Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Connor_DiMarco_071923_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 17, 2015 |
Start Time | | 2015/03/17 00:00 |
End Time | | 2015/03/19 00:00 |
Key Words | | Sawtooth |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -4.84 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.74 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 113.20000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Connor_DiMarco_071923_1 |
Minimum Dst Value | | -234 |
SW Source | | OMNI |
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,iVBORw0KGgoAAAANSUhEUgAAAyAAAAGQCAIAAADZR5NjAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAV2VkIFNlcCAwNiAwOTowNDoyOCBVVEMgMjAyM37uJSoAAAF9dEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsNDAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiZHN0IGZvciBDb25ub3JfRGlNYXJjb18wNzE5MjNfMSIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAxNS0wMy0xN1QwMDowMDowMC4wMDBaIiwgIm1heCI6IjIwMTUtMDMtMTlUMDA6NTk6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MjIsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJkc3QiLCAibWluIjotMTI1LjIyLCAibWF4Ijo0NS4yNiwgInRvcCI6NTIsICJib3R0b20iOjM3NywgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfVjunx0AAAAEZ0FNQQAAr8g3BYrpAABBVElEQVR4nO3df4iVZf7/cUGHaZjEhBAJEYkkl1pMDKnFZCjZVlwxscLCZCgRh5SPsVnuMPWN/OCuhFSILctKybc/lu+n7yJ+JQYxVIzqUx9hKAkRd5nQXFOHxJVlkEnO97rnOl1zneu+z33uc+b+da7388FhOOc+97nPdc0151yvue/rvu4pFQAAAKRqStEFAAAA8A0BCwAAIGUELAAAgJQRsAAAAFJGwAIAAEgZAQsAACBlBCwAAICUEbAAAABSRsACAABIGQELAAAgZQQsAACAlBGwAAAAUkbAAgAASBkBCwAAIGUELAAAgJQRsAAAAFJGwAIAAEgZAQsAACBlBCwAAICUEbAAAABSRsACAABIGQELAAAgZQQsAACAlBGwAAAAUkbAAgAASBkBCwAAIGUELAAAgJQRsAAAAFJGwAIAAEgZAQsAACBlBCygAFOmtPjRO3ny5Jw5c1p+OQAgH3xNAwVoOSE99NBDJ06cSLcw7YJYCaCN8IUFFCA+K8Q829nZOcm3Pnv27Jo1a7q7uzs6OlRcO3jw4CQ3mKIp46ZOndrV1bVw4cLt27f/8MMPkaupZ52FixYtKiSBDQwMdI/r7+83C6fUmjFjRvgpeyM//vjjs88+qxp35syZb775pll+7NixRx99VC2fPn36888/f+XKFbO8p6dHL9+wYcM///nP+EJGvimATPF5AwrQcsCaZB/5j3/8Y+7cufv3779586Z6ODQ0pPr1yWwwXaZ2t27d+vbbb1V2mTVr1vnz58OrqWh49OhRs2RwcFAtyT9AqN/ksmXLRsapxKMehtd5++237eylOUVVIWnjxo2qUUZHRzdt2vT+++/r5StXrlTVVL8Ntfyll15SYUsvf/zxx48cOTI2NqaeUttfsmRJktISsIA88XkD8qD6zt7e3s7OTpUY3nrrLdPVqWTwy1/+Ui2fN2+e7lbtPR/ORpynVKfb19end5+oO+qhWW3v3r2zZ8+eOnWqswVVhn379kWWMGZrKjeoWNbR0bFo0aKvv/46fnkLpbIr6Cz54x//qMrsPKvuHD58WAUas9rSpUsPHTpkVvj+++/Xrl3b1dWlyrZixQqz4ydchldffXXGjBnTp09Xy+PLH0mlK3PEVt1RxXBWUAHo7rvvDu+Hc2qq/gDMG6k7Jkg5m1LViSxGwv2aBCwgT3zegDyojnzNmjXXx6k7pqu788479Z4YFQK2bt2qFybcg7V9+/bVq1ebbaqHZp0NGzbcuHEj/HIVJtTKkVuO2dqzzz47MjKiOvg9e/aYnSX1lrdQqsjaaWojKv04z+o7995776lTp9Sdzz//XN23V7jvvvvUQlWwsbEx9Zu3I5pdhtdff13FL1UFFX/VavHlj6QynHoXfV/dUQ+dFVRoVimtYU3tgKUKE95OZTyLh4OXetN333135cqVMYWs96YAMsXnDcjDXXfdZQ51fffdd6armzt37t69e50xNAkD1uzZs9WmzDZnzZpl1lGhIfLl9XaBxG/N9P32TpR6y1soVWTtwmV2Ataf/vSnp556St1ZtWqV2fkXfrkqmx3R7DKoRjFFbfh7SFLg8K9XJb8zZ840fOH69es3bdo0Ok7dCW/n9OnTKjU6pdX7MlUJz507F1PIem8KIFN83oA8OH2befj111+rlDBjxgzVEw8ODkauXG879Xr3mJfH7MFKuDUn5TRcnqRU9cqgqDxkRog7b6GS05w5cw4dOqR+6t1IZoXPP/982bJlXV1dZtR8fJljFsZE0kqjPVh/+9vf1q5dm6SmP/7447p16zo7O1W827dvnz0ovjI+N8f8+fPNQVibetO33nrrV7/6VUwh670pgEzxeQPyUG8PlqE6UdW56vvJ92DZ27T3FdV7eW9vrxls5Ei4tYYBq4VShTdi7Nq1K3IMlr6jskV3d/eePXuc5SpyHT58eGxsTN1XP+uVud4erMjyR3LGYKmH9rOLFi366quvEtbUOHDgwIYNG8zDgwcPzp07d2hoKKYY8SkwyZsCSB2fNyAPegzWjXGrV682XZ1KD7qPVwFr5syZeqEKDZHTE1Rq+0gzrktv0x7tVK8Y+izCP//5zzp8nD59ev369U1trWHAaqFU4Y3cunXrzJkzAwMDdtyp99bhl6vfpBnZpipY74V6DJZaxx6DVa/8kfRZhGoL4bMIjx07Fh7zHi6q9uKLL6qNqFoPDg7Onz/fHPLbt2+fCovhg4x9fX2qKSvjY9T6+/udYJfwTQFkis8bkAfVhW/cuLGjo0P1/fZZhP/1X//1i1/8Qi3/5S9/aQ4Rvv32252dnQ0PYI2Ojm7durVznOqh9cwLlUb96NmzZ/UZdlOnTl28eLGZByvh1hoGrNZKZdbR1GsXLVqkso45ATDmrcMrqN/k3XffrSqo0qTKKDEvVPlJxVnnLMLI8tej8k14HqzK+M6tI0eOxNRR0wsPHDigoqR6x+XLl6vUW29ls75qtYULF6qH6s/Jnh+rnsiNAMgUnzQAAICUEbAAAABSRsACkLfOKEUXKk5bFLgtCgnIQcACAABIGQELAAAgZQQsAACAlBGwAAAAUkbAAgAASBkBCwAAIGVSAlZ4QmQAAJC/ohNBTsTUU0yLAgBQWnK6YzH1FNOigT//r8riKcFPAADKRE53LKaeYlo0oNKVvgEAUCZyumMx9RTTogECFoBkPv3003nz5hU3Ggdeue2229atW3f16tWYP7kpYrpjMfUU06IBAhaAZFS6+stf/jI6Olp0QeADFa127NixYMGCmHXkdMdi6immRQMELADJqO9G0hXSFd/hyumOxdRTTIsGTMC6OFx0UQCUmqzvRuSCgKWJqaeYFg2YgMWJhABiyfpuRC4IWJqYeopp0cAbvQQsAEnI+m5ELghYmph6imnRgJ4Hi4AFoBFZ340hwqufEQKW5nM9ndNHiy5OjghYAJJJ5bvx7Nmza9as6e7u7ujoeOihhw4ePDj5baZFf/9PnTq1q6tr4cKF27dv/+GHHyJXU886CxctWlRI3zEwMNA9rr+/3yx0erQZM2aEn7I38uOPPz777LOdnZ0zZ8588803zfJjx449+uijavn06dOff/75K1eumOU9PT16+YYNG/75z3/GFzKmbyVgaWLqKaZFAwQsAMnUfDf+NFb5bLBys7mTCv/xj3/MnTt3//79N2/eVA+HhoZUv55uISfDVPDWrVvffvutyi6zZs06f/58eDUVDY8ePWqWDA4OqiX59x3qN7ls2bKRcSrxqIfhdd5++207e2lOUVVI2rhxo2qU0dHRTZs2vf/++3r5ypUrVTXVb0Mtf+mll1TY0ssff/zxI0eOjI2NqafU9pcsWZKktASsGGLqKaZFA+8NELAAJFHz3XjqePC98cjtldfWV748GuStBHp7e/ft2xf5lOrC+/r69M4YdcfMB6HeVOUGFcs6OjoWLVr09ddfxy+P2c7evXtnz549derURBUc98c//lGV2XlW3Tl8+LAKNGa1pUuXHjp0yKzw/fffr127tqurS5VtxYoVZsdPuAyvvvrqjBkzpk+frpbHlz+SSlcnTpzQ99UdVQxnBRWA7r777vB+OKemnZ2d5o3UHROknE2p6kQWQ708ppD13jRmYcJnfSKmnmJaNLBzIwELQBLuHqxPPqr87onKw7cFXyAr5lTeebny99PxW1Bh4vr165FPbd++ffXq1dfHrVmzRj00b/rss8+OjIyoDn7Pnj1mZ0m95THb2bBhw40bN5JWcJzaiEo/zrP6zr333nvq1Cl15/PPP1f37RXuu+8+tVAVbGxsTEUoO6LZZXj99ddV/FJVuHnzplotvvyRVIZT76LvqzvqobPC+++/r1Jaw5raAUsVJrydyvheunDwUm/67rvvrly5MqaQ9d40ZmHCZ30ipp5iWjTwypMELABJRH83Xrta+b9/qvQ+VP0meeaByv9+qzJyKXIL9XaBKLNnz/7uu+/0fXVn1qxZ5k1N32/vRKm3PGY7Ksq0UEH7He07f/rTn5566il1Z9WqVfqYWuTLVdnsiGaX4a677jJFbfh7SFLg8K9XJb8zZ840fOH69es3bdo0Ok7dCW/n9OnTKjU6pdXDqlQJz507F1PIem8aszDhsz4RU08xLRrY1EPAApBEg+/G8+eCIQer5lW/Urb+pvLxh84grZg9WPWygrPcSTkNl9fbTpIyKCoPmRHizluo5DRnzpxDhw6pn3o3klnh888/X7ZsWVdXlxk1H1/mmIUxkbTSaA/W3/72t7Vr1yap6Y8//rhu3brOzk4V7/bt22cPildOnjw5f/58cxDWpt70rbfe+tWvfhVTyHpvGrMw4bM+EVNPMS0aePp+AhaAJJJ+Nw59Wtm1udJzR/DFcvKw/Uxvb68ZbORQXbsZTu7seYosQ73lCbcTKbzOrl27Isdg6TsqW3R3d+/Zs8dZriLX4cOHx8aCcWnqZ70y19uDFVn+SM4YLPXQfnbRokVfffVVwpoaBw4c2LBhg3l48ODBuXPnDg0NxRQjPgXGvykBSxNTTzEtGjD/bhKwAMRq7rvxp7Fg8Pu/a8Y86bMI//znP+vwcfr06fXr1+unXn311TVr1ly/fv3GjRurV6+2x05FlqHe8oTbia/grVu3zpw5MzAwYMedem8