2C9lRTTzXqZU4i1tLXuv742rihuaOxQHLnhQgG/l3MspfFCILsofl39V8tWPF3/kybxJIM/MwYHJxqmDNw+in+sr1lvkXJzCBqbZfEXwjlTaSBVNn+JHlzQ9PZhXdm4Bx1yTiHq2A8ECyEM5waqvP2mXYLVzFlCiy6P3XNuDPrVf22pOaNvXJB33WcRNCO9S6QwZmaHOaZectwBlVa1loJdGRWesYkfIos5gM+Ie+H07iz4sNzC9bM8ICzvej65eHosS2s4e7EJBlBIs1iae3tu7MwgeDy9fGoXZ3qdQ3mSVV8YkyZ2YSfhx70PM3gHM2WjzJjgpYw1zWaY6MVHbuiK4detQcfG08vKVCsO3tbVkZg6WF5V799KlogtHVrtONJ0JpyfwatWZwqsBJbkVoqSEbCQ0z+LkG0bNkd3mzNawdpNFAwTDGXSobqqWCkMS/Io72RBJ/plHZ/AtRMJQCrGXYvHpTMRKLTHBFZYTNrZgrNEyvx5ZaKNxwTtc/BuqWgy2xPrMmXn09FVaWkBj441btw7gn7BECLAP5QTrwoVVynsWUWjb0Xx3zLwpfUYHzDyp5WJyTF9pc0vmup7UrOW6dkeOpxjF2c1K2v0N79SjyoZKdqGpoXm6F/1SQ+jqxcIQarnbVyAnM5wtSLi0XqA8wWItCzfLzi3TUPB4qK3NE2Zb4RKhv8EfkW8pWs+z7mba+8kbC7mf/faZLmtTU3F+iJrw4F+Z6eusFHl9J6grV5CdLX7YC9HFzM8fLRW3qekOVjbNyQnjzMDaF7zXz8Xt1PPaKKmavw3TDWhsvK6wx3727FZtbSbZXFlXl4stCBJrWLVXskL3iYsfEsvtV7fLHElJgD6865rrjLZGYnkYkz8GMbDwnPDGV43oW/0GtZWBh4zaDJwBfCIW+TolR4nXv6iPyI8wv0EcK9LftR6hs4qqGdrol8Hg8+bN69OnZxCfjIyQFy/qyXbLnJzP2oFgAeShnGBJWeFT/qywXOuGjo4rkRSWpprtCA9zmbt0nJuVbzLqw1tpdc7Fh5gqWXn4/txGh2R2eWiWjbFE1BWyU23IE3bjCsfR1YuFgZyfM5KzI0/LyXfOFsQBdiVBsOh6CNVITZvgypXdwmwrtHQ/MGtgu2nOycaTnLWA/XUKVmNPlxwn+Xn4/OHSUvM+X99ksxETHWdiQ7tKUgHnz38vKiG1temWATJMYVJKBA/xNqnovMpXqXwOgGffSyakhU5ZtRizs0M5H9PaWXp6n5aWhn4CghWIWDvLrE3TzJbvzNMzh+UO23djH7recHkDI5geIwbbiFqwj0Uxi54d5wiWmWOdOTO/nTNmy/mbSTk+PPTy5Q3l5dEPHxa3A8ECyMMRgiXuHHrckOwhfqwf6tA7qDgyYLMGLeKWCOe4zF06zs09abKF8fTyZdeT2jfANGGuPDyZ1euTYbU/iU8TM11GMEs22YQfW2Sj74y75mm2adKnAhx3tiALHRJIG/0KEYLFaM0bampShdlWeCz3qIJRKAWekZHh1PXWOCZhjWkvMB0Gtex025MHT9/IobN0/M5x+u4w7jgpoR5010JTU3Vqqg2xyMoKravLRbdu3IhHA2RtbarCpK5c2ZKVNSQz0zolJqUFX1T0pTA6rxHdfwi0rZq2XLMKe3Whz5gNfLFMMlevpE6bmyGcHqt6VjXr9KxpxdPI6T2z9T7B3Hfgcar50tNDSksXcYzK5/Hj8yQ6YlSYXzY31/GeBQQLIAc3EywNQQ5/+KUDdKfUcj+c/R5lNXfoUNeT2jOFv8VGoRuQOYBcr69c344JFsMkfGYTbFCWjZVF3ImPsk1qpa2oeCU7lhPsfB2VSSo2yR7t61axE8BoPCfM82/SxQ9hGR+L6hU++G+owbqL0PsEM26TNfCxsN6mk4k5K1AxVArxLBN4zHTdN55ZWbKMt45z94+7vtT5obM5C2r5+SM1qiE10dr6/O5dQ0ZG34yM4Lt39a4k9fLlQ9Y8z2E6iEJK/EpLv7l06ec2qoYD0/lbNV0tlYNQ3l3n549JTfWjza9cvbq9uHjapUuxxOebFfwDAHDKJ0+KkMtOi/z80TTpxBepqb2qquLwtdC2rSiAYAHk4CLB0utNZgXaFKy7a47q6iM4zys6nic57daVrGhXiWBlLzcdi+tExPFF4/GRav0y+zW9Mhn4MfQyH5tL6/Qs+H0BXb24k/rJQl4HJJnODj+cTEnLdiZmAjN5pbhdeBkn1Je342ZYY5Ps0Qn2zezrXtGzQUtLgzDPW2VrIOrkxOCM4MFZg+u4D+iwNJvTQqxLhMlM7rBhpstfzcl+u4iZvNeiZcLpW6cGBraKaQs9uH01IdR/y3Bm14xBGcPCLsbEuL1iOgSXL29MTTUfpIjNVKoFg0Hu4MJ7tpvpeA369NVTFXNiFydPRqr4PRxXtpFXnMn6/gPSAuacVPM8yo7Gs2dVOTnhLKtLTw/KyAjBlZOZ2Q+vCSJXo0Bbvx0IFkAers9gKZdFbUGOqZ6lKYXiueDkAHqSacvFde1qLBEOYBlj9TWUFG2WTN7122++WHORb86xYOxYdOdwoE34dNtNWEQ/NIFl4lcz7AmzbGRlDTFdnOCOZ+aiDthr+qdLlmZatv46pyUzSJxgMVpPYgmzKr9+Oj53KB19RobN+Z7BFvX2sDjm5IQJ6HLnBGbzKub4VCYjJIT1NxkRQOzK4O+XPXiwzMbAV42NzXV1bS1d4GNJOWjrmrdsrca4iPLyFTKyV1DwOS+8thKIeMONG/Gv1Vid/HGNzecffRi864lrgvPnzU1ZVrbUaCzLyhqUnT34yZMKJXGBYAHkoArBUq7NoCEqK9fj3K7UmlTxnI61mkWIPm/+yHY92avlJhszP1b8KHpXSG6WzmXCtzETT04Ubtg5M3cuCrLDdolwZ9VOOkxaWqBVJBZZD2MmFoxYixHBOd8yEZuZ+YuYlVPEc+59zFIzySYFo29x9LVMRcV6xyTzKJPepw/O3uZrNspZ6y6s63iJk4RoboXL1uQY0Om26tgH9X3pwMTmSN94JrNv351DTPWGfk7ZPeCP2tqSWeYPiuojR7Qqr4Ygqz+//z5f9cRlNhjm5g7jBZ53ep6GBEtFIAGjCxIS3+ULhcYv3GrV1cdhiVAK3aWc6gLJR3l5dPpRRywXC5xe73v/fo79h2kK9P1KMqw5qbI6W6IzrXgazq2LyZqOlThvIlg5dTlKwgceZlZMNw/M+ffzeVV3NyUFhToQbBPlu7Lv6DD5+aOsIrGcW5BayRiWeBv0FoIVbo5KUlg5RVw/LHQn43eM8U5mwncwq75j2B0Mu950FiF6yqVLsZyhP0UHoZicxCohcnea77RrBFHb0DKts9fWOnbm3v70js7PWWYgd7Fo36jcoUM3R9jIUsHscSYrG3OYzCGmUKcmd6V1HNdRUGAWy4aGS/ZDOwiZw6FPnRI589j2De2qewgKIyMRx0JitnC+acV//Rhm9Eav/pn9Z56WPIWwk+P69b241a5d211XZz4o6b6gGxQFECzPQW5ublBQUI8ePd5+++2JEyc+tBiqRoiKivoLh6VLHdugh+XjRulvbIqXPllOq6Crz2Pdvp1Istp57GDFTLDhWKvKzUOpQhYlc/fa5dMoHfq8uV7H5OKivhJfxAk+3dpaWi5v2FAeHb12/7S+CeaDw45U28yIlJV9axWGWdbkz55anGYIYPdwpzVzpxUHH/j/7d17cBPV4gdwZu4wDuPccfzPucM4jjPM/cM/GP/ZPi2FVim0gFBB3iKi0l/lpaBQVLQXEVHhcgUE5FEVqFSgLZu+n7RQyqNQCPRBC4UCBWot0ApYaOF3kpNuNpvsZpOeZLPb72cyQ5Lubs6eHHa/2T171vKHuOyYH5Ol97Ghj8QVljEm6HPy+1j4i/BZly7tFz6rp6fr+vX84uJ4twErtlB6R2pfNTV3XI54Ei7/VUq+kcbUFPFfR9IlfMeRL6itqmpN6v9F85FjC8dWWC8jL93d25k3yXqJ5VpOq9HYNUH+15eUTCRx5+HDDl8s3xTtekjS7OxXnCeOy4sLhObXd2XWPgPCQ+9rRHJV71GrLeQl+Q+i/v8IApZxxMbGFhQU9PT0PHjwYNGiRSRs0fe3bdsWERHRZhUZGUleql+mpH3wu7wPWGazlqdd3Lp06TehqG9aNwch8rs0hg/nG5UIY2oHHeTWvOUQsPZe2ktL6/V1jnTGkIPchWOWY4qFLfa7QA5Lsx2jen2LtEih6dxXc7jRv4VPKJ5Q/afS3Uha7rWQ/f2uxl2SK9FI0CE1fOLER3V1m098skRY9vWGvJNFH/OJ9k/bHW35+Vtblr37l+UuV2HRMi51hK2oo3fa3j40dar44+rqtlZWLvzjj0rhnbKyN6Vt8qBlxjPffitMEzABy8V/n52SRmIdn4I01MkHghruXhDPfvduvfgM76g0jl9mya+XUi19jCRrV5Y207bL32Hr662LHpOsCGfx2nqHnWSOj5LbJAY7xyxJC1QzLGcAqt+6Vbwer/5m+dFF7wyoR6dO2YZMO+544Y4aCFjGRGLWwIED6XOSrkpLbcczyZPw8HD1y5EGrB84/ncvA1Zj4x5Wa+cLR7LeF4o63C/Rij7elB/EnCStiAMO96XJu5ZHS6t0qZ3TvUvFjxnWQYx2ZnBtZ86Q5dzuui38aexP3PY4S7hJD3UIWIv3zki19kA/sWQJk6ouGjeOLvtaDmHbr/NxDgVvPXqUJDkhFCZssufOpdbOKpvHcyvftRSYTq+yC5F4LGZ6BIs8mk226/MDOWDxjmUjdbLeGrNCeW734Vni2et7R00kj6kbQrdZx4W9VmQ7R09H2YjKtXU+O7l6GT1FWMnbbnty82a5Qtmu5+dXJyc3pKT4aN39jO47TaYQ4f56zFm+h1WyW8WSkvHiiZ3/w/qoVL72Z3X1pT17TGGWQW3NRelVbVUtTmNE6YWQwit6e2ioh4BlTGTHJRzBGjRoEMlb9Dl5Ql6qX440YHl7+Iq3XDgz03kctsCRt2ekyz2Zfx4qT0qev3Oelnb4b7LTCDekC8sIDt8n/avtmvwM7l6L5bsgWz3hT5+LDiMJAWt0wWjyM7q1oqKZ57tu32ZS1adWrCDLJjHrYUeHvZP7eI4Psuc6+lmpF1OXnlz69Wxu+Xx7v/u101yst/pPd2iWn1nmrVy0SPhrIOzb8vKiXP4PEp8lDOGDFvc+T8qLFs9+/vy6Yb1/OviB9VbcQUGFY8a0WDNW299t4r3djdJS8kWUTJp0p6G2ra3qzp0a5bIJ4Zi2H7179Og+WWvfpSvixGLrFyW/YRRPvLBioTEClpHU1f1Iu0WePbvG03kRsAzIbDa/9NJLly9fpi8l37FwZEswQJF4yr4ELN5yyZgHB8/87Mhm+xEsDQKW6IjU1M32fBOZEfpq7qvCn6rbbKfnwg+4Xk5cYdzEEtt9td75OZbnpN3kv07ndh7k+K+4x922O23Pz3771V3cB585LElIM74+sJ+fP5qnZ+uiuJwI+/0MxdOQlxM39MbHTMvliswClvUgVsk0+zXzAbJvc/nfZ6mobLHZYd9Zczl57DnxsXje+vqty3luIs8tLpv+1522mg0b6EzVyQzGecodbjm8awoK6uzdvIBbpLpUBqwnTgexgkX3pQFNeHrloBgClo65zEBlZWVDhgw5Yz0BRLE8gjWf47/pU8bq6mJzFIS51ooK/qAGAWsYz83NdN0hnew7D7455vUCe6AQ7vAQkik7AvuHx23Xe+82WQbrfn2Li2lif7cv6vHjbv5TawfnRZY/mkJCTMHBr6TbTk0uqFzg02ovKrLdYKR80eyGlJSyWbMsiWfSJPE05J3Ezy2FCd/PrZ/ser3Vf6K0Tf7G8cHcpX376F9D+BBhoRpeyeXy/84k0QpPs/QIWXT27Grn3tnkdzadnvyVvGw3m8l3SmaifbD6qDA2lhbBGEew/KP+p5/UBywixBQibtz+LzCItbebS0omkS2VFx31ELAMJT09/fnnnz99+rT4TUkfLPJS/QIl7SMr2HouS7yB+MQynhCfzlkuBFMRsLKzX/HRBTt91NnZ5P8jWOH0Rl37XQ+qSer61IoVa8xrnDe1DtObOPFgpKvOrOKb+fzr+XU7tpE3Nk3gwpxOFHKim8nfu9diW/FdXHbvmOwxGbZbXxe0FPi02s+dW0u2XBUVcx89kh3kkBQkM9hy5eBe6T1FbI/ssDD1n2gyvSJtlv+1R7T4gvhA2LeVlLzh/H8nSlSwiTzX0uJ66BPnH9x/t7WxykPn1q4tGjeucsEClwO+gxyFTWKOq7sgB0IjhL5DwDKOjRs3Dh48uLa2VvI+vYqwtbW171cRHl+40PJfvvdID58p2g5MUXsQS/gdQDINef634303tWI2r/F/wCKPzdaA5dxZKjiT235kJSlYxpUM+k5cQZxQWoUF/tr4K52mISWFvDF1nWiZGVxUmuVJaAYn3Eye5N3sTGtP881cuXWkb/KIOjiMzrKvaZ/fvwopt7V4bN48zxYoaZMH7QHrScDs23JzX5OUU3yYcx7P/fHHMZczXr2aSX7GZGeHNzen+7nMIIcX7gq13foFujuIJW6E4yvGO08AuoCAZRwK3aeSkpL6Mg6WgPwU5kND7QErXbQdeF1twMrPj2ls/OXevRu052BOTiSb9e8b8VBJ/gxYG6yfOGW7w5uhWaE/nfqB1DYpWPfj7tRLqVvrt4ovw0lrShubM5rjHY5djc4fvaBygXDur6eri2Ss6T/Yb4YTdsDy765XueyEGeJ1bzldWjhvbOGUMXRMdvIYxofTWfZc1P7aT7e1eE401IIaeXmjpc0y8AJWYeHrtGwmay8c8lNEKNVunsvNjZK7ZKSiIoHO6MVFT+Ajlu9tgn00XfsmVCZgheWEBUg7hL5AwAIlzu3jWGKicJ8Tfq/jrm4ax//M8b9Y76ermLHIPuPatRyF7Yv/FRaO9X/AmpJuPUXIc4kbHXpdvLMrjrd2JW4pLLzceXlK6ZT44vjzt88Lpf2zunr03gjbxOXvROVGxebHvn/kfRKwJJdD7xsXFbXHttjg3iOO5u+/d1kJwgA2kSbbwn+79Jtv610FtxVZu2GDx8uU7woTIDu2hoYdtGDl5W89sdyWeP00noswBb1XPlt5xhMnFtMZjx+3XB354NYt9JfSnIt269D8XPT2C5B2CH2BgAVKnNvHvRs37N2tvpTf7e1Ve0ArQALWkSPvOQcspeGmrMeZPE1UIRkOL9ceGGfaE5L1begbmxze//yLV+nT6pUrE44m0Dfnig5IVH/5ZVSqbeINNZZ48dkp23WAmVcyxet14pNPPljRuzrWgEVyW0ejw/0EhaHYSW4jj3azmS4tLCus4W6Df+pfgdt6JWX2eJnyjVB8UDAs24PeXcxdv57f3Mz3WEebVD8k5sOHHdXV/6mu/vLvv9uaeVtzJk/8UmRwzUW7dTyIVVu7VjILApYBIGCBEpftI39bjG278F/53d4nOgtYtbWbnQNWeLrsXn3OkTk1d2pCTZ5lLOGavinrucQ13O+9fYBmr7a9P61sWsu9lmOLP6RzXMnM/PCY7arA+ZXzhdIWT5jwRQL36q/cG1lxLfctxydmlM2whbZzDlvqR/fvFx3dQ/80aq9tKKW2KoedNHlJ36+YG4gnldxUapA31/o5N0LhNnzigBU4+7a6us2pPLcld8TFNg/SpHBIkjzxXdnALRft9ms3m0GHC1pNer01YT+HgAVKXLaPc8Xf2zYKmxT3fKoDVnv7Wf+vmsTRownOAWvmt0ETN0gPO9EHvQrv3cPvKieq4AzLbYnpc7KcTfGWm/rN+ywoPZQ7MIv72Dq4UToJT8tt0/yv5n9ksVXLltEF3K2v7+rp+v7c9yurV3Y+6hRK6zze41dnvqJL4F3d6qSxo5EU+PCH810e8mk3m+n7lQt8OyiDd5QDlinYm4GCjh+fL22HwbY93PV718UfsOviLqZr4z3JIOxqkOhMsjhpLZJIDX6mZgspmWW9eX0ABn3wCAIWKHHZPv7+u60k/82CnFGNNT8r7fwy1AasvLyR/l81CeEUjDhgRVoHTI9wusQv1BR69a+rZK7159fLr7/9EXYwJG3tAnrDGfLIHzmyYu7cz5Nfo68/OzC89MS+MOvtjsutNyohf3V5qElwYfv2pV9aFhdsCi5qsY3QvbV+a0pDisL9yx7cupXJr3snd+rSk0vvOw6LcLO8vJnnabf6QOOyUksmTaJPcnrvWOAp0owd2uF+192wNBwNSwL7Wv26dfgw+SXABwVdNZlMwh0LPnDYDD4S/YKiELD0DgELlLhtH+Lbm0gfo/V0ltB6PwRpwKKPYXyY5J3LnbZhrKeXTVfKVaKD/MIxJxIIsqy36PrkY9tfN51aJylMS1ERyVgnlix52CE7ZtjI/JF09tmH3fR6FptbMZcTHYHTBfHBqtNffEFq8tjCheT9hp07z65e/aC11fslOzbCrJAQ+r7ke2SzGn1G0jP5+jbXbda6INBXOdHRLg9i1dX9VzxZADZC8AgCFihx2z56urqyhw2TzRiqu7r7Z3UUtLVVOQes2PxYzno/PvoymLeNbz4sZxgdR2r12dVy6So8K3zZgTn0+SsHww7Pnk2ekmjVUlpKJ/k9gvuh9D/bL2zv8Hzk1RulpbH7bMNuLjq2yP0MvZZXLadz1fvy/mtsCZV6NCGB7ZKLiuId2mHvYA0fnfgI+zbwKdtPU8UtobgR7m3eq1VRwWsIWKBETfsgGavvB7H8sC5uCec0X+k9N9Tc0UzeX3xiMV2fUfmjhB7QwhEgc7s5MtvFEOOJRxNX7XmfPv84bea1/Hz6l9zISGGqzqYm74paNG7cpnhu7FbunZJZbZ6M1NrV00VKrqN0RVQkJJiCg7PDwv66coX5wl0GrCc4eAA+Ru9f5JyxxNME5vUWoB4CFihR2T6KJ06UzVg6DFj0ceeObdyphrsNI/NHxuTF8M08XasRuSPEh52i86I5Xno/wbkVc388uY4+31i5xnI/st4/Hlu4sHHXrj8d72jkkdIpU+iiHty61dfV7t8QsEArtvaV7rDZqapyuNAE7VDXELBAicr2oXQQaznH79RBwLKMGOQ4Mk1j7z1nUhpS6Mpsqduy9ORSkpyKHG8D57zas8tnkzSWdDKJvvzg2AcXd+8W/t6QktLH0t5raSEF/uOY65ulgHoO7XCFvR2KL5LvftytYQnBqOR+hYqnQcDSNQQsUKK+fcgGLHXHsXy6FmpYRgxyDFjCvd62X6D3D+O21rseTGh9zXqSur4+9blkUxiTFyMc8epsasp77TVLuvr558fdbHbYNXdqqtqqsPvvi3Pn1oi/dOFKruGm4cK3OadijraFBEOybx73OWx5Llz4QZhGsiXVsLTgBQQsUKK+fdAr42Qf6W4C1o0bpXV12zp770Dsf3dqakTlCSLlEf5Ud6duQtGE+OJ45WHNq6uTZ/FcDM8tP2obrvOtsrfo+o8tHMu8wPsv76cLT72Uynzh/Ypc1seODXzKJL4EW6YRxhTEoB3qFwIWKFHfPh53dysFrHd10BlLXIzr1/OF97fWb1U+gkWZzd9K5m3qbIoriBuZP9J01cS8tCpLBW4hYIFW7E3sfZwlNCAELJAa4Ej9jG7OErq7AzR9ZGWF9sgPlek7TWlp4mI0i8ZDT2tKo+tAnigsgRSbzEXSVXf3/dLSKWQhZ8+upmfxFAb/9L7AnU0LKhfMrZirr0sCAxACFmhFrh9FU5P9/gFoh/qFgAVKPGofSgNi0cdbqjLWoUMzfLdGcs6uWsUfsBUgJ2fYQ8exqaqtt0F229vp6l9XSZy6dbeBLmdLQUyIydJXemPtRl+WHfrkwoUfxM2vvt422CN2bOBrfHCwvZU59AG13z9AGH4P7VB3ELBAiUft42FHh5uApaK3u/UgVojv1kiO+bvvhK6m2dmveLGEjocdUblRZCWnl07LKxpHlrOh/B262snVycwLDAw5tMCDtt2Y+E7e2hYPjOpqQYHc5lGYZuHxhcIUUdke3IkSNIeABUo8bR9MApYmPbEswzSk9SY8U7gXS2i51yKs59wKSz/3Ww9u0bN4Fa0VrMsLLHV0XHBufhE5EQhY4GtuA9YTHEzVLQQsUNJ/AhaRt/Q1PtPy6SdyF3sxe/fj7vjieLqe5Anz4oFPOfaAOfAEezXwC4ezhAhYxoKABUr6ErBM4g2HHgLWod7h0W9VeHnAqfrP6oisiJCskLXn1rItG/ia81lC8Y1KtC4dGNb9a9dkumHhegvdQ8ACJZ62D/HILl23b+fFxUkD1prADViFs8fySzg+kbtRUqJJAUBDzscP3i57G3s18AP75vE9BCxDQcACJZ62j9wRI4RNAXnZeeWKNGCN4OhpuAAMWPm/jqaf3lzNu58aDEfSAituVggNd2rpVK1LB4blthuW+EJC/iq2TrqBgAVKPG0fwk2Is0JDycsHt265OEs4w/1xLN+sjRvl5e/QTxdukgP9inMLxJED8APx5vHw7olCI8zJsQ3WMK9injBFkGgEBwhwCFigxNP2UZmYSLcD2cOG0Xdke7uTjLUrsAJWQU4c/fSzZ7/RpACgLQQs0ERzaqrbg1hoinqEgAVKPD6C9eabQg93+k6O6KShi8fBQAlY9ZlbhIFGz5z5yv8FAM05NkLLcQLs1cA/ELAMCQELlHjaPorGj7cFrBDbYKHd9++XTpkivC99OPbHys8fW1w8obHxZx+sihsVqXNtxdjDNZdk+r8AoDl+Vqhk34a9GvgHApYhIWCBEk/bR/1PP9GNQEm8dCCouxcuXNixQxqw9jtsTU6f/g+7snum7vgWWzESuGYe3Uj7oz+OH5fs28L4MOzVwA886ue+rHaZhkUF9RCwQIkX7aPr9u17LS2Pu13ftk8asJY7bE1KSib3ucjeu3h496Hl0ysXzifl17AYoCHJvu272u+ExppwOkHr0oFhZYWEuOw40dJSQCf45vQ3OIilOwhYRtPe3v7CCy9IvtdPP/30aaukpCSPlsa8fbg4S5hh35ocOvQW248D8Aj6uYNW7A3tNZwlNAgELKP56KOPVq9eLf5et23bFhER0WYVGRlJXqpfmj8C1hf2TcmNGyVsPw7AIwhYoBV0wzIeBCxDqa+vf/HFFx89eiT+Xkm6Ki0tpc/Jk/