Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit352-10-20021010_204900_20021011_013300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/10 |
Start Time | | 2002/10/10 20:49 |
End Time | | 2002/10/11 01:31 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 8.24 |
Dipole Tilt, in Y-Z GSE plane, deg | | 12.10 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 171.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit352-10-20021010_204900_20021011_013300-constBx0 |
Minimum Dst Value | | -48 |
SW Source | | DSCOVR-realtime |
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 Polar for time period of this run.
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0FDk5UbTK8PEpDwvrUiqFLhRMnFqdn5Ozr75eLHRBwB5QV9Xf3z/NC71x48ZDDz1k5g3sdKCs1JNf7LQPsFoVp09n7txJuWr4OsGNG7P9/FpKSoQuFABYEaG6KvPLZacDZaWe/GKnfYAVUqaklBw/zkWrlLVrU9atw3WCADAaApawWKknv9hpH2BVmnJypH//u8jZmaKVeOXKWFfXWpFI6EKB8Nplslx//8qICKELAtYFAUtYrNSTX+y0D7ASGrlc8eWXlKgoWsXrrhOsOH26v7tb6HKBVcgPDOT2aPaoVEKXBawIApawWKknv9hpHyA4ilY1589z0Spu0SIaSt99t10mE7pcwDO1Oj8vL6ChIX0Cn625eFHk7Jzh4zM0gGsP4VuT76r0t2C4884777vvvk2bNtVa8EwIBCwOK/XkFzvtAwTUJpVW//OfXLTiDgsW/uUvTTk56ETtEneDhoQE94l9HDfmgNF4CVjcyODgYH19/SuvvOLq6jrJ5bLTgbJST36x0z5AEBq5/GZMzHei1Rtv1Fy8iGOCdqy0NAS3GAV+memq1Pn59BVuvHNoa2u7++67aWTXrl2nDR4U8dFHH9EUS5Y75m/tCSv15Bc77QOmWUtJiSIy0jBaXXvjjeroaOyfYEFvr1roIoBd0XdV6rw8ZXJyX3s796MyJYU7aW/MjGW4B6uhoeHAgQNLliy5PfxAJ+3ixYu/+OILGo+MjKTxvr6+0Z8yP0+7Zw/1bGpqevDBBw232dDQ0P79+x0cHObMmRMQEEA/mp8+Xuy0D5g2FK2qPv+cC1UxTzwxvNcqKKguPn5QqxW6aABgk7iuqkelkoWH06sxO5ubXisScQGrKSdnzDkYoq6ztLSU+9WtW7cWLFhAPSkNaXz0cs2XigX2UM/du3cfOXLEcJuFhYU9/vjjVTo0Eh4ebn76eLHTPmAa0N84eUSEYbQqOnq05uJFRCsAmAyuqxoaGKg6d67i9OmO6mpuOk2hjKVMSbFwDpzGxsbAwEA3Nzf9lNdff53e8Pbbb5v5lPl52jebr6dUKn344Yd7enoMt5mzs3NcXBw3TiMuLi7mp48XO+0DphT9gSsPC+O+SsboHndTevx4vViMaMWa/n6cXQf8+7arGhqa2F+VEZ2dRqPhzsEihYWFDzzwQHR09E9/+tMbN26Y+ZT5edoxm6/nypUrz549e/u722z27NlNTU3cOIVuBwcH89PHi532AVOkLj6+5O23v45Wur1W10NCcECQTeXlYSKRc1FRsNAFAXvD41WEt4fvJKI+ePCgk5MTjXd2di5cuDA9ffiuIl999dVjjz3WbXAJDgIWx7brKRaLHR0duVOpDLfZjBkz9Cfc0cjMmTPNTzfqDrOmpD7AgMqIiMKgIMNoVf7BBw3p6bj5ArNSUzfGxDgmJnoIXRCwNzzeB4vcc889q1evlsvlNH3btm0ffvih/m0hISHbt2+3cLnsdKC2XU9K0JcvX+bGsQcLrJwsPDx3/37DaFV57pw6P1/ocoHAGhrSMzN31tbiqUfAM9zJXVi2XU9TO5ZwDhZYj0GttjAoSLJ9OxetuJPZb371VUtJidBFAwB7hoAlLPupp+E2O3XqlNGrBU1Nvz3OTc5O+4DJ0La2Zu3albx2LRetYp98ktKVMiWlS6kUumgAYP8QsIRlP/UccR8sf39/B50DBw4Y3gfL6PTbCFjAn161uvX69WRv73h3dy5aJbq7J7i7N1+7hmfxAsC0QcASFiv15Bc77QPGRZ2fXxMdPXwQUHfPBXpRzErbvFlTWYnLA2E0lUqSne2nVI59OyKACUDAEhYr9eQXO+0DLEHhSX7mTPHRo1+fwK57Zfj45Ozb16vGw0/ApJSUdTExjmKxp9AFAfuEgCUsVurJL3baB5inbW3NCwi4/M0J7Nzr2uuvy8LDscsKxiSVhlLAKiwMErogYJ8QsITFSj35xU77AKMoV7XfuJG2eXPSM898fW2gk5PI2fnGZ58pU1JwRyuwXF8fHuMNUwUBS1is1JNf7LQPGKGlpEQpFse6utKLi1YJTz2V5OVF03FtIABYFR5vNHrnnXfed999mzZtqq2tneRy2elAWaknv9hpH8Dp7+4ePsvqr381PBSY+uyzWbt29arV2GUFAFZoRFfVUljYkJra19ExgTkMDg7W19e/8sorrq6u413uuH5rT1ipJ7/YaR+MG9RqO2trKUVlbNtmGK1y/f2loaE4ywomrL5enJHhU1cXz+M822UyaqvlYWE8zhNsmmFXRV8FZeHh9GrMzr49/GDB/LY26bjmQNra2riHPS9atOjcuXP66TU1NfPmzaPfGv2U+XnaMVbqyS922gez1Pn59WJxgrt7gpubPleJnJ2p96oV4ZEmMFnJyd68Xz9YcOgQ11BxtBo437k95MBA5eefV/zjHx0KhVKZQs2PXmNmLMM9WA0NDQcOHFiyZAn9mJCQ8Itf/IImcr/dsWPHsWPHjC7XfKnsGyv15Bc77YM1fRoNfcMrPHzYcH9VoodH2ubNLUVFuE0o8KWs7KRI5CyVhvI4z3rd2YESX18e5wk2bWRXNTQ00NND/9bWiriA1dSUM+YcDM2ZM6e0tJT71f/+7/+ePXuWRioqKh544IGuri6TyzVfKvvFSj35xU77YAR9pWu+di1969aUZ581jFZZu3YVHzuGQ4EwFQYH+W9XaKtgyFRXRUGLMpYld7g1nENjY2NgYKCbmxv344ULFx599NGBgYHNmze/++67lizXkt/aE1bqyS922od969NoysPCuBuEip580vBQ4I0zZ5QpuL82ANgwXq4iNPxRo9Fw52Dd1j16buHChf7+/g899JD2u8keAYvDSj35xU77sEvNhYW30tOTvLz0j2HmXkkrV2bt2tVWVobbr8PUaW+XlZWd1GjkQhcE7B+/AUutVh88eNDJyUk/JTIykt7wj3/8Y1zLZacDZaWe/GKnfdiNHpWqo7o6PzAwZ+9e7r6g+lwVv3hx6YkTNRcvCl1GYEJq6saYGEcaCl0QsH883geL3HPPPatXr5bLv/1uEBUV9cgjj/T3949ruex0oKzUc/JGnOsndHHAItrW1orTp0v/9jeRs3PCsmWG+6tSNmygvNUuk9F7hC4mMCQ7248CFg2FLgjYv6nuqp555pnPP/98vMtlpwNlpZ78Yqd92KJBrbZeLK6+cCHRw4M7CCh64gn9yVXJa9bIwsMb0tOFLiYwanBQ29iYPRVnuAOMMHVd1eDg4AcffLBw4UL9nRosXy47HSgr9eQXO+3DhjQXFjZevSrx9b3s60tZKtbgpPX4pUvzXn21KjJS29qKu64DACOmrquiOT/00EO5ubkTWC47HSgr9eQXO+3Dymnk8tbS0uEzq/btoyAVt3ixPlTFLVqU+txzpSEhTTk5OGkdrMHgoLapKQf7rmDa4GHPwmKlnvxip31Ym6GBAQpMjVev5vr7X/n974eD1NKl+pPWY598MtbVNevllxVRUW3SsZ8CATCdMjN3xsQ4XrmyR+iCACsQsITFSj35xU77sAa9anV1dHTl2bNJXl5pW7Zwe6eGd1PpQpXI2ZmG6b/5jTQ0tDE7G0cAwWqlpKyjgJWWtlnoggArELCExUo9+cVO+xBKn0ZTLxbLIyLEnp7J69cP751ycdGHKu5QoMTXtyg4WCWR4Ak2YBPa22Xl5WG4AxZMG6NdFf1prTp3rvvWrWleroW/tSes1JNf7LSP6cSFqspz59I2b0597rnhUKXbU8Wdri5euZLCVvGxY+VhYS0lJTitCgDAvNFdFf3llIWH04u+mk7nci3/rT1hpZ78Yqd9TKmhgYHO2tqqyEjZP/6R7O3N3VIhTrenKlZ34I9CFU0vO3WqViTCbiqwXUplypUrexobs4UuCLBl8nuw9Ld+vPPOO++7775NmzbV1tZObLkW/taesFJPfrHTPnhH35/apNKykyevvfFGrKureMUK/XlU3NMAxU8/neDuXnriBAWvTgv+JwNYv8REj5gYx5SUdUIXBNjC46NyBgcH6+vrX3nlFVdX10kul50OlJV68oud9jF5g1qtOj+//tKl/MDAzBdf/Pa6P12ooow1fFP1tWspVJV/+CFCFdilwsIgClhSaajQBQG2mOmq8tX50raxL7UeMYe2tjb9w57NPN0EAYvDSj35xU77mABKVBSSakWiio8+yvDxueTtrT/k93Wo0p2inrFtW/rWrTXnzytTUvo0GqFLDTC1+vrQyGG6meqqUpQp3A0Dx8xYhnuwGhoaDhw4sGTJkhHv+fDDD728vCxZriW/tSes1JNf7LQPS3CnUqkkktKQkCt79sS6usZzT/3TPaCGO/CX8NRTNMz5059y/f3Vubnq/HzcTwFY0NGhqKyM6OnBGYQgAFNdlahWxAWsnKacMedgaM6cOaWlpYZvSEpKeuyxxzTf/ZKMgMVhpZ78Yqd9mNKn0bSUlFRHR+cFBHz9vD/d3ikuVHG3VLjk7U1hq/TEibKTJzsUCpylDgzi7n2VmblT6IIAi0x1VQNDA5SxUpQp45pDY2NjYGCgm5ubfsr169cfeeSR6upqC5dryW/tiW3XMz4+njb2rFmz5s2bt2PHDvU3l+4PDQ3t37/fwcGB4nZAQAD9aH76eLHTPjgUp9qk0qacnKrIyMI330zfsiVh+XJ9nOKG8UuW0DDzpZckvr43v/qq5uJF+tSgFk8FAaalpW3G3dtBKDye5M7RaDT6c7BUKtWjjz4qMXa7B/pUf393Q0N6e/uNqqpIlSpTKg2tr08oLQ1RKtPY6UBtu57Lly+Pi4vr6OigLf3SSy+tWrWKmx4WFvb4449X6dBIeHi4+enjZa/tY2hgoL+7u7