dfvnMmTP1OYZXrlxRFaz3Qj0GS61jj8GqV/5I+ixCtYXwWYTHjh0Lj3kPF1V78cUX1UZUrQcHB+fPn28O+e3bt0+FxfBBxr6+PtWUlfExav39/U6wS/imMQsTPusTMfUU06IBPUBV3fZsK7ooAEotle/Gs2fP6jPspk6dunjxYjMP1ujo6NatWzvHqf5ez+MQftOGASvhdiJN+Zl67aJFi1TWMScAxrx1eAUVU+6++25VQZUmVUaJeaHKT93d3c5ZhJHlr0flm/A8WJXxnVtHjhyJqaOmFx44cEBFSfWOy5cvV6m33spmfdVqCxcuVA9VlLTnx6onciP1fifJn/WJmHqKadFgeIS5FuErTxZdGgClJui7EXkhYGli6immRSuXL0wErGceKLo0AEpN0Hcj8kLA0sTUU0yLVs4OBdHq17OrEwYmmyoQgEzefDd2Rim6UHHaosCtFZKApYmpp5AWNRfJ2dRTPd/n8oWiywSgvKR8NyJHBCxNTD2FtKg9+kpPEnjqeNFlAlBeUr4bkaNp06bFPCvnT05MPYW0qAlYb/QGVxNTdw7+pegyASiv22+//dKl6CnagRb89a9/tS/pGCalOyZg+cYErL07Kru3MBUWgHi9vb07duwouhTwhEpXd9xxx/Hjx2PWkdIdE7B8s2TaxBSjejwWAQtAfVevXl2wYEF4biSgWdOmTevp6dHTscaYIqQ7JmB5xYxwJ2ABAEpJRHc8Tkw9JbSoSVfqtnsLAQsAUDYiuuNxPtfT2XtZdHGyZwesp+8nYAEAykZEdzxOTD29b1F7AndzlJCABQAoE/+745+Jqaf3Lbp/JwELAFBy/nfHPxNTT+9bVMepV54kYAEASsv/7vhnYurpWYteHA6Sk30ZHBOnCFgAgLLyrTuuT0w9vWlRFa1MhFoxZ2I5AQsAUHr+dMeNiKmnNy1qRyh1uzlaXb52QfDQHolFwAIAlIw/3XEjYurpTYs6Aev4wWDh+XPBHO7qpu4QsAAAZeVPd9yImHp606JOwNL5Se+4WrsguH/qeHBf/SRgAQBKxp/uuBEx9fSmRSMDVmSWImABAErGn+64ETH19KZFCVgAgLblT3fciJh6etOi4YB1cTgYfUXAAgCUnj/dcSNi6ulNi+rYtGvzRMDa1FOzN8vQA7Oevr+YcgIAEOJPd9yImHr60aJmEiyVpZxdWeGAZZ9aCABACXjSHScgpp5+tKgJVXbAeu7B6p1nHnDXN5NjAQBQAp50xwmIqacfLWpClb5UjrMH643e6PUZhgUAKAdPuuMExNTTjxa1A5MTsPbvDFJXzPoAABTNk+44ATH19KNF6wWsU8cbrw8AQNE86Y4TEFNPP1o0MmDF5CcCFgCgTDzpjhPwuZ5TahVdnDTYgclc15mABQBoE550xwmIqacfLWoHJnNd59fWJ1ofAICiedIdJyCmnn60qBOYVs0LHr7zctL1AQAolCfdcQJi6ulHi6osZQemkUvBkph5RAlYAIAy8aQ7TkBMPf1o0dfWB4Hp4F+Srk/AAgCUiSfdcQJi6ulHi/Y+FDcpQxgBCwBQJp50xwmIqacfLdpzRxCYLl9Iuj4BCwBQJp50xwmIqacHLXrtapCWHrm98tNY0pcQsAAAZeJDd5yMmHp60KLffBF9RecYBCwAQJn40B0nI6aeHrToxx8GaemVJ5t4iZ6MtKmXAACQGR+642TE1NODFtVpadfmJl5y8nDwkqfvz6xMAAA0wYfuOBkx9fSgRVs43veva5Ul04JXXbuaVakAAEjMh+44GTH19KBFWxtQ9dyDwas++SiTIgEA0AwfuuNkxNQz0xa9fCE4fpd89oTWtBawfr+Oce4AgJIgYPkmwxZVuUpfdDnrENNawOJEQgBAaRCwfJNhi+qx5/EXXZ68i8PV0VQELABA2yJg+SbDFtUJJtMQo9KVfgsCFgCgnRGwfNPeAcu8BQELANDOCFi+ySNgZTfdlB2wXlvfymsJWACAEiBg+WBKraze5o3eavRZMq1y/lwmb2EHLPUuLbyWgAUAKAEClm8yadGRS8G86ib6qNv+ncF4KfVTPZUiO2AtbrIiBCwAQGkQsHyTSYuumleTe/TtsTuDn33Lo1+i4pfKOuqm7iRHwAIAeIGA5ZvoFr18ofLBH5rY22THo/PnItJVvQN5ereWervWRsQTsAAAXiBg+aamRe1ZD/RxvUgqeNnxy8xEpfOKmf5q58bg9vGHNdt87sFqFDt1vCYe6XnV9RZM6mqIgAUA8AIByzc1LarykJ1X9myLfo0+AvhGbzUGbeqpmSshHFyevj9un5ZzM1tQty+PNtiRptfUBVCJrSkELABAaRCwfDPRoubKNvbhvPBuJOcIoJPJ1Ev08HY7uKiEpKLY0KdJA5YKdvYStUETs5yR8pMJSQQsAEBpELB8M9Gi5tDe756YCDeP3B5EKDtmmdUa5qSw8GoqMDnBTkU0c7gwfLyy4d6y5AhYAIDSIGD5ZqJFdeDQhwVV7nF2Iw19Wg00Znar+Fvk+C3zrNqIfcJgkg3qgoVjHAELAND+CFi+CVpUZx19sM8OHAmzVOQtcmbRU8eDp8KDpSK38OvZEbvECFgAAB8RsHwTtGi9Q3vJjwaa5GROJ2yKfnnf8prNmpFbepvqXb486h5MfG39ZANWvYH8AADkiIDlGzdgnR2aeE5FHOdAobnt3FjZvSX46UwNqkPSpp5WiqITVfiUQJ2EInenmezVAhMfk8wHAQBAlghYvnEDVtjwmepTW38ThJL4+dZ1SGpqNvaGnMmutv02eAs7b7UWsMzg+nrTfQEAkBcClm+CFrUPBUZSWST12JScc6RSF8NOXS2Po9L75xiGBQAoGgHLN9UWrTf8vAzseRxMGLIHbLWckBjnDgAoBwJWSQ0MDHSP6+/vb+qF7dGizz3oZqndWyYCVsvH+Fq7ACIAAGlrj+44De1Uz/379y9btmxkXE9Pj3qY/LXt0aJ6dng7Cdm7tZJflNphH2cEAKA47dEdp6Gd6qnS1YkTJ/R9dWfp0qXJX9seLXpxOGJw/eSzkR2wIifuAgAgF+3RHaehnerZ1dV169YtfV/dUQ+Tv7aNWzTdgBV/nDEy4QEAkJI27o6b1E71dFqlo6MjvEKMHEuaqskHLB2bkgzDYrQWACBLbdwdN6md6il0D1ZaZz4mOZeQgAUAyFIbd8dNaqd6OmOw1MPkr5XTonURsAAARZPTHbdTPfVZhFeuXPH2LMJMEbAAAEWT0x23WT37+/t9ngcrUyZg2UnLGdVOwAIAZElOdyymnmJatC6Tq/Slo/WoeSdREbAAAFmS0x2LqaeYFq3LBKxV8whYAIBCyOmOxdRTTIvWpcPTnm2VF5ZOBKw3eglYAIDcyOmOxdRTTIvWtX9nNTyZKx4qm3qiA9bT9xdaVgCAn+R0x2LqKaZF67Iva9jwEOGSaVxUBwCQOjndsZh6imnROHu21QSsf99wA9baBUkvqgMAQPPkdMdi6immRePYFyVUt2++mIhc6qnz54IdV+r22nqGYQEAsiCnOxZTTzEtGscMw9K3vTsm7qs4pZ9duyDRlKQAADRPTncspp5iWjTO+XM1AevXs2sCVuRMpAAApEdOdyymnmJatAFnnDsBCwCQIzndsZh6imnRBghYAIDiyOmOxdRTTIs2QMACABRHTncspp5iWrQBAhYAoDhyumMx9RTTog0QsAAAxZHTHftczym1ii5OOZw6HoQnc4UcAhYAIEdyumMx9RTToonYM44umRb87Fs+kav0hFgvLC26lAAA38jpjsXUU0yLJmLvu9Lztq+YU3lvoBqwPhsM7vTcUbk5WnRBAQBekdMdi6mnmBZNxLlgzmN3VndZ6YD101h1yfGDRRcUAOAVOd2xmHqKadFE7DFY/75R6X2oZjCWopcwDAsAkCo53bGYeopp0UTMGKwn7ql5aEIV49wBABmQ0x2LqaeYFk3EXPV522+DhwQsAEAu5HTHYuoppkUT+eSjapzauTF4SMACAORCTncspp5iWjSR8+eqceq9geAhAQsAkAs53bGYeopp0aR0nHrlyeA+AQsAkAs53bGYeopp0aRMoqoQsAAAOZHTHYupp5gWTcpMzVAhYAEAciKnOxZTTzEtmtTF4eBcwuEzwX0CFgAgF3K6YzH1FNOirSBgAQByIac7FlNPMS3aCjMtlglVesnT9xdcMACAX+R0x2LqKaZFW6Gv7mwHrPPnKkumBTd1BwCAlMjpjsXUU0yLtsJc3dk+LLh2QfBw/84iCwYA8Iuc7lhMPcW0aIvM5Z9NwGIYFgAgbXK6YzH1FNOiLTLj3AlYAIDMyOmOfa7nlFpFF6fc3nm5GrDMMUECFgAgbXK6YzH1FNOiLTInEl6+UF1CwAIApE1OdyymnmJatEUjlyof/GEiXVUIWACA9MnpjsXUU0yLpoaABQBIm5zuWEw9xbRoaghYAIC0yemOxdRTTIumhoAFAEibnO5YTD3FtGhqCFgAgLTJ6Y7F1FNMi6aGgAUASJuc7lhMPcW0aGr0xA2vPFl0OQAA/pDTHYupp5gWTc0nHwUB64WlRZcDAOAPOd2xmHqKadHUnD8XBKxHbg8uBQ0AQBrkdMdi6immRdP02J1Bxvr76aLLAQDwhJzuWEw9xbRomvqWBwHr4w+LLgcAwBNyumMx9RTToml6bT0nEgIAUiSnOxZTTzEtmiZmagAApEpOdyymnmJaNE0ELABAquR0x2LqKaZF00TAAgCkSk53LKaeYlo0TQQsAECq5HTHYuoppkXTRMACAKRKTnfscz2n1Cq6OG2IgAUASJWc7lhMPcW0aJq4HCEAIFVyumMx9RTTomk6eTgIWE/fX3Q5AACekNMdi6mnmBZN07+uBQFL3XZvKbooAAAfyOmOxdRTTIumTAesxfz2AAApkNMdi6mnmBZNmQlYN0eLLgoAoO3J6Y7F1FNMi6bMBKzjB4suCgAgAxeHg7PF9++sjFyKfrbeUy2R0x2LqaeYFk2ZCVhM1gAAXtIz8qjbkmlBnFIuXwhClVquHj7zQPVZ/dSkyemOxdRTTIum7NRxhmEBgM92bqz5X/rs0MRD+7ZrcyrvJqc7FlNPMS2aPgIWAHjp4nBlz7aaFKUCltmh5dzWLph4VcwhxUbkdMdi6immRdN38C/VT9f5c0UXBQCQBn0Q0M5Pv3uiGrD0Dq1tv608fJubsdSrVLqa3D4tOd1xi/WcOnVqwyWlIqdFM6H+cVGfJfVpBAC0KTOy6vjBmti0ZFrwlLPjSj0cuVRd/7PBiTX7ltes9s0XzZZCTnecTsAaGRnp6OhIozxZkdOimeCihADQ1iJHVu3ZVh3JXqm4O7TU+rZ3Xo4+bqhuw2eCFdRGdm5MMhBeTnfcdD2njlO/oKmWrq6ugYGBLMqXFjktmgkCFgC0HT1Yyhz1c25qoW3k0kSKcp7Szy6ZVhO/nrhnYrfW0KeVVfOC+2/0NiyUnO64xXqWfH9VmJwWzQQBCwDaiz1Yyty2/bZ61M/suHLow4iRT5ldXHu2BQ9V5Apvnz1YFjH1FNOimSBgAUDJqXDzRm+wP2nX5rpnAk5mLiszJMtsxMlYOng1Iqc7brGe77777tatW9WdQ4cOdY07cuRIqgVLmZwWzQQBCwBKSx8KrDdG6psv3GCUot1bmk1vcrrjFus5ffr0f//73+rOzJkzh4aGvvrqq1mzZqVasJTJadFMELAAoGzMEKtwqNLLMwpVtvBurUbkdMct1lP/gq5fv97d3a2XME2Dz/QHONnuXwBAVkyoisxVuzYnPJWvQHK64xbreeedd/73f//3gQMHfvGLX6iHV65cKeEerCm1ii5OOzNjGy9fKLooACBSzHHAfHZWpUROd9xiPQcHBzs7O7u7u3/44Qf1cPXq1R9//HGqBUuZnBbNhMpV+mPMXKMAykmf/ublP4HXrgb5yZnhM7eDgGmT0x2LqaeYFs2Kvl4Vw7AAlI2e4tLEjrajy69ukWlJLbEnoNJ1bLdQZZPTHYupp5gWzQrj3AGUk33grNihouZaNOaWZKeaXX7nOzY8l1WCmTxLTk533EQ9p9ZyRjiVfOpROS2aFQIWgHJyRibt3Bic2pYnPTpK7+aPvKmnVKl2bQ7yliqbWt8OXvYLnSnUVZyyn2rzfVeanO64xXq+/vrrTz311I0bN9R99XPVqlVvvvlmqgVLmZwWzQoBC0A5hYd+P/dgTm8dOfBcX+CvXuRS0crEJj1DlXMdG/UqZ7jVJCcILRk53XGL9ezs7Lx165Z5ePPmza6urpSKlAk5LZoVAhaAcoo8ty6H0e7h43fhA4L6oKE9iOp3T0Tv5fr9uro7wNr/sKBNTnfc+rUIx8bGzEMVsFTkSqlImZDTolnRMzU8fX/R5QCAWmsXVMPNyKXgMFw+pzw76Sr+4F3kZfsiw5kznt273VcVSd1xi/VcuXLlqlWrrl+/XhmfbvTxxx9fu3ZtqgVLmZwWzcr5c8EnX93UHQAoA5U8XlhaTSHmq0kfmHMGM6X+vs0GoFPHGwQsvevLvqByzHWX25mc7rj1er744ovTp0+fOnWq+vkf//EfKZYpC3JaNEPm30QAKAP74KCR9cTIzn6mpgKQPdDquQdrApbW/JVn2o6c7lhMPcW0aIYYhgWgVCID1vCZrI4SqtDjjFtvNgbZhxR1lgqX33dyumMx9RTTohkiYAEoFROwTh2vWR4/MbIzS0JCzmFB9RYt7GQyBwrNa/USp/xek9Mdi6mnmBbNEAELQKnUC1IxX1Z2TqqXscwFlU0Msl+1ZJqfF+TJi5zuWEw9xbRohghYAMoj5hqpMV9W9lHFyGOIdpbSW2hhSDvqk9Mdi6mnmBbNEAELQHmY+TnD+5MSBiyTlvRBQz3/u3PhGtJV2uR0x2Wsp3MRHvupgYGB7nH9/f3NbjPVMopEwAKQAxV0PvhD48vdPHFP8I30zAMRT9lfVuZ4n4pQ33wxcZjP3kelNqIf7t5SM6+6eta+WA3pKg1yuuMy1rPeb3///v3Lli0bGdfT06MeTn6baAIBC0AOVs0LvmreG4hb5+xQNfREznJuf1k5F6LRt12bqxlLrWMONYZvpKsMyOmOy1jPer99la5OnDih76s7S5cunfw20QQCFoCsnT9XDTTbflt3HfuwnUpaYXr6gxeW1g1P5hqCKmapN6oXsOykhZTI6Y7LWE/1258xY0ZHR8e99977n//5n2Z5V1eXuQCiutPU1Q/ltGiG/L5ajh6EMXym6HIAstlTQ4UHV6nPqb1Hqt507Z8NBs/23BHsBtNrfnm0OoGnOTcw8gqG9qmCDL3KhpzuuNT1PHv27IoVK7Zv364fOq2iEpiz/pRYORXaY35fLaf3oeBr9Pfrii4HIFv8WX6behLlnp/GKo/dWR2htXh8zqowO8nprGYmqVJlGPqUdJUROd1xKeoZk4GuX7/e3d2t77MHq3geXy1Hf5M+cU/R5QBks4c9hcNN8r1K+l8meyS7w0z4Xm9vmaeXAiycnO647PW0A5YzBks9TL4dOS2aLY+HYekv2VeeLLocgGzOPqpdm2ueNfGrYe5xZluIZO+mQl7kdMdlrGdvb++5c8FBqO+//37NmjV9fX16uT6L8MqVK5xFWBhfA5YZVxt/4hKArOmAtfU31Y/kqnkTT5mx7Um+gpIErIrEK9UUTk53XMZ6Hjx4cOHChaoN7rrrru3bt4+Ojpqn+vv7mQerSL4GrE8+auKLG0BGzNip4weru5f0oM9rV4PPpn4q4SiFhjO2oyByumMx9RTTotnyNWCZ4a7+VQ1oI+bsv5vj/1ebQZ/OgPQklwK0AxaXDiwTOd2xmHqKadFs+RqwzHexf1UD2ogOUs89WH2oP5jOsPf/szfRpsyHOvIUQhRHTncspp5iWjRbBCwA2XG+YSKnqro5GrcFw1whh9MAS0ZOdyymnmJaNFsELADZcb5hnCODnO7nBTndsZh6imnRbBGwAGTH+YYZuVR5+DYClmfkdMdi6immRbNFwAKQnfA3jMpYH/yh8vGH1U8o8ym0PzndsZh6imnRbOk99n3Liy5H2ghYQOHM/io+hl6T0x2LqaeYFs3Wt/9TcxK1NwhYQAtSHEiu0lWSeUHR/uR0x2LqKaZFM7dqXnUaQJ8QsICm6GhlD43auTHRC+sNpbLHs/Mx9Jqc7lhMPcW0aOb0JVQ9+wZUfQPf7EByztxU+jZ8psGrzg7VDVi7Nk98BplYwWtyumMx9RTTopnzb5z75Qv86ww0wVwTcPH4xZhfWJr0ijT2Ti97mMHfT3OSoBxyumMx9RTTopnzL2BxbAJoitnj+0ZvzZLwnOn6HED1U7MDlj3MwF4O38npjsXUU0yLZs6/gGV/uftULyAL9mE+cyzP/JfiHCV84p6aNfW1BcOfNZXMmIVBDDndsZh6imnRzPkasJZMC36+8mTRpQHKx5wtaEZKqZtKWoY5zq5WMH4aqzmSeP5c8ClTt9fWT4y1srfZ8AgjvCCnO/a5nlNqFV0cX/gasJ57MPj59P1FlwYoH3NMMOacQZOT9myr7q/6bHBi/b7l1b1caxdMfIeYHVf6plIaBJDTHYupp5gWzZyvAUt91+udWNeuFl0goEzss0CcCGUbPuMe/nNGN5qvDn3nd0+4m4UMcrpjMfUU06KZ01+aLywtuhzpMd/7eifWJx8VXSCgTMzuq88GgxHrMfuZ1FP6vxQdsJzRjU7ACt8gg5zuWEw9xbRo5vRuf58mczff+79f59vOOWDyNvUEn4tnHki0sglPZiZSHbnUv2SRAWvX5mBgO8PbJZHTHYupp5gWzdxPY5XH7nTPsm5rzvc+AQtQ8Wj/zurOKj1SyszIEM+EJ5Wc9H09NbH6l2zvjoiAxbgreeR0x2LqKaZF8/Dr2e7pQm2NgAU4zPDzvuXNneJn5iBVL9QfqPcGqv+S6ats2QErPG8WBJDTHYupp5gWzYP579PMH9jWCFiALTyqvakPuz6dUIUn84HS/5KZoGYC1qaeLKuBkpLTHYupp5gWzYP9XVlm9mGOGAQswJZkUoYY9smD+lvCmYvBBKyEhx3hFzndsZh6imnRPPy/D2pOxi4tc5gjPmMRsICKdVmbZx6ojmpX9/UOp6auvmzvAFsyLZhf1Bxn1KcKmmlLuaizSHK6YzH1FNOiOSl/FrG/5eP3tIVPbuKrH6KYM/5a3mvlsCd8r4xHt91bgg3ysYKk7lhMPcW0aE7KHLD0kUH1hW7PwRMj8uzxclYNmDz9AbHHVL3RW53myjmW1zLz782SaZMvLzwjpzsWU08xLZqTMk83qg9w2DcCFmDoea36llcfqqQVHtI+md1Xmr0HC7DI6Y7F1FNMi+aktNONRp4AFZOW7MOCBCxI4Oxb0sOtzF/+xx8G/z5N/lge04eiDjndsZh6imnRnJR2ulHnlKWGacleh4AF750/V3MQ0H5IHkIu5HTHYuoppkXzoydoLlsQibzMWcKAZQ/1LVu9gFQ4/4HYo9EZgY5cyOmOxdRTTIvmp5zj3JsNWI/c7q5TznoBk3ftqvvRsK/NDORCTncspp5iWjQ/5QwiTsDS/cfT99ddf+tvCFiQIvIAOn/tyJec7lhMPcW0aH7KGUScgPVGb5Cx9GyHkcxsDu8N1GwhXK/wye1AezFT7xKwUBw53bGYeopp0fy0RcBSuWrtguBOvblGzfrmvHS9JHwZWufkdqCNXLs6cQEc9f+GuRgDAQu5k9Md+1zPKbWKLo53CgxY+nJmw2cinrID1qp5E0uccpqLdegpFhdb1501h1GciRbNZoG2Y19e0HwWGN6OIsjpjsXUU0yL5qfAgKV3JkX+862f2rV54jLPkeUMj4VfMaf6lJlJS88GZA4LErDQvvSkKvr22vrqQqaqQhHkdMdi6immRfNTYMByspGmwpBZYs/OlTBgbf3NxLN6qIpaxxwWtGe7rjecCygnZ/bdd14uukAQTU53LKaeYlo0P7kFLBVonNHlTjZS/5Hb6Urd7Pnl9SE/50TCcMCyDziaqpln7dOv4i8dDZSK+mg8fFvNnzoHBFEoOd2xmHqKadH85BawXlhac1yjEgpY+mzB8D4tTeWz8ImETsCK3L/lTOzOiGCU0OULwQmw9U5utf/xCJ+3ARRBTncspp5iWjQ/uQUs3T0880D14c1RN13pBGbvzXKETyR0AtbHH9asT8BCu9i7I/ib1OdzhPF3i/KR0x2LqaeYFs1PPgHrpzF34MjZoYg9WGY/VsKiOgHLOSFRP7vtt9Vnl0yrHmTR05ayJwDlof6jMH/85rxX9T/Gzo0Tc7zpZzkyiHKQ0x2LqaeYFs1PPgFLn+hkv5FZEr7V60LiA9Yjt9eM2TLP6jhlbuqhORDpzOAAFCVy/gX7NNvwQXOgUHK6YzH1FNOi+cknYJnR5S8srS75+MPgYe9DwVP20KuYkoTnDrWntFabilzfuT19f80MDkDhnL255i88/NcLlIac7lhMPcW0aH7yCVgm6/TcUd3PpCOXnnjdOdGvHmfuUOes9VeerLu+fdM1NTM4AIVzLn2j/yy/PFqzcNfmggsJ1JLTHYupp5gWzU/OAWvxz7Nb2e9rJ6GYqwSaRLV7i/uqyCroEw8jA1Y5LxAEgcxf9e+eqBkdqIe9m5s5OwQoBzndsZh6imnR/OiYYo7cZSR88WY77tj7ouI992Cwjr6SYPwcDZoJWM47ErBQBheHJ/5E1afA/M/wzsuV368L7mz9DccHUU5yumMx9RTTovn5bLDmyF1GIodD2REnYS+iz6jSRwOdSbPiA5auprq9NzBRHgIWimV/LpSRS8EYQfuv2t5NC5SJnO5YTD3FtGh+fhqrXuDMvi5N6hoGrITXU/vko4n9bc45VpFpyTxr5onQr42cFx7ImflcmIuUq4xlZmxfNS/YrcWlBlFKcrpjMfUU06K56n0o8905DQNWQufPBa965PYgMCUJWHbnZO8JiJwXHsjUxeHgr9RcMMrMz67+Du2pSdSzah1zmXOglOR0x2LqKaZFc5XD8bK0Apai97edHareeeaBpJtyDrWE54UHMmUmu7JHVnGoGu1JTncspp5iWjRX7RWw+pYHL9QzX/fcEYypSrgp51ALw7CQp5hLFzA5O9qQnO5YTD3FtGiu2itg6WilR68/9+DE6PW9O1opEgEL+XDOySBdoc3J6Y7F1FNMi+aqwIDVbCpyNqXum9HrzU4URMBCbuzhVupPbveWYNarnRtJV2hfcrpjn+s5pVbRxfFR+BI0Gb1F+Pbl0UltSsejJ+4J7te7RHT8dghYyIEZfdXsXylQVnK6YzH1FNOiuTJz7QyfyeotdJrR5/2tmDNxFnrLm7ID1uULwUisZs8H1LUOX2AHSJc9+opdVvCFnO5YTD3FtGiunEvQZMHeXaTebs+2YChVa2ehhwNWa04eDrbAVFjImhl9pZIW4As53bGYeopp0bzpOQsWx14KcDJSPB6XVsD617XqSPlrV1MoFRDJjL564p6iiwKkSU53LKaeYlo0b7s2V7uBjOaFKmHAqvx8ZcNPPkqhVEAks/uK0Vfwi5zuWEw9xbRo3sz/2RkN+i5nwNLX02WcO7JjJsJl9BX8Iqc7FlNPMS1agEzPqitnwOJEQmTKDG/fubHoogApk9Mdi6mnmBYtgD6rTl8LOXVlDljsXUBGzPFBrioI78jpjsXUU0yLFkBPid5zR+XmaPobL2fAMvNT7NqcQsEAG8Pb4TU53bGYeopp0QL8NFa9fPLxg+lvPMXRTikGrJFL1e30LU+hYBBC/dl88IfG59syvB1ek9Mdi6mnmBYtRu9DWY1JSvF8vRQDVuXn0yfZg4XkVs1LNKeJvsAAB6DhKTndsZh6imnRYmQ06DvdGafsgDX5nW3vDbQ+pzwEOn9u4s/v4dvqZiwzvJ3dV/CUnO5YTD3FtGgxMgpY6c6ZbgesyQ8XG/q0egneZq+0A5nMuL2YeePM6Ctmb4e/5HTHYuoppkWLkVHASveqf3YPlwo9i31GM6zCM/ozYsZXRX5YzLPMzgB/yemOxdRTTIsWI6OAle5mh8+kfPCF2bCQnPlrsYO++lO0B1ox+goCyOmOxdRTTIsWoy0CVmX8ctGqe0ur99LFWzItq+swwifmj9kejKV3VulTC82l0xl9Ba/J6Y7F1FNMixajXQJWusyuiHdeLrooKD37j9mcTmgPyVJJi9FXEEBOdyymnmJatBipJ6GLw0GXo6dCKG3AGrkUnA7GjNtIwv6MqL+c3VvcjKVvzzxQcDmBjMnpjsXUU0yLFiP1gLWpJ805q7JjZhxlqDvivfOy+8fsHCvk+CBkkNMd+1zPKbWKLo7XUg9YdpdT5oBVieo4AUe9IK6WmyODDG+HDHK6YzH1FNOixZAcsEo+UAxlYFJU5KFkFbNU8FJ/QqQrCCCnOxZTTzEtWox0Q4Zz6KTk2YWAhYb0IW/GVwGSumMx9RTTosVIK2SYiQ/aKGDpcwnTmm4e/rl8oXoyBOOrAEndsZh6imnRYqQVsJzRvmqD5T9ucv5ckAi5Zg4imdmtyv+vApALOd2xmHqKadFiZBGw2qg34po5qMeet72N/qSBzMjpjsXUU0yLFkN4wGIYFuoxlxgv/75YIBdyumMx9RTTosUgYLVXgZG1yxeCC+CcHWq/P2YgY3K6YzH1FNOixdDHQV55clIb+dc1AhZ8YI+7ars/ZiBjcrpjMfUU06LFOHm46TPpwqFEb6Qd+yQClkAXh4PzMJZMq2z7bXBNJ/uC3/a4Ky4vCNSS0x2LqaeYFi3Gv65V51a4djXpS0zfYzjd0p5tWZQ0EwQsgczgqvAU7c5Ti/nyASbI6Y7F1FNMixbmuQeDjuSTj5KuH95ZpbslM+d1G+UVApZA6h+Aev8POFe/OXW8sEIC5SOnOxZTTzEtWpjfr2siZFwcjvgX/43e6hYuXwj2B7TRKVcELGliRlmZge36tndHkeUEykdOdyymnmJatDBNhQznX3wdsPTlRNTPtkPAksYczlZJy1x+QN0P/+fA5XGAWnK6YzH1FNOihUkeMpx/8fXt/LnqFtrxciJcLUcavbdVHxYMj7iyj3QzAAuoJac7LrieU37mLB8YGOge19/fn2R5kjeabFkRL3nACu++UreHb6sub8f9QFwtR5pnHpjY23px2B2PpW72riwAFjndcSnq6fy69+/fv2zZspFxPT096mH88hbeAulLGLDM7qvImNWmAavy89Vydm0Oppe0z9iHT1TL7t5SeW39xN+wYa7obCZlOHWcEe5AmJzuuBT1dH7dKkWdOHFC31d3li5dGr+8hbdA+hIGLHM8RXVCugfSQ6/MLfl5iKViHyd65+UmXjh8Jnit+onSujgctJEzjciqeUGosl27WnlvoJ1OzgCKIKc7LkU9nV93V1fXrVu39H11Rz2MX97CWyB9CQOW3nFl/+vv9FvJZ9IqFacWTtcbQ+8OSWX8lr48C/vPUqdHXNk3laGTNzEAi5zuuBT1dH7dzsOOjo745fYLY2RQcFiSBCxzcru9mgoEdjppU8Nnajpge9rJeCpapVJx87ttav8ZGgqfGEi0AiZBTnecaz3rZR32YPkgScAy467CVw7RE8G3b8CqVKrTd/3uieZGkpkBPT+NTerd7ZBKAkiR2X3Vtzz4JfO7BSZHTndcinrGj8FSD+OXt/AWSJ/u4F+oPzDO7AmInBmo3fdgGTpoJr/Ojxm8NckzEO1BYHr/mfqFqzscMZwkfcKgPjEQwKTJ6Y5LUc/IswivXLkSeRZheHkLb4H0fTYYdEI9d1RujkavYPYERM505c0pV/YUlEmYYHTkr5N6Xztg6f1n5uwBkkEL9MB2M/+CPWoQwCTI6Y7LMg+Wc+iwv78/cr6resuTvFE6JUY9P41VHrsz6IqOH4xeQUh/b8ZC7d6SaH0TjCY5P0U4YJmHuzZPassy2QPbwycMAmiVnO5YTD3FtGiReh+KCwrvvFx395Vn9HWv+5YnWjmVgHXtqjuX2PlzEw8TlgQ28/8A466AVMnpjsXUU0yLFilmnPvfTzd9el372rW5iWFYqQQsZ5KI8KRNfu81TJ0ZLyjh/wEgX3K6YzH1FNOiRYoJWCZGSNgZ0NQwrFQClnOpFrUp5wJ5bTo/flHSOm4LIEROdyymnmJatEgxAUsnACEjhc0wrCS761Lpy8Nxylw5m6DQLHviK/b8AWmT0x2LqaeYFi1SvYBlrj8o4figpgNlkliTbsDSI4dMwLLvICFSKZAlOd2xmHqKadEi1evLRR0f1JLHmskHLHvAUDhX6Tv2vkM9AYGOEfol6qZ31ein1O3b/wl+ymkvm5DTXYGCyOmOxdRTTIsWSY89Cl9WL3z9Qe+1ELBavhyhM0GDE7DMgLBXngzilHpo5tO3b7s2B3HKzKdvbnu2icsZ5ugqgAzI6Y7F1FNMixbp/LlqDz306cRCc3xQ1AEX3UknuSygiUfqV9fCZO7OlfLCAcuer6G1m7RptPR8IqL+XIEcyemOxdRTTIsWbNW8oHPau2NiiQkQfz9dXLFyZ/YbNbxSTfgSN02xX37qePTQK1WGcGxauyB4O5XP9KQS5vb7dREry7nejqj5RIAiyOmOxdRTTIsWTPfW9n//4TFAEpgTCZdMa7BmeAb2ppgR2fpAXr2x7eHMZA6B2fvA9KArFaec7PXwbSIyVvhXASBtcrpjMfUU06IFc/p102MJPOBiuup4kwxYekS2+mlvLRywzKUedXgyo9qdZx124FBJ0XmVT1Sc+uAPla2/qVZW2v8DQI7kdMdi6immRQum+3Uzibk53iQwYJmT0eJNMmDp