BwD+5kzLx9ZIWGSgNWBMcncRUVCU1N+9l+lhcePLhFHlqXAjQjPjtjMuFCQvAftwFLfO8mc7tZw6KCSghYhjJmzJi0tLQnjt/roEGDenp66HPyhLxUv0Dm7eP8unUuLydk+yneaWhIwUCj/RyfEIYLCUErygHr3O1zQlMM5oM1LCeohIBlHGVlZaHW8dOfOH6vku944MCBkhkHKGJezuzw8MAMWEezbSM1NJz5ReuygDZqNm1CwAKtuOzn/uef1cIEaI36goClY5IMNHTo0JMnTwp/EiYLqCNYxOkVKwIzYBXOj+N/4fid3MlvPbsUAIxEErBC+BChmV6/f13r0oGR2TeJO9ANywgQsIxD7uCTpA8WeenRMtkX1FVXd198iqfKZsyghTm/bp3WZQHNiHdsdXWbR+WOEprpG8VvaF06MDI+KAj93I0EAcuYnK8ibG1tDYSrCCnngNXT1eWLD/LI1RpT/p6YgtSxnXeuaF0W0AwfKd23Ya8GfoOAZSQIWMYk+V6TkpICZBwsyjlgtRQX++KDPFJZOZ9uzhobf9W6LKAZ530b9mrgN8oBS3zCWsNCgkoIWKDEbwHryMKFvvggjxw6NI1uzs6fxynC/gsBCzTksp97d/d9YQI0RR1BwAIlfgtYws2hNVRT89/e8U5LtS4LaIYPCUHAAq3Y29pG6ZBs1PXO60XXihruNmhYSFAJAQuU+CpgiftyBkzM6unpamurascIfv1b5YcfImCBVtz2cwcdQcACJT5qH3cbGlwGLPIonjjx0f377hfhA01paaQAWeHh7WZkrH4NAQu0cnH3bgQsw0DAAiW+ax9yActyHEujURuqk5NpAZp5XpMCQICQ7NjEtyjRumhgfAhYhoGABUo0CVhaDYt1JSODHsG6W1+vSQEgQPBT7Du2rKxhCFjgTwhYhoGABUp81z7K33470AIWACXZt43JHyM0zQ11G7QuHRicywsJtS4UeAMBC5T4un0gYEEAkgSszkedQtMMEl3PBeAL9i3hJnsjzMmJ0bpc4DEELFCCgAX9EIbCAg3hQkLDQMACJQhY0A8hYIGG+LAwBCxjQMACJT4PWMHBzukqPwYHw0FLVZ9/joAFWrlZXo6AZQwIWKDE1+0jZ/hwF8M0BMCo7tDPIWCBhhCwjAEBC5T4un3crqlxcYowONinHwrgFgIWaAgXEhoDAhZIDXDk649zDljZkZG+/lAAZQhYoCF7c8uwt8Pq6qValws8g4AFSjQJWN0a3SoHQMBvs+/YTp36BAEL/Mne3EbhLKGOIWCBkgEAAADgFa334X7SX9aTOSZNhFU7M15hWC0noArDajkojK+XE1CFYbUcFMbXywmowrBaTkAVRnf64zozYby2G1CFYbWcgCoMq+WgML5eTkAVhtVyUBhfLyegCsNqOQFVGN3pj+vMhPHabkAVhtVyAqowrJaDwvh6OQFVGFbLQWF8vZyAKgyr5QRUYXSnP64zE8ZruwFVGFbLCajCsFoOCuPr5QRUYVgtB4Xx9XICqjCslhNQhdGd/rjOTPTP5qIGakYBKkcOakYBKkcOakYBKkdz+AK8hLYrBzWjAJUjBzWjAJUjBzWjAJWjOXwBXkLblYOaUYDKkYOaUYDKkYOaUYDK0Ry+AC+h7cpBzShA5chBzShA5chBzShA5WgOX4CX0HbloGYUoHLkoGYUoHLkoGYUoHI0hy8AAAAAgDEELAAAAADGELAAAAAAGEPAAgAAAGAMAQsAAACAMQQsAAAAAMYQsAAAAAAYM1TAKi4uHjFixFNPPfXPf/5z9uzZra2twp8+/fTTp62SkpLEswzoJVmU3PQqJzObzdHR0YMGDRo8eHBKSorc7C4/fYAjt