mwkOLRjdOnC15/PXPXrkRPz3jdaencTT6/fulCFXfg79rhw4VBQe0VFe0ymdA1ALAuWm1rfb14Ok/Aom81ypSUDoVi2pYIVovfgKVWqw8ePOjk5MT9SCOffPLJ7eHzCzu6u29RilKpLsvlZ2pqoulTYvEK+moRF7eUhrGxrrqhCze01w50NPupJyXrH/7wh9y4s7MzBS9unEZcXFzMTx8v+2gffRpNl1Kpzs+vFYlk4eHX3ngj2dtbxN0w3diLO1E9Zf364Sv+wsKkoaE9KhVu+Alg1OCgtqWlZGhous81LDt5krs+F9eOAC8BS++ee+5ZvXq1XC4f/Ssik4VXVPyDG9KPXJyKi1tMw/h4dxqKxU/TMDFxuX10oJawn3peuHBh6dKl3Pjs2bObmpq48cbGRgcHB/PTx8t220e7TNaUm1sYFHTFzy/WVJbiDvm5uYmcnTNffDFt8+YbH39Mf7Xby8vxsD8AC0kkvtSdFBQcmubl0jcfLmDhyw9MUVfV0VHd0JAql3+mi1Mf0fDGjY9pWFNzXqGIamzMouXevBlTUXG6tbW0oSG9l9qiOn9goLu5uZCGttuBjped1LOgoGDBggWybw5RzZgxo6+vjxunkZkzZ5qfbtQdZk1ZVfhBMYi7uK+9oqIqMrLs/ffTNm1KWrnS1N6puMWLKU7l7d+f6+9/KyOjIT19UKvFH2iACROLPSlgUcya5uX2aTTV0dEtJSXTvFywQrx3VR0dCopWN26c1oWq07pQdUGpTO7urtddKjtkyXKtvwPliz3UMzU1df78+VevXtVPYXMPljo/v/Hq1aLg4PzAQPGqVYnceejGXvSrRA+P0rffLg0JUWVnK1NSBrq7cZUfAI/oy3pJyXE82hkEZKarou/eqszM/s5OC2fV3a1sasrh9lfJ5Z/QUKW6rNHcGBw0ciUTAhbH5usZGRl5//335+XlGU6073OwBrXaoYEB+obaUlxcdvJkyYkTyd7el555xlScEulOTpf4+mbt2lVz/nzNxYv0cVzfBzBFWlpKysvDOjvxTAIQmKmuqq+9/etHPmdmjjkTilBdXfVy+RldtBoeUtLq62ufwHIt+a09se16njhxYv78+WVlZSOmnzp1yujVgqam3x7nJp/O9tFZW9vV0KCIiqJslLNvX+6+fQnu7gmm907FL1kS7+Z2dc+evAMHbnzySWVERFddHS4pApg23MHBrKxdQhcEWGeqq6Lv2PLPPqOA1Xr9+pgzqaz8XB+tVKrL5qMVaWpq+td//dcJlMr+2HY9R58a1dHRcVt3vyt/f38HnQMHDhjeB8vo9NtWELC4s6Yas7PV+flFwcGlx48neXmlbNigvxm6qb1TsS4umS++eOUPf7h58WK9WDzQ3Y29UwAC4u59lZ8fKHRBgHUUdEbvgOAM9vdrW1vNf7y5+drNm19x51rV1SV0dyv1Z1mZsXfv3meffdbMGxCwwJzJt4/O2lptW1t1dHR9cnLBoUPFR48mengk6x7bJzK83dR3Xwnu7peeeSbnlVcKDx9WfPklxaletXrM/yQAMJ36+7sbG7On/wYNACP89re/3bp1K7ffYZyG+vraKVdxp7Gr1fl9fWPPpLW19Y033pg7d26J2WssELDAHPPtg7v9TEtJCUUoykBt5eXyM2dqY2MpSF1/552Udesu79ihv/X51zdDH7VfKn7p0vStW6/84Q/lp04poqLU+fkdCgV39tV01RIAxqe8PCwpyau+Xix0QQCGNTU1LV261PwV8Ty66667XF1dr127Zr5UCFhgDrUP7nBeR2VlxenT9QkJhUFBsg8/zPDxufrHP4qcnS+tXj0coXQ3QP/6dlPco/pGZ6knn6T3i59+WrJ9OyWw6ujoppycHpUKh/kAbA53x+r09K1CFwRggvr7u9XqPJHImVpyXl4A/cj7IhCwwBxqH9wTjrkI9fXdz7lDewaP5+MO9nEBK27xYhpSkEr29r6yd29RcHD1+fPKlBSNXN6rVmO/FIAdkEpDxWLP2lqR0AUBmIihoYGkJC9dtDpQVBTc0aGYiqUgYIE51D64OBXr6jp8apSbGw0vrV5NP17duzfbz6/8ww+loaGUnxRRUW1lZU05OZSiupRKBCkAu0Sh6sqVPWp1vtAFAZggw31XU/oEAgQsMIfah+yjj8rDwpoLClQSiba1VSOXc5cBCl00ABAAd3AwM3On0AUBmIjBQS237yo//3WpNFR3W/apgoAF5rDTPgDAEjk5+6hzqqg4LXRBACaiu7thGvZdcdjpQFmpJ7/YaR8AYJ5cfiYjw0elkvT1aYQuC8C49Wk0mZk74+OXXL/+bmlpyJTuu+Kw04GyUk9+sdM+AMA87ns/Dg6CzRkaGEjfulX0zPDR7em8NS47HSgr9eQXO+0DAEzp6lLW1cXn5/85Nta1ujpa6OIAjE9nbW3MYscYL8f0fzwvkfi2tJi7OyiP2OlAWaknv9hpHwBgCvfMwcLCoMFB3LUObA+127iLi6kNS6/+fTqXy04Hyko9+cVO+wAAUxITPfDMQbBdXV1K7uBgUVHwdC6XnQ6UlXryi532AQCjcQcH29rKFIoorRYPAwXbQ+22rU1aXy+e6psyjMZOB8pKPfnFTvsAgNG4g4PT/L0fgC/9/d0JCe7UhisrI6Z/6ex0oKzUc/JGPNVS6OIAgGC4zgkHB8FG6Q8OlpaGTP/S2elAWaknv9hpHwBgSCYLT0/fWlMTrVBE4cZXYLuUypSyspO9verpXzQ7HSgr9eQXO+0DAAxx3