+SDM7ih9aPKVJ1ObnUElKnvku5fjscwwQXPzNUcCJSCnOxZTTzEtWjBnEvMVc6oPX1tfdMlylzDiTCZghWc0PXk4ePj0/WlOf6V3epmRWz5RQSp8TiXnDwJZktMdi6mnmBYtmNPlm/SQ5Hw6z5idSfHsQeUxeUhHAXVTmzXDocLX5PnXteoOp91bUt5xqDfo08kKzgmY5nZ2qOiSAT6T0x37XM8ptYoujhj2JOZrF1Q7rRYmIGh3n3wUVPyFpQ1We+7BYLVnHqjuearHvtqg2V/lHJC1N6j3HaYYsIbPTBRAxeV2H/MeTlff/k/lvQEODgJZk9Mdi6mnmBYtnj0D05JpLU7v5AE9AdUjt1d+Gqu7jtnh9M0XwZl69X5XziAhE5siL8hj7xJLd64BM4WBB4OxzNmXekg7uQrIi5zuWEw9xbRo8cxuFX0Ay7NRO0157M4Gx9TMkKnKz3ueIiNR+FrOlfpXeLRXTn2uAbVBFQTNuDqVC/U5ifaBS0NfeCfyqUKoYuzdEZRq6FPGswNFkdMdi6mnmBYtnhkYJPb8QaNvefAb+PjD4L7q3T/4gxs17HFa9rB01eurp0w8MnOJ2evUu8KjWZ7RXAP2sUL75szjYB+DK8k0WnoWXMazA4WS0x2LqaeYFi2eGedOwHpt/cRvQPfu7w3UrBAZmOybDk/O7FZ7tk3sSQqnqMlfPbohM7QufDNv6lSn8Iz15dGI0rL7CsidnO5YTD3FtGgpvPIkASsQviCgM11Fw4ClD//pKbXsKzfH/HpzCFj21XXM5KX6oZmrs15d8qd3B9qDrkzJAeROTncspp5iWrQU7BxAwLKDkTkCqBfaVxbSxxPD+emnsepYruMH3b2DRQUsXX5nYvd65TfHCnOYHl1PyG6OmepyOjvS2HcFFEpOdyymnmJatBSuXSVgBZxDe+a34exN0Qudiy6bpz4bDO703FG5ORqs9s7LDQKWmTkz5z1GTvlVHU0CM/ly+EyGBXDOtfzmi4idgpL/GoFykNMdi6mnmBYti8idHNLUC1jmKjr2wvDhP3vv13MPVrepj8ep+GInGJu5sk3Olys2LR4ulRkXv3tLhgWIPMbq3JhEFCianO5YTD3FtChKRHf5KgmZ0GMfMnMCljn8Zw8hN/u6ku96Ma8tFVOp7AK3nhUsPAhM/er0KZw5J04AUeR0x2LqKaZFUSKR+1TCo61NeFIJYP/OagSJnPsqiVPHg/XLNoLbHEDMaIZS+xpNH39Y86uTvA8VKB853bGYeoppUZRI5FE/c1MZKOYoqhOw2j0l2Pvtspivwbkso5611YPfG+AdOd2xmHqKaVGUSPikv+R7pPw7EzPTnVjOZRn1SDXSFVA+crpjMfUU06IoFzsk2RdsbpiZVDgzM4/7MTRbxR0zFk39KlJMP2b3mB9JFPCanO5YTD3FtCjKxT7GZ3ZKJYwXzqxOHnAuszP5jHXtahCqzMwUBCyg9OR0x2LqKaZFUS72kHPOZavUXi56kscKw+djckwQKD053bGYeoppUaDsVNCc/PCyerNdACg3Od2xmHqKaVGgDdjTvsefVKgHrjnhKZyu2H0FtAk53bGYeoppUaAN2APezSV99DRg9iFUcxqmWtlmz2HxzRecMAi0ETndsZh6imlRoD2MXKoOxnr6/uChuZKgylJmn5Y5LcAJWGZUO7kKaDdyumOf6zmlVtHFAVDr/Lnqfizn4oxmn5a9p2ro02DJ5QuVV55k0BXQvuR0x2LqKaZFgXYSvnCQPV+oHbD27qiZSMyb6cEAYeR0x2LqKaZFgXYycmliMJa6mWN/eiSWHbCcawepNQG0ITndsZh6imlRoM1cHJ64JqN9zeZKnatlc3wQaGdyumMx9RTTokB7M/My2GcamtvDt8VdIRtA6cnpjsXUU0yLAu1N77Xatbny3IMRO65WzCm6fAAmRU53LKaeYloUaG9maoZ6NwDtTE53LKaeYloUaG/OBaHV7Y3eYLfWrs3BwHaODAJtTk53LKaeYloUaHtmqLse7U6oAjwipzsWU08xLQr44NTxIF2pnwD8Iqc7FlNPAABQAkUngpxIqWclcWqWs1pR71vm1Yp63zKvVtT7lnm1ot6XypZktaLet8yrZbHBdielnpVy/2n68XnwYLWi3rfMqxX1vmVeraj3pbIlWa2o9y3zallssN1JqWel3H+afnwePFitqPct82pFvW+ZVyvqfalsSVYr6n3LvFoWG2x3UupZKfefph+fBw9WK+p9y7xaUe9b5tWKel8qW5LVinrfMq+WxQbbnZR6ViQ1qig0q69oWV/Rsr6iZR2Cfh20vZdoVl/Rsr6iZX1FyzoE/Tpoey/RrL6iZX1Fy/qKlnUI+nXQ9l6iWX1Fy/qKlvUVLesQ9Oug7b1Es/qKlvUVLesrWtbBrwMAACBlBCwAAICUEbAAAABSRsACAABIGQELAAAgZQQsAACAlBGwAAAAUtbGAWtgYKB7XH9/f5Llab0WmZryM3vhsWPHHn300c7OzunTpz///PNXrlyJfC3NWmZ8YH3FZ9ZXfGYnqV0D1v79+5ctWzYyrqenRz2MX57Wa5EP58t65cqVR48evXXr1ujo6EsvvaS+uMMvoVnLjA+s9/jMeobP7OS1a8BSjXTixAl9X91ZunRp/PKK9flv4bXIWcyMwOoru6OjI7wmzVpmfGC9x2fWM3xmJ69dA1ZXV5f60Or76o56GL+8YrV9C69FzmK+rAcHB+3/hmnWtsAH1nt8Zj3DZ3by2jVgOR9m8+9RveVpvRb5qPdlffr06fvuu++7775r+BKatVT4wHqPz6xn+MxOXrsGrMkEZMJ1+UV+WZ88eXL+/Plff/115Eto1jLjA+s9PrOe4TM7ef8fHcXskEB+U08AAAAASUVORK5CYII=)
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