2uthjFqRv3sHjFG5UiazTPPPON2xd0yRs1cvnw5NjZ2kBV5cvHiRbcrroYxKqe9vX3q1KlkLZ599tnk5GS3a62GvmrGi9L2hWEqh+0eyqgMVTtk61lQUNDT0/PgwYNFixaRlkHf37ZtW0RERJtVZGQkeSmZUdJK3E6vPFltbe2LL76Yk5NDSkJa5Lx585SL7bynVL/KKhmjZjydXSVjVI7YunXrmOwSjFEzQ4cOXbVq1SOrlStXvvzyy+prQIExKmfmzJlz5szp6uoia/Hee+/t2LFDfQ3I0VfNeF1a7xijcuRKBRKGrR3SJgYOHEifkxZWWlpKn5Mn4eHhkoklrcTt9MqTzZo1y6ODK34IWGL6rRlPZ/eCfitHvApk03nz5k31i1JDvzXzj3/8Q/yS/BxXvyiV9Fs5pDbIvpM+J0+c96B9pKOa8bS0faffypErFUgYtnZINhc2FoMGDSKNgz4nT8hLycSSVuJ2euXJnnnmmR9//PG5554jG6+JEye2t7crF9U5YJElkKb873//m/zgVp7XC/qtGU9n94J+K0ewY8eOhIQE5Xm9oN+aiY+PJ/+PeqySk5PJS+XZvaDfyhEHrK6uLrlP95qOasbT0vadfitHrlQgYczaMZvNL7300uXLl+lLSSNwG8PdTq88GXlffNR96tSpyqWVa6P19fWjRo1asmSJ8uwe0XXNeDq7p3RdOQKSy2tra5Xn9ZSua+batWsvvPAC7S9CnjA/tqfrypk+fTqZ64EVeSL36d7RV814Wto+0nXlyC0fJAxYO2VlZUOGDDlz5ozwDqsfB5JufXKTkSfiH4XCKQm5XoEKbfTu3btPP/2021VWSe81Izc7E3qvHGr//v3Mj9DovWaio6NXrlwp9MFiexZM75XT3t4+efJkMtdzzz23ceNGJtdGUPqqGS9K2xd6rxy5UoGE0WonPT39+eefP336tPhNyXlo8lIyl6SVuJ1eebLIyEiPjrr7J2AZoGY8nV09A1QO9fLLLx8/flx5Ro8YoGYkP+4ZHoowQOWIpaSkzJw5U3l2lfRVM96V1msGqBy5UoGEoWqH/AIbPHiw8/kReiVFa2urRxdoKEyvPBnZTglH3efMmeN2myX59FmzZjU0NDyxntoYP348k/40xqgZT2dXyRiV88R6TTXbrrjGqBkSOpOTk4U+WKyuIjRG5SQmJpJlkprJyckZMmQI3fL0kb5qxuvSescYlSNXKpAwVO0McCL8KSkpSXmIEZXTS8hNtnLlymefffapp56aPHmyQv9Bl59OfjEMHTqUvPzXv/61ZMkS4XdGXxijZtTP7hHDVA7Zkubl5alfcbeMUTMkNNCxfAjyhEmGcP4snVYO2dHSns7R0dFms9mjGlD5QQFeM16Uti8MUzly74MY6gUAAACAMQQsAAAAAMYQsAAAAAAYQ8ACAAAAYAwBCwAAAIAxBCwAAAAAxhCwAAAAABhDwAIAAABgDAELAAAAgDEELAAAAADGELAAAAAAGEPAAgAAAGAMAQsAAACAMQQsAAAAAMYQsAAAAAAYQ8ACAAAAYAwBCwAAAIAxBCwAAAAAxhCwAAAAABhDwAIAAABgDAELAAAAgDEELAAAAADGELAAAAAAGEPAAgAAAGAMAQsAAACAMQQsAAAAAMYQsAAAAAAYQ8ACAAAAYAwBCwAAAIAxBCwAAAAAxhCwAAAAABhDwAIAAABgDAELAAAAgDEELAAAAADGELAAAAAAGEPAAgAAAGAMAQsAAACAMQQsAAAAAMYQsAAAAAAY+39aamCkwHf40wAAAABJRU5ErkJggg==)
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