/uvXNkjdEEAJoi+JOTm+nd21gpVAHY6UFbqyS922gcAcOTyM9nZftnZu+Pjl9TVxQtdnDFoW1srIyIas7OFLghYF41Gzn1JKC4+JlQZ2OlAWaknv9hpHwBwW3fJFdct5eUFDA3ZwDPdS0NCYhwdRc7OPappvUAMrNzgoDY1dWNsrKtSmSJUGdjpQFmpJ7/YaR8AUFUVmZvrn5GxlbqlmpqLQhfHIvIzZyhgxbq69mlwohiMNOL0wZLjx9O3bm0uLJyepbPTgbJST36x0z4AGNfbq9Y/qa2/v1vo4oxDY3a23e++qjh9mpJBQ3q60AWxAUNDAzk5+5KTvZubvxOkhh+Y4+hIr/xAPIuQZ6zUk1/stA8AlikUUXl5Aampm0QiZ1vZd8UUkbMzJQOJr6/QBbEB7e0y7qtCScnxEb/K2bcv0cNDJZFMT0nY6UBZqSe/2GkfAMzq6VFxHVJBwSHcrt06FR87Fr9kSc1FZN+xDQ0N5Ob6p6ZunLaHOpvCTgfKSj35xU77AGBTfn5gcrJ3cvIakci5ujpa6OIA2A92OlBW6skvdtoHAGvoi75anac/7wr7rsAOyGThBQWHpvmZg6aw04EKUE87WLl2UAUAGG1wUJuc7E3R6vLl39KIWp0vdIkAJkt/9pUgD8YZjZ0OFAFrIuygCgAwQl1dfFFRMNcVFRYGCV0cAH7093cnJXmJRM4NDVZxuSU7HSgC1kTYQRUAQG9wUNvUVMBFq8zMF/PzA7u6lEIXCoA3Q0MD1nOwm50OVJiAZcpUL3poaGj//v0ODg5z5swJCAigHyc2H3baB4Ddo3QlFntStIqLW0xDhSJK6BIBCGBQq+2snY4HFLLTgbK1ByssLOzxxx+v0qGR8PDwic2HqvBWyVsBeQEf3/j4UMGhiMqIoMKg8zXnT1ecLmouylfna/o0snaZdlBb21lLQ00fbqYMYI2k0tCsrF36p7NpNHKhSwTAp/LyMEtObx8aGEj29o5xdKyMiJjqIiFgTeUihVu5zs7OcXFx3DiNuLi4TGw+VAUnkZNjjOPXw5hvx11iXWi4LH4ZDd0T3Wm4InGFs8h5U9omnwyfI0VHQkpDPq/6PFQaSoEsrDwsoTYhsioyvSE9ShGV05RDL0WHQt2rpljW3d89MDQwemhYEmWXUtWjkqgk2Y14qivAONTXi4uLj+gPCxYVBeOwINiZlpYSroXTFwnz7+xRqbi7tk7D/dwRsKZykcKt3NmzZzc1NXHjjY2NDg4OE5sPVWFbxjYKT2uS19DwmUvPcEGKhoviFtGQEpU+eD0R84Qj9yQCy14U1OjjbvFurrGuyxOWuyW4eSZ50pDmvzh+sUeix/qU9c+nPf9syrM0ol8KvZ4WP702ZW2YLCyiMuKy6jKlru6Bbuw8AxhBo5HX1FzgOp7ERI/YWNdGfD8Be8Sd3k4tXKUa+y7ttSJRUXBwl3LKv2YgYNmnGTNm9PX1ceM0MnPmTDNvNnOuGNc+VLqdrrWdtdyQ0gxlmuut14f3S9UlHCs+Fq2IDi4K/vjGx3uu7DmYf9A9wX1Dygb9/i1KS/o9XoaBjMfXkrgltJQXJC9sl2w/WnyUivR/1f8XWRXZ3NOs7lVzu8SyG7NFtaKG7gbumKYSX+LBfnV21tbViUUiZ4pW3FChiLKtJwwCjItVnd7OQcCaciUlJS4uLnffffd0nuTO4x6sCXyKO7on18gpx9BQ06cpbC6koEMRh/IZDcvbyqMUUfF18UGFQX+X/j0wP/BI0ZF9OfsOXTt0IO/A4cLDr+W/dvja4W0Z236X9bvfXv7tH6784T3pe59WfpqqTKVPUYzbmbnTkuC1OG6xk8jJI9GD29+mz3Y0nYY+l33WpazLuJWR05RT0lJysebiq3mv0hSfDB/KiKHS0JDSECowlXxiaw9g+rW1Sevq4rlQxb3Ky08K/swQAAYhYE05Jyenw4cPd3V1TedCeTwHi79C8UzZpaQXxbW0W2lvlbxFsez5tOe9k72XxS/j9pZZfqTS6E417ognJS0a/vHqHyl10VL8sv2+UHxB2UtcLw6XhdPSKSm2aluxPwwEp1SmVFR8pM9V9CoqCq6ujh4c1ApdNIApRN8f6uvFVtjOrbkD5Zdg9Zw1a1ZnZ+c0L/TUqVOmriIc1yanN3d3N9bUXGxvr6KvxT09Ko1GPjQ0YIVNWa+7v5sSj6JDUdRcFFYedrT46MGcV/ZJdqbWi5NvfnWxJvq90rffTN+yR/z083GLn/rmvDEuTj2X+hxFtP25+7dlbFuesNx4INNFMedYZ/1xz+WJw+98MfNF+uzfSv/mn+sfXxcfURlR01FDCYw7i1/otQJ2i/4/SqWhubn+htGqsPAvlZUROCYIdq+jQ8G1+aqqSKHLMhIC1pT72c9+plAopnmhQ0ND/v7+DjoHDhwwvA/WeANWfPwy/Y1z4uKW0FAsXhUb6yqR7JBIfOkbc2Njdq9VHkSjjqe4+Fh29m7uvx9VQSRy0lXBybArCol54rUYx4jLPqckO1s7avQf545vRimiAvICdmXtWhK/hOKXs8iZi1NL45fqDzUanuP/hOgJffBaGjf8ntWXVtPwtbzXKHhlNWZJVBKtFcdTsBX0n46+9mRl7UpOXmvYnq9f/xt9I7Lmr0AAPELAsgaC1fP9999fs2ZNQ0ODUAWYDGoflKV06WQRDWNjXXRN+QmDIXeB0oqSkuMNDemW/1lvaSnp6qqjnuDWrcty+ZmbNy+Wl4dVVn5O47W1Ivot/bfp6VH19Wm02lYadnUpqUfRaOQaTWV9vbim5nxOzh+vXPlDTs4rOTn7FIqo6uroW7cy6uriiouP5ubuT03dmJjoYdjxGL6SklaJxZ55ea9eufIypS799OTkNUlJXuXlH0iloTJZWG6uf0HBwfT0reXlpwoKD7e3V9xqvtbd331NXaDp03CnlMXXxYtuiiiEHSw46Cn23Jy2Wb9Pa1Hs8IlfT4qe1J/dz50KtiFlg3uC+5tFb+7L2fep/NPhqwRqommYUJcQLguXtcu46wkARqOvDdTapdJ3df8xnb758rCIfqypudDUlCN0AQGmW3Nz4QQOEWpbW5tycoYGBsZ+60QhYE39goW4kztfqKgqVRZlF0o89Ge9oSG1qCj4xo2PJRLf/PxX6W96UtIz+suUKKlQApNIdlA6qa2NpffX1yfl5wdevx5CGYgSmC6vHKIEQ+lH9/4nTAUg7kUzFIlcaJ5cvDM8b9fCV3y8W0KCe1XVl3V18TdunKYylJW9X1gYZHgzurY26c2bFyhyGXxwdMGe0M1teDdeauoGqjitB6oa9WcqlUSrbVOr8ykI0nh/f0dZvbilV51Yc7G4pfiDsvfPVp59OWv37qzd+jO6uMjFnfvFjX89jH2SuyKShr9J/w3Frws3L0hUklYruzQGph/9B7x1Kz0jw4d7QrPhV4K0tM0U/a3t+ikAazao1SZ6eMQ4OpadPDl1S7Ghvn6SWKknv8y3D/rGQH/W5fIzhYXB+r1cholkzAileznphyLRk5aHJ7H46UuXvOiVmLjCcDolKnplZe2iV2dnrYVfa+htlLoo/6WkrE1IcOP2clGku3zZh+aWlOQ5KuE9odul56pbohu3XC7S0fDSpeHcmZ7+vG4OvjTMytodneAmyvnT65e838z63cqEZb6pm4YPICatouHKRE8aenD7vQxuMOYcMzz0EHt4JHoczD8YKg3NVGXmNOVo+jQ4r8vuUahqarpKX0v0d2A3fFHELys7ibOsACagT6OJdXWlgFUYNIUPO0fAAnMsbx/t7TK1uiAzc2dW1u90OWOJLnK5UrYQi1dSEKFv3twwPX1Lbu7+8vIP6uoSVCqJRiPXHS5UUhiiuNbWJm1vr6qqiqypOS+VhpaVnSopeUsqfZfef+PGabn8U4Uiihakv+x8aGiAXrR0mkKvxsZs+nGSvU5fn4ZmyI3ol0LFa2hILy0NKS19RyLxTUt7LuabU9NiY5/UHz/lhlxS1O/YGzHUvz9Kd1pbOA0Tln0Q4/hVgltIjOPJuKXbYxxf0B1edONilujbO7g66c70Wha3yEXk7JP63O6MrR9df+fL66FlTTkNTVdpBdL6pOrTkApPK0R3po6Mxik+UohEf2y1aBsNDHTX1FysqvoyI8OH28s74kUTqe21tl7v6FAIXV4A4XHnjUzss43Z2bLw8F71FJ5AjIAF5kysfVCPzh0v406conTCJZU+O7rZOlWKakdxUC4/c+tWelnZyYaGNJksvL4+mcYpIObm+peXn6LusLj4OPWXhYV/SUlZx6XPS5dW6/Z4PWWQRBfp94d9E9Scv4hx/Fzk5B/j+GqM44oYx7W6gOX6dcwaeW3jk8O7uxzXxDjtjHE8HLvo4xjHC7HfzpNLurTEhAQ3yripqRsyM1/KytpdUHCwoOB1irD0Ki//UHca3Ke1tSKlMoXCme6MNzklSwpntB0pnNGLS7RCr36bR42H/o/QqqYXNZWcnD/RluLy+ohXYqJHUpIXd5gbax5Aj/4ucV9i6+vFQpfFOAQsMIed9jFtKGVSN0nxhfpXyjEazY3KyoimpgIKao2N2RTRGhpSS0tDFIp/5uUFlJW9T+GsoODP1MtmZr7wQYxjpHjlKzGOb8QuWh/juC3GiZLWsq9vMzHq7vYxjr4xjq/FOL4X43h2nOeujXjpToZzio9fFh/vJhY/nZi4IiXl2ZSU9RkZW9PTt129uvfKlT9cvx5Kxa6pOU/hsqkpj6pGmYzCmX6HIneslp2IQNWnKqvV+dzFHErlpeLiY9evh6SmbszI2EYdg5kD4qmpz0kk2xWKL7lTd9lZaQCW0z9/sKLitNBlMY6dDpSVevKLnfZhE7gTmdvapAMD3ZTGOjqqSyrP1agyP8x77Yuyd7deeualtOeHo1Ws68j9WyKntQnufqkbPsrY+tWVl6mPv3zZl0LbpUvPxMa6Umyi/j4uzlV/EJOXF/flMiHBnRZx6dJqGklL2ygWe1JkTEryysx8kYqRm7tfIvEtKnozO9tPd08Nv+vXT+Tk7Csv/7CwMKim5v/Kyk7eupVB6bO5+Vp1dXR7+426uviurgbuegLuSO7o/MGtKG5ouPeUGxpGPW7IRcDR7+QeiqzRyOkj9Nechk1NOdze2e7uhtpaEZWK8nFdXQIVXib7MDNzZ27uAapjevoW3S5Dd25npPkVRclVLF5ZUPC6VBqqVhfQ9p2e5gRg6+hvAn0ptdpjI+x0oKzUk1/stA+7oepRKbuVIaUhwUXBw8/STnAbfaPUleKVvhLf96TvRimibrbfaOtVc3fE6Oys7e1VU3RrbS2lv1y1tTGUHqqqIsvLP6D0UFR0hEKP7njWK1lZuyWSFzIytqWlbUpOXkeRIjbWhcdw9s2FnE76gPLNkdNF+uOq3DHWtLTNFOByc/9EIxTXKDVSgOOmGx1ye48yM3fQpygP0ay4qxC46Wlpz+uGwyfYUb1ihq918NIdp1uuW+KymG8uJo39+gjstyfbjfVyorfFxy9NSVmfmbmLAhmlRoprFKewj2ryupTKgkOHKiMihC4IwLfY6UBZqSe/2Gkfdkndq27Vtp6Rn/nsxmdeSV7rU9YbvTe9i8hld9buwPzA3KZc+YTOGOVOs6Nw1tGh4C41qK8XV1Z+XlZ2srT0eH5+4LVrh7KzX6ZkJpFsv3p1b3r61qysFym7pKc/n5Dgnpy8VreXaw031F0YsYLbtRPz7U1uR5+m5qSPYt9cQ/BEzLfXFpgaGl5z4KyPcYbXvX5z9evIqxNiYkbPx1lfqvh4d4pr6emb09O35OW9WlBwiFJpRcVppTK1oSG9vV3GXWfA+1YGUnL8ONecNfIJnvIMwDt2OlBW6skvdtoHC7SD2ujq6As1F3wlvtsvb9ffDGLEa6dkJ4Wt0tZSxbRcqmb0IB132SaNNDcXUm6jgNLRUV1XF9/ael13GWmeTBZOPxYXH5NKQymuXb36CoWb3Nw/JSd7l5Qcz8nZR+FGd6gxLDvbj4b68evX/yaR+NJ76FNFRUczMnyKi/9KU0pLQ+i3UunfdcP3rlzZQ3OgaCiXf1pUFKxQRNMbaIk0k4aGFN3Op7yamottbWWUJik5UbKk8IT8JJRaEWVd5yQvr0EtNgGMg/zMmWw/vzbplByXZ6cDZaWe/GKnfTCI8lNlR2WoNDTkeoin2JNeo8PWy9kvHyo4dJ1iDe4LANatV62e0rtyg/WgbzK5uf6ZmTs7J/fQC21rK/enLmffPr7KZoidDpSVevKLnfbBOO2gdmBoIEoRdUZ+hpIW96ifEa/fX/k9ha3qjmqVwX3wAQCmWWNjNndqY3l52CRnlblzp8jZuebiRV4KNgI7HSgr9eQXO+0D9ChpUd6KrIo8VX7KI9FjxGnyTiInZ5Hz26VvUxTDU6sBYPr193dzFyNz1xFPdm7dU3X7ZXY6UFbqOXk2+thEmAoUoboHuilshZWHUdhaGr/UMGytTV7rk+FzvfU6nk4NADACOx0oK/XkFzvtA8ZEYaujvyNcFn6k+Ijh2fFOMcNPrX67ZHifFp6QCADAYacDZaWe/GKnfcC4qHpU5W3lvhJf72Rvw31aqy+tpinpt9ILmwuFLiMAgJDY6UBZqSe/2GkfMDEDQwMRlRHHS46PvuODf65/UGGQuleN3VoA1kljrfdAn2Yaubw6OrpPw/PaYKcDZaWe/GKnfcAkKbuUZW1l+3L2bUrbZBiznkp8yj3B/fKtyzhPC8CqnJGfoe9FAXkBQhdkHIaGBoqLj+Xm+vfwei1zgrs7/bkqDAricZ63WepAWaknv9hpH8Ajcb344xsfL09c7hLr8vXDEGOfpOEHsg8u1lzEtYcA1sBX4kv/K11jXW3ov6RKJZmKBzwnenjQH6qi4GAe53mbpQ6UlXryi532Abyjv9rqXvWx4mMvZr1ouE9rz9U9hwoO4WZawA65Rp7ekD5gZU+czGnK2ZW1K0oRJXRBxkGrbU1K8kpIcG9pKeFxth0KRV18PO/3a2CnA2Wlnvxip33AlIqsijxactTwPK1tGdv25ezDDeLB7tHXDNdYV2rzZ+RnhC6LPRgaGrCVZ1Kx04GyUk9+sdM+YBrI2mVJdUleSV5OIicuZm1I3eCT4SNtm5IHgQFYA1WPivtqcbLspNBlgWnFTgfKSj35xU77gGmjHdQ2dDdsTtusP0NrY+pGilklvO7zB7Aehc2F0dXRuJyWNex0oKzUk1/stA+Yfh19HX7Zfh6JHlzMosi1K2uXjI9nXwAAjFevWq1MSRnU8nb8kZ0OlJV68oud9gECopj1VMJTXMx6Pu15+hExCwCmmdjTk/4IFR87xtcM2elAWaknv9hpHyCsgaEBX4mvi+jrg4bPpT63M3MnbgcPAHqDg9q+qbwzKnc3rPzAQL5myE4Hyko9+cVO+wBroB3UDsesb87NWpu81jvZW6KSCF0uABBYb686MdEjNtaV3xs0GGqTSisjIrStrXzNkJ0OlJV68oud9gHWo7u/2y/bb3H8Yn3MWpeyDjELgGX6W4zKbeduF+x0oLZdz/j4eDc3t1mzZs2bN2/Hjh1qtZqbPjQ0tH//fgcHhzlz5gQEBNCP5qePFzvtA6zNwNBAUGGQV5IXF7PWJK8Zfox0Q7rQ5QIAAQwNDZSWhhQWBmm1vO1hmmrsdKC2Xc/ly5fHxcV1dHSoVKqXXnpp1apV3PSwsLDHH3+8SodGwsPDzU8fL3baB1gtilmeYk8uZq1PWe8r8c1pyhG6UABgnwa1Wo1czsus2OlA7aeeGo3mhz/8ITfu7OxMwYsbpxEXFxfz08eLnfYBVi64KJhiFneH0i3pW0KlocoupdCFAgB7k7Z5M32bk4aGTn5W7HSg9lPPCxcuLF26lBufPXt2U1MTN97Y2Ojg4GB++nix0z7AJgTkBbjGui6OGz49a3fW7vSGdBt6Ti0AWL9YV1cKWFf27Jn8rNjpQO2kngUFBQsWLJDJvr5L0IwZM/r6+rhxGpk5c6b56UbdYdaUVQVgIihRrUtZRwFrafxSGr6W/xpumgUAfFFJJEXBwbwcJWSnA7WxehrNN6mpqfPnz7969ap+CvZgAYO6+7vz1fnciVlu8W40fKvkLTw3GgCsCjsdqM3XMzIy8v7778/LyzOciHOwgFmydllkVaRbwnDAWha/jIbHinm7BTMAwCSx04Hadj1PnDgxf/78srKyEdNPnTpl9GpBU9Nvj3OTs9M+wEZlN2YfLznOBSyvJC9PsWd0dbTQhQIA3vT1aSQS37S0zZ2dtdO20JaSEll4eJdyUlfSsNOB2nY9R58a1dHRcVt3vyt/f38HnQMHDhjeB8vo9NsIWGCPJCpJUGHQorhFFLM2pW0S1YpabedmOQBgRkNDOneL0crKiGlbaKKHR4yjY86+fZOZCTsdKCv15Bc77QPswOmK015JXty9Sfdc4eEiIAAQXF+fJjNzZ3r61uncg5Xs7U0BqzAoaDIzYacDZaWe/GKnfYDd2Ji6kQKW9yVv9wT3iGn8ygsAdkPb2qqSSIYGBiYzE3Y6UFbqyS922gfYDWWXMkoRxZ38vvrS6siqSFWPSuhCAQBz2OlAWaknv9hpH2BnKGNtTN3IHS70yfARujgwHVpKSlI3bsz195/kjgcAvcm0JXY6UFbqyS922gfYJYpW3OFC11jX0xWnhS4OTK3iY8d0j6x0bJfh3rPAg6Lg4FhXV0VU1MQ+zk4Hyko9+cVO+wC71Kptja+Lf1r8NPW6KxJXRFZF1k7jebIwzVpKSpK9vXP27cMeLOCFyNmZ8rrE13diH2enA2Wlnvxip32AHYuujt6avtX7kjfFrM1pm4UuDgDYhsqIiAwfn4b09Il9nJ0OlJV68oud9gF2b2fmTgpYG1I2+GX7ievFQhcHAOwcOx0oK/XkFzvtA+xeq7aVctWa5DUUszwSPTR9GqFLBABjUCpT6uvFQ0NCHvPt02gas7MHtdrxfpCdDpSVevKLnfYBjDhZdpIC1m8yfkPDoMJJ3UUQAKZUU1MOdw/3urp4AYuRunFjjKNjfmDgeD/ITgfKSj35xU77AHZo+jTczUiXJywX14vVvWqhSwQARrS0lHABS6lMEbAYYk9PCljZfn7j/SA7HSgr9eQXO+0DmJLdmO2X7bclbQtOewewZpSxGhuzhS1Dm1Q6sQc/s9OBslJPfrHTPoBBu7J2UcDySvIKl4XL2nHnJADgEzsdKCv1nLw7vkvo4gBMFXWvOrIqcvvl7RSzPMWeQhcHAKxXeViY2NOzOjra8o+w04GyUk9+sdM+gFkBeQEUsNanrA8pDclX5wtdHACwRrGurjGOjulbt1r+EXY6UFbqyS922gcwSzuozW7M9pX4crdvGBD0gnAAsE6y8PAkL6+bX32lkcst/Ag7HSgr9eQXO+0DGBdUGEQB67nU5wLzA1MEvWQJAKxWtp9fjKNjYZBFd3hhpwNlpZ78Yqd9AOMGhgYKmwtfyHyBYtaS+CXawXHfVBAA7F6ihwcFrAwfH0vezE4Hyko9+cVO+wC4/c1tSLekbwnIC4gX9N6GAGCFmnJyCoOC2qRSS97MTgfKSj35xU77AOAou5Tc7RtcY12xHwtAEIOD2rKyk1JpaJ8tP9KKnQ6UlXryi532AaAXLgungLVDsuOM/Iy0zaKvqgDAI6UyhbuHe3X1OG6LMJ161WM/AYKdDpSVevKLnfYBYEjZpfTP9aeY5Z7gjv1YANOso0MRG+tKr5aWEqHLYkReQECMo2NpSIj5t7HTgbJST36x0z4ARgguCubu8x5bG0t5S+jiALBFq23ttdbnhHKnuqdtHuMpW+x0oKzUk1/stA+AEbSDWolKEpgfyN3nHfuxAIDTkJ6e6+9/6/JlGunv7jb1NnY6UFbqyS922geAUVzAck9wr2ivQMYCAL0MH58YR8cre/aYegM7HSgr9eQXO+0DwKhWbWuUIupY8TGKWRtTNwpdHACwFqkbN5q/JxY7HSgr9eQXO+0DwAzuhHfXWFeNLV80DgA86lAoKk6frjx7NnPnznqxePQb2OlA7aGeTU1NDz74oOE2Gxoa2r9/v4ODw5w5cwICAuhH89PHi532AWBGbWdtcFHwJxWf+GX7nZGfEbo4AGAtkry8Yhwdk729R/+KnQ7UHuq5e/fuI0eOGG6zsLCwxx9/vEqHRsLDw81PHy922gfAmLj9WPRq1bYKXRYAsAqlISH0V6Hs5Ml2mWzEr9jpQG2+nlKp9OGHH+7p6THcZs7OznFxcdw4jbi4uJifPl7stA+AMV2suega6/py9svpDemqHpXQxQEAqzCo1eb6+1PMoqHhdHY6UJuv58qVK8+ePXv7u9ts9uzZTU1N3HhjY6ODg4P56ePFTvsAsER3f3dIaQhuQAoAhlLWreMOFBretYGdDtS26ykWix0dHblTqQy32YwZM/r6+rhxGpk5c6b56UbdYdaU1AfAZnE3IMUJ7wBTob+/u7j4WGFhkG09hbC5sLD42LFrhw5RzKIRbiI7HaiN1XNEvlm4cOHly5f1v9K/DXuwAKZZq7Y1sirykvLSoYJDF2suCl0cALtSVxdv5U8hNCPZ25sCltjTUyOX32apA7XteprasYRzsAAEwd2AlF44GQuARx0dioQEd3ppNHKhyzJu9WJx1q5dmS++SH8bcvbtY6cDtZ96Gm6zU6dOGb1a0NT02+PMTOy0D4BxiayKpHS1LmUdrigE4NfgoHbQlk9wTNu8mQJW4ooV7HSg9lPPEffB8vf3d9A5cOCA4X2wjE6/jYAFwBNllzK2NtY11tVX4jswNCB0cQDAKjQXFhYFB6dt3MhOB8pKPfnFTvsAmAD9gUIKW0KXBQCsyJU9e9jpQFmpJ7/YaR8AEyBrl/ll+50sOymuFys6FEIXBwCsRX93NzsdKCv15Bc77QNgwihg4cYN1qNXrS4NCVFERQldEGAdOx0oK/XkFzvtA2DCQqWhXMBS96qFLgvcLjt5UnfY1pG7VB5AKOx0oKzUk1/stA+ACdP0aaKro682Xo1SROWr84UuDuvq4uMpXSW4u/dpsEMRhMROB8pKPfnFTvsAmCRuP5azyBn7sQTXWVtr+MQSAEGw04GyUk9+sdM+ACYpXBbOHSjEnbEA4DZLHSgr9eQXO+0DYJIGhgYkKklJS8nxkuN4hA4AsNOBslJPfrHTPgB4QemKuzMW7toAwDh2OlBW6skvdtoHAC8u1lykdOWR6NHdj3OAAMZBq23NydlHL629HGRnpwNlpZ78Yqd9APBF0aFo7mmOrIrMbswWuiwANqOm5mJMjCO9qqujhS4LP9jpQFmpJ7/YaR8APOJuPYpH6ABYrqtLmZzsTa8ue/lfw04Hyko9+cVO+wDgUURlBG49CsA4djpQVuo5eXd8l9DFAbBJ2Y3ZNR01olpRSUuJ0GUBAAGw04GyUk9+3QEAAAATInQfPk1YqafVmuqmNg1NGYvAImxrEXZQBSwCi7Ct+U/PIqwNcxW2Nvhvg0VgEdO8CDuoAhaBRdjW/KdnEdaGuQpbG/y3wSKwiGlehB1UAYvAImxr/tOzCGvDXIWtDf7bYBFYxDQvwg6qgEVgEbY1/+lZhLVhrsKsYbBNWy1sCyuBDWE9sC2sBDbEVMA6tXP4b2M9sC2sBDaE9cC2sBLYEFMB69TO4b+N9cC2sBLYENYD28JKYENMBaxTO4f/NtYD28JKYENYD2wLK4ENMRWwTu0c/ttYD2wLK4ENYT2wLawENsRUwDoFAAAA4BkCFgAAAADPELAAAAAAeIaABQAAAMAzBCwAAAAAniFgAQAAAPAMAQsAAACAZwhYtmRoaGj//v0ODg5z5swJCAigH7np8fHxbm5us2bNmjdv3o4dO9RqteWfNTUdzDO13mJjYxcvXvyDH/yAtoWPj8+tW7cs/yy2xQSYX2lNTU0PPvigqXv8YEPwy9R6u+O7xvVZbIsJMLPSCgsLPTw8fvjDH95///0fffSR5Z/FhpgABCxbEhYW9vjjj1fp0Eh4eDg3ffny5XFxcR0dHSqV6qWXXlq1apXlnzU1Hcwztd6WLVsWHR3d2tqq0WgOHz5Mwdfyz2JbTID5lbZ79+4jR46Y6tSxIfhlar1ZchNLbAsemVppMpmMvm9ERES0tLTU1NRs3rzZ8s9iQ0wAApYtcXZ2piDFjdOIi4vL6PdQv07fTvQ/6v+0mfqsJfOE0SxZbxR5/+Vf/kX/I7bFVDCz0qRS6cMPP9zT0zOig8eGmCKm1puZgIVtMRVMrTRKVO+9957Rj2BDTAUELFsye/bspqYmbryxsdHBwWH0ey5cuLB06VL9j/r/NqY+a8k8YbQx11tnZ+fRo0cN9yZiW0wFMytt5cqVZ8+evT2qg8eGmCKm1hut8Llz59KXjf/6r/8KDQ0dGBjQfwTbYiqYWmn33XffwYMH582bd88992zbtq21tVX/EWyIqYCAZUtmzJjR19fHjdPIzJkzR7yhoKBgwYIFMpnM8s+OOU8wyvx64841uffee2/cuGH5Z7EtJsDUShOLxY6OjtyZIqb2oGBD8Mv8euvt7c3NzXVxcdm7d6/ln8W2mABTK41Gtm7dqtLZtGnTb3/7W8s/iw0xAQhYtsT8d4jU1NT58+dfvXp1XJ/F95KJGXO9tbe3Hzp0aNGiRZZ/FttiAkyttIULF16+fJkbNxWwsCH4Zcl6q6mpMTod24JHZlYm/ciNU8aaO3fuuD6LDTFeCFi2xMxR8MjIyPvvvz8vL2+8n8WR9YmxZL1RxjI8H27Mz2JbTICZ837GvHgNG4Jflqy32tra++67z/LPYltMgKmV5urqSrmKG79165bRgIUNwSMELFty6tQpo9dxnDhxYv78+WVlZaM/ou9XTH3W1HQwz9R6+81vfiOVSvv6+m7evOnn52f0HCxsCx5ZstJMnYOFDcEvU+tt06ZNJSUlWq2W/ms89dRTv//97/UfwbaYCqZW2kcffbRlyxb9IcLt27frP4INMRUQsGzJ0NCQv7+/g86BAwdM3WaGdHR06H9l/rOmpoN5ptbbl19++atf/er73//+gw8++NJLLzU3N+s/gm0xFSxZaaYCFjYEv8z/p/jBD37w8MMPBwYG9vT06D+CbTEVzKy0119/fe7cuXPmzKGvgkZPcseG4BECFgAAAADPELAAAAAAeIaABQAAAMAzBCwAAAAAniFg2RJTD3Ue7+M5LXk4NMfoJe6WP/XT1BXy5h/7CgAAYOvQw9kSUw91Hu/jOS15OLShEUlovE/9NBWkELAAAMBeoYezVYYPdZ7MreFGPBzaqBFJaLx3nEPAAgAA1qCHs1WGD3WezMMNRjwc2qgRSWi8z0xAwAIAANagh7NJIx7qPOHHc5p5OLShEUlovE/9RMACAADWoIezPaMf6jyxPVij52PmnHTDH03N1sKPjzkdAADA1qGHszFGH+o8gXOwxnw4tCGcgwUAADAu6OFsiamHOo/38ZxmHg5t1IgkNN6nfiJgAQAAa9DD2RJTD3Ue7+M5zTwc2vwSzc/Wwo+bmQ4AAGAf0LcBAAAA8AwBCwAAAIBnCFgAAAAAPEPAAgAAAOAZAhYAAAAAzxCwAAAAAHiGgAUAAADAMwQsAAAAAJ4hYAEAAADwDAELAAAAgGcIWAAAAAA8Q8ACAAAA4BkCFgAAAADPELAAAAAAeIaABQAAAMAzBCwAAAAAniFgAQAAAPAMAQsAAACAZwhYAAAAADxDwAIAAADgGQIWAAAAAM8QsAAAAAB4hoAFAAAAwDMELAAAAACeIWABAAAA8AwBCwAAAIBn/w8jgsKANutfDAAAAABJRU5ErkJggg==)
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