Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Kyungguk_Min_090509_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 23 2007 |
Start Time | | 2007/03/23 09:00 |
End Time | | 2007/03/23 12:00 |
Key Words | | Substorm Event |
Model | | BATSRUS with RCM |
Model Version | | v8.01 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -4.30 |
Dipole Tilt, in Y-Z GSE plane, deg | | 13.60 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 72.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Kyungguk_Min_090509_1 |
Minimum Dst Value | | 8 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Diagnostic indices for this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAGQCAIAAADZR5NjAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAV2VkIFNlcCAyNyAxNzoxMToyMSBFRFQgMjAxN5Eln6UAAAF9dEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsNDAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiY3BjcG4gZm9yIEt5dW5nZ3VrX01pbl8wOTA1MDlfMSIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAwNy0wMy0yM1QwOTowMDowMC4wMDBaIiwgIm1heCI6IjIwMDctMDMtMjNUMTI6NTk6MDAuMDAwWiIsICJsZWZ0IjoxMDQsICJyaWdodCI6NzIyLCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoiY3BjcG4iLCAibWluIjotMS4wLCAibWF4Ijo1MC45NiwgInRvcCI6NTIsICJib3R0b20iOjMyNSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfaow/sEAAAAEZ0FNQQAAr8g3BYrpAAA/kUlEQVR4nO3dD3AV5b3/cS7QGtFhTpDyr6BY4Fo66jj8qEMu0ImCWK7iZeY6DIpY7mBRrzo3HQXiFRUqCnTQoVUhFLHMqEjxT9OqqVo72HJrx0JlKgJS0CjIRIialsCEBEx+z+Z7XDZ79uzZs+fJObv7vF+Tgc1md8+z2T1nP3n22efp0QEAAACtepS6AAAAAElDwAIAANCMgAUAAKAZAQsAAEAzAhYAAIBmBCwAAADNCFgAAACaEbAAAAA0I2ABAABoRsACAADQjIAFAACgGQELAABAMwIWAACAZgQsAAAAzQhYAAAAmhGwAAAANCNgAQAAaEbAAgAA0IyABQAAoBkBCwAAQDMCFgAAgGYELAAAAM0IWAAAAJoRsAAAADQjYAEAAGhGwAIAANCMgAUAAKAZAQsAAEAzAhYAAIBmBCwAAADNCFgAOt56661Ro0b16JHkD4Rk7x2AqOETB0DHhAkTXnzxxVKXontpDFhkNQA58TEBoKNv374nTpwIvbozcLz77ruDBw9euXKljnLpFDwVqSW/853vtLe323PU9OjRowvMVWojCxYsSKVS5eXl1dXV9vabmppuvPHGfv369e/f//7778+5fI+uQm/fZ/ddWwYQAm8hAIVWydirv/XWWwMHDnzmmWd0FEqzvALW2LFjf/Ob39hzfvWrX6k5Bf6WampqxowZ82EnNbFu3TqZP2fOnJkzZ37aacaMGU8++aT/8tmKke/2/RGwgALxFgIi4eTJk/fee++5556bSqXs6h91kVuxYsWAAQP69et32223tba2hlhYzV+zZs15551XVlY2bty4nTt3ul7aVR1y4sSJ//mf/xnYSU3YNVvqp4888sjQoUP/5V/+JXML6t/XX3990KBBv/vd72TmxIkTn332WXuZjz/+ePDgwf/4xz9cV27722zlVAW45ZZb1E6p8qgdtJfPNt9n+zKxffv2b37zm6tWrcp2LNSSmzdvHj9+vD1Hlee5557L3FTO361TRUVFXV2dTKsJe/vnnHPO4cOHZVploAkTJvgvny365Lt9fwQsoEC8hYBIWLp0aWVl5f79+7/44ouqqiqZqS5ykydP/qSTmli8eHGIhdX86dOn19fXHzt2bMmSJc7cYHNeTVV0U6sf7HTZZZfdd9999jL/8R//cejQIc/Vn3/++WHDhv31r3+1Z7766qujR4/+8ssv5du5c+cuX768wzcAeZZz0aJFU6dOPdRpypQp9vLZ5vsHrJdeeukb3/hGbW1t5l44V1HFHjVq1J/+9Cf17ZYtW9S0muMZsHL+bm19+/ZtbGyU6SNHjqhwLNMqAKlvZVolIXt+tuXVi/bv379Pnz4XXnjhT3/601OnToXbvj8CFlAg3kJAJIwcOdKzbmnXrl0y/d57740YMSLEwmp+Q0ODTB8/fvzMM8/MfHXn1fRb3/qWvR31Ks7tfPTRR56FVz/q3bv3Cy+84Jr/3e9+V24X/v3vfx86dKh69Q7fAORZTlWePXv2yLQqmL18tvk+23/ssceGDBnyl7/8xXMvXKusXbv2mmuuURNXXnnlz3/+846MrOZTZk89e/Zsa2uTaTXRq1cvmZ49e/asWbMOd7r++uvVb9J/eXHixIlt27apSGcn7Hy3H+SXACA03kJAJJSVlbW0tLhmqoucPVNNqGVCLJwtcGSb6dy4azvOdt+u1devX9+vX78//OEPzvm1tbUXXHDBqVOnrrvuup/97Gf+5ck2XxXAvk2pypNzvs/2VSa7++67PXchcxW18cGDB2/cuFH9Ky/kGbA8X8tTthqmzz//XOWe8vLygQMHPvjgg4MGDfJf3unjjz/OWeOVbftBfgkAQuMtBETCqFGj/Cul1IRdmZTXwvkGLJ8arGyFlx/9+te/Vldx9a89XwWyiy66aP78+cOHD7fbhKlgJFVZSkNDQ86wkm8Nls/2Dx48OHLkyJ/85CfZdsT10suWLevdu7fc2ewoOGBlayPl9Pjjj6swFHx5tUcqNoXbvj8CFlAg3kJAJDz44IOVlZUffPCBq1nVlClTpFmVmrCbQ+W1cL4B65577rHbYF1++eWLFi3yWdH1oz/+8Y/nnHPOL37xC/tHmzZtUj994okn7Dnqwr9kyZJjx459+OGH11xzTc6wospjt7W68sorc873375a+IILLnjooYey7YvPnhYYsNasWeP5lN+sWbPUr7qpqenZZ58dNmzY+++/77/8zJkzVfBVgXX37t3qSN1xxx3htu+PgAUUiLcQEAltbW3/+7//O3To0PLy8kceeURm9vjqwUA189Zbb7XviOW1cL4Bq6WlRV2z5SlCNWHfLgwSsJS//e1vQ4YMsWuJnnvuuVGjRp08edJeQIWDcePGlZWVnXfeeatXr84ZVlQB5s2bp3ZK7dqPf/zjr33ta/7zc26/oaFh9OjRapUgu+M5P1zAam9vnz9/fqrTwoUL7fut69evV7+xPn36XHHFFe+8807O5Tdv3nzxxRefccYZI0aMUCnTPkD5bt9n951yLg/AE28eILryurxF81o4bdq0jRs36tqaSm/nn39+8PkAUCpR/EQGIGIdsL788su1a9dedNFFdk8NoVVVVTU0NHz00UeTJk360Y9+lHM+AJRctD6RATjFOmCp8gwfPnzbtm2Fb2rVqlVDhw4dMGDAD3/4Q7sBu8/84CXMVHhpu2mzesWikECs8Y4CAADQjIAFAACgGQELAABAMwIWAACAZgQsAAAAzQhYAAAAmhGwwvB8whkAAORU6mt4kZiyn3qZc34AAKCRORfQZO5ntrDc3t6+YMGCVCpVXl5eXV1tj9UVYvuaSgoAgEHMuYAmcz+zHb+amhrP0eZ1bR8AAPgw5wKazP3MdvwqKirq6upkWk2MHz9e7/YBIKl27Nhx00039e/fv5iNdRAjqVRq7Nixjz32mP+J1MOYC2gy91MdP/Up0KdPnwsvvPCnP/3pqVOnZH7fvn0bGxtl+siRI+psCL19PQUFiuPUyY633yh1IRBv3/72t1euXNnU1FTqgiCi1LlRW1t7ySWXvPGG36eNORfQJO/niRMntm3bNn78+KqqKpnTs2fPtrY2mVYTvXr18lndP6p3e+kBjRbP6fh/PTpqnyh1ORBj6nPv5MmTpS4Fom7fvn3Dhw/3WcCcC2jy9/Pjjz+2a6qowYKJDuzruLS3FbBUzALC4nMPAfmfKuacSMnfz4MHDw4cOFCmaYMFE0n1lfq67pJSFwUxxuceAiJgiWTu58yZM3fu3Nna2rp79+7JkyffcccdMn/NmjXZniLM65Cbc34g9qT6qqLMCljq31Pc4kFIhnzuGbKb3YqAJZK5n5s3b7744ovPOOOMESNG3HPPPS0tLTK/vb19/vz5qU4LFy509oNFwEKMtbZ0bH2543izx4+k+urhqo7pI62J/TuLXjgkhCGfexp305DfWCYCljBlPwtHI3dE1+pFVniaNrxj+5Yu8+3qq88aOu6cbi3z2qbSlBDxV/jnnnML77777uDBg1euXFngNrULvptqye985zvOP9TV9OjRowv8RWXrELupqenGG2/s169f//7977///pzLZ7tm5bt9n93PdjUkYAlT9lMvc84PxIPdykp9rbj99H3AB25KV18paxdb06vuKmExEWvuzz3PGtNgW3jrrbcGDhz4zDPPaCmYXnkFrLFjx/7mN7+x5/zqV79Scwq8QGTrEHvOnDkzZ878tNOMGTOefPJJ/+WzFSPf7fsjYPkwZT/1Muf8QDzMq7TC090z022tNiy3ZjY1Wt9e2rvjUL317Zu11o+qri5pQRFjXT73Pmuwzq7pIzvWL02fYIG38Prrrw8aNOh3v/udzJw4ceKzzz5rL/Pxxx8PHjz4H//4h+tj1v5WTaxZs+a8884rKysbN27czp3pu94nTpy45ZZb+vXrp6LbihUr7OWzzffZvkxs3779m9/85qpVq3x2Z/Pmzc6HpVR5nnvuucxNZSuzp2wPY51zzjmHDx+WaZWBJkyY4L98tutUvtv3R8DyYcp+6mXO+YF4uO4SKzzt2tbx++dPPy2oYpaavnN6epkD+6xvpwwqYTERa+7Pvbqn08lefc2dYPWydjRHH6RqC88///ywYcP++te/2jNfffXV0aNHf/nll/Lt3Llzly9fnvlyzrAyffr0+vr6Y8eOLVmyxM4HixYtmjp16qFOU6ZMsZfPNt8/YL300kvf+MY3amtr/XdHFXvUqFF/+tOf1LdbtmxR02qOZ8DyLLOnbN0JqQCkvpVplYRydj/UI88Ot7Nt3x8By4cp+6mXOecH4mHacOsid6jeau0+8Wxrun5Px9Sh1oSzA3f5UVNj6QqKGPP+3Dt80KrE+s9vpx9TXXCtVVea5WFVtYXevXu/8MILrvnf/e535Xbh3//+96FDhx4/fjzz5ZxhpaGhQabVkmeeeaZMf+tb39qzZ49M79q1y14+23yf7T/22GNDhgz5y1/+4vPbsFdZu3btNddcoyauvPLKn//85x0ZWc2nzJ6ydYg9e/bsWbNmHe50/fXXq9+k//IieIfb2bYf5JcQZGbAnyaJKftZOBq5I7qkFkGuavfeYE3PGWf9O+PCLovJTMbMQSg5Pvd2bbNa+03qb51j6t8Vt1tzMrawfv36fv36/eEPf3DOr62tveCCC06dOnXdddf97Gc/83y5nMGorKxMhQmZbmlpyTnfZ/sqk919991+O+tYRW188ODBGzduVP/KC3kGLM/X8pSthunzzz9Xuae8vHzgwIEPPvjgoEGD/Jd3CtLhdrbtB/klBJkZ8KdJYsp+6mXO+YEYONpkXdImnp3+VtpaydcLNV2WVNc8aQUP5C/Q555K+VtfTjcHVDGrtSVzC7/+9a/VVVz9a89vb2+/6KKL5s+fP3z48NbWVpmpgpFUZSkNDQ05w0q+NVg+2z948ODIkSN/8pOfBPyFLFu2rHfv3nJns6PggBWkQ+zHH39chaHgy+fb4bZz+/4IWD5M2U+9zDk/EAOH6tN9NAj7LmFlynV5szrBurS39UVvWMhffp97x5szG7/bW/jjH/94zjnn/OIXv7B/tGnTJvXTJ544PVymuvAvWbLk2LFjH3744TXXXJMzrNxzzz12W6srr7wy53z/7auFL7jggoceeshnF7P9QgoMWNk6xJ41a5bKSU1NTc8+++ywYcPef/99/+Xz7XA72/b9EbB8mLKfeplzfiAGtm9JtzK2Sa8Nnj0yPFzlXhgIpvDPPecW/va3vw0ZMsSuJXruuedGjRrlHExahYNx48aVlZWdd955q1evzhlWWlpa5s2bV15ePmDAgB//+Mdf+9rX/Ofn3H5DQ8Po0aPVKkF2x3N+uICVrUPs9evXq99Ynz59rrjiinfeeSfn8vl2uJ1t+z67n63ZDAFLmLKfeplzfiAGMvtfON7c8dIGd/WVONpkPUiolq97umgFRDJ06+fetGnTNm7cqGtrKr2df/75wedDLwKWMGU/C0cjd0SUylIqMC2eE3R5Fa2kv4ZcD9UDTt30uffll1+uXbv2oosusntqCK2qqqqhoeGjjz6aNGnSj370o5zz0U0IWMKU/dTLnPMDMSBdtK9elMcqcydYq/zysW4rExKomz731GaHDx++bZv7kcMQVq1aNXTo0AEDBvzwhz+0G7D7zA9ewkyFl7abNqtXuEISsIQp+6mXOecHYkCaVT2Vz5huksnUv0BgfO4hIAKWMGU/9TLn/EAMSJP2lzbksUrtE9YqD9zUbWVCAvG5hyAaGxvPPvtsnwXMOZFM2U+9zDk/EAMyXEle3Ye+tslaZcG13VYmJJC6atodSgHZVFVVXXut32eLORdQU/ZTL3POD8SAPRBhcNKzg0pmQGBz5sy54YYbmpubS10QRFRTU9PixYv79+/vP5q1ORdQU/azcBFvighz2QMRBle/x1rlP7/dXUVCEjU2NlZWVnq2egZ6dA40OWHChB07dvifSD2MuYCasp96mXN+IAacAxEGdPhguqcGACgucy6gpuynXuacH4g610CEwUksA4DiMucCasp+6mXO+YGocw1EGNyk/taKTY3dUCYAyMqcC6gp+6mXOecHoi5zIMKApOXWgX3dUCYAyMqcC6gp+1k4V2u+UhcH6JQ5EGFA0rmDymcAUETmXEBN2U+9zDk/EHX5DkRou3O6taLKZwBQROZcQE3ZT73MOT8QdSEGIhQh+n8viVMnqWYDksScC6gp+6mXOecHoi7EQIRCZbJYDEcoQbD2iVKXA4Ae5lxATdlPvcw5PxB1oSuiVCZTK666qxvKpM+BfR2X9rbKeef0UhcFgB7mXEBN2c/C0cgdUXTrZCt/vPVq3iuGbrxVTBIf1VdlqtRFAaCHORdQU/ZTL3POD0TdnHFW/tixNe8VVSZTK6p8FllSfVVR1jF1qFXUvTnG3wAQC+ZcQE3ZT73MOT8QdSEGIhTv/tlaUeWzyJLqq4erOh66xZrYuKrUBQKggTkXUFP2Uy9zzg9E3cSzrfBxtCnvFUN3AV8cdvXVZw0dr22iGRaQGOZcQE3ZT73MOT8QdaGHFDzebK2oEkxpqWLs2Gr961J1dbr6SlEZi2ZYQFKYcwE1ZT8LRyN3RI7UQk0dGnJ1eUDv1EmtZcqHSk7/+e10RZqzsytpgD+p/+mhEmWxwpthqSSnfmmtLYVuB0BY5lxATdlPvcw5PxBp+3dasUOFj3BCt9/Swk5XFWXperjFc6x+udRXZcr69vfPn15YSzMs+xXnTvCoMwNQFOZcQE3ZT73MOT8QaTLS87zKkKtfd4m1+q5tWssUzKmT6Q4mVOI5fNDqlMuOWfK14Nouy//yMWumilmh2elKvshYQImYcwE1ZT/1Muf8QKRJ629XFglOxnt++w2tZQpGRviZMsjKPaJ+T7r6Sn1tXOVOP9KpROgoaacr9a9Kpep17QZeAIrLnAuoKfuplznnByKt9omCOgst1XCEKtJd2tv6Cp7tpJ37pP5ZFzh10m9rcodRpSvJc3t3pAuwf2c+5QaggTkXUFP2Uy9zzg9EmtQDhR5PcMXt1uoblmstUy4q4kgFUr7F9u+QwmfIwtaW9Lr1e07PlDEc507IrwwACmbOBdSU/SwcTxEickKP9CzkDmMxO3O3b9WpF8336cXZY60V3/2zx4/sIQs975bWPe3RpaoKapLz1E8BFJE5F1BT9lMvc84PRFqB9/iaGtMP8RWn2wJnQyi76VVw996QtY7KHrLQs8cKaU3/Qo17vgQvFbNCdNMKICxzLqCm7Kde5pwfiLTQIz3bpFqokC0Ed+f08OlK2bDcWn3VXe75dp/v0rnD4YPWTBUZ1U6dOml9KyHSM0XNnVBQFSCA/JlzATVlP/Uy5/xApIUe6dn2aLV3atFOHgNUGUgCUAhv1lpbqLraPd8eslA6f5fesyTMrbi9Y/1Sa+Lumd7blJukoR9OBJA/cy6gpuynXuacH4i0wnsKlZ60ZlyorUgdnbVHKvM5a4zUnOkjC+0p1LNXVeeQhZKlVNKSMCdfk/r7VdGpQsrjhPSJBRSLORdQU/azcDRyR+SEHunZZj9hF+62XSa7B9HKVMfqRVYAUiT6qBhXyLA8al1pye5sMbbqrtM9Wr39hjV93SXpMCfVe9Iwy+d15S6hs9d4AN3JnAtokvezsbFx2LBhzmPZ3t6+YMGCVCpVXl5eXV2tvg23ZXPOD0Ra6JGene74vs7esKTnCAlt8qUSj/TSXsitTCFt5J2dV0ln9DKOoQxfLV8qzKkcJhnr0Wq/bUr4e+CmQssGIBhzLqBJ3s///u//fuihh5zHsqamZsyYMR92UhPr1q0Lt2Vzzg9EV4EjPds2rrK2c+8NGork7EF07w5rm3bS0rJ9aVll1zapRCUvZ9dpSd6yw1xTozXGjn+12a5ten6NAIIx5wKa2P3cvXv3iBEjWlpanMeyoqKirq5OptXE+PHjw23cnPMD0VXgSM+2+j3p3goK5NmDqIo+b9Za1WNaeoKQJvn29uWeoLODK+k6Nd8wJ8X27NW98Fo3AF2ZcwFN7H7++7//+zPPPNPR9Vj27du3sbFRpo8cOZJKpcJt3JzzA9FV4EjPTlOHWpvau6OgjchwNCF6EA1OBTXnI4FyO9I5pODxZqujrHzDnDyHmNmzvGy/+EMJAYlmzgU0mfv5+uuvX3rppdLEynkse/bs2dbWJtNqolevXj4b6eGrW8sP5FbgSM9OkjBW3B5+CypUyfN6BaY0f3I777pL0t9K67E3awvd7I6t6To8VzSUG46hh3oE4MWcC2gy9/Oiiy7aujVdt08NFpKpwJGenfbvLHTwY7lbN32khsL4ONqU7jVUaHz+UbKUyqw2aeClZs4eq2H7AL5izgU0mfuZrcKJNlhIjgJHenYpcPDjB26yVl+9SE9hfEh7qUP1VlWZxkgnadXZnEsiozPPAdDBnAto8vfTeSzXrFmT7SnCvA65OecHoqvAkZ5dChn8uDj3B4V0srX1ZevxQI3371pb0ruwa1t6juRX+arfo+dVAJh0AU3+frr6wZo/f36q08KFC539YBGwEDMFjvScKfTgx8W5PyjkOcHVi6ym7p5DOIcmjyjaTyBKAy+5C0k3pIA+5lxATdnPwtHIHdFS+EjPmUIMfqzCh9T9FOH+oCJ3BitT6ScfQzcay3T44OlRdzq+auCl8pbG+7AACFjwZ875gegqfKTnTHkNftzUaD3DKDfRqq4u3nB+0t2oxCy9ZHc2LD/dwEt+IeoVAWhizgXUlP3Uy5zzA9FV+EjPmYIPfmxXXKmUU+SeoiT9SKrT683adDcQdgMvea3Ce3MF8BVzLqCm7Kde5pwfiK7CR3r2lHPwY5W9nBVXhw9qLkAQUomlq4G/zR76evbYdAMve4TpotXPAUlnzgXUlP3Uy5zzA9GlZaTnTDkHP5Zm5sWvuHJSsVK9end0GS+NruRLGnjNuLDL04UACmPOBdSU/dTLnPMDEaVrpOdMOQc/lluTSR2kT+4SOht4yeOKtU+UtFhAcphzATVlPwvHU4SIEF0jPXvyGfxYRoae1L9bXjcK7LuEdgOvDcvdIx4CKIA5F1BT9lMvc84PRJTGkZ4zSQ9b65d6/OiplV06i0ok2X27gdfWl9ODWAPQwZwLqCn7qZc55wciSuNIz5nsh+kySedbIXp7j5HWFmsH7QZecjc2wZV2QHGZcwE1ZT/1Muf8QERpHOk5k32b7MC+LvOPN1v9cKr5TY3d8rqRVZkyca+B7mHOBdSU/dTLnPMDEaV3pOdM8jCd6y6h3CxzjohsCOnTVW+n+YCpzLmAmrKfhaOROyJE70jPmTzvElZdbei4MdIzxcZVpS4HkATmXEBN2U+9zDk/EFHaR3p2ybxL+Nar6c4LZKg+o0jTfh4kBHQw5wJqyn7qZc75gYiSvtRf29SNL+G8S6jy1vSR5tbi/P55RiQEdDHnAmrKfuplzvmBiJpXaV3yt2/pxpdw3iWU7t1nXNgtnadHn3S+6vlYJYA8mXMBNWU/9TLn/EBESbPrbu1O3b5L+Gh1+uHBpPbenlNTY5e+3QEUwJwLqCn7WTgauSNCZLyaQ/Xd+yrS0ku+kt25aE7dNLQ2YB5zLqCm7Kde5pwfiKipQ4sRsI43W+271y62ml6paZPJkM97d5S6HEDsmXMBNWU/9TLn/EBESa0Sika6qHizttTlAGLPnAuoKfuplznnByKKgFVkdIUFaGLOBdSU/dTLnPMDUSSj400dWupymISusABNzLmAmrKfhaORO6JCAta04aUuh0noCgvQxJwLqCn7qZc55weiaMdWQ8cELCG6wgI0MecCasp+6mXO+WGo1pZIj+y7fYt1sZ9XWepymISusABNzLmAmrKfeplzfhjqzumnR4nJdOpk93ahntNrm6ziLbi2lGUwEF1hATqYcwE1ZT/1Muf8MJGMaiytyD1Hhlm9yPrp2sXdW4ymRqvdj2cBXtpgFWDxnO4tAFzoCgvQwZwLqCn7qZc554dx7FGNL+1t/bv1ZY9lrrskfbeo+yozVLSa1N96ldonPH7KE20lQVdYgA7mXEBN2c/C8RShEexRjWVCXVNdVKiyR4/pjkqs483WvT/7JTwfW1OvW4QqNLhIV1gblpe6HEC8mXMBNWU/9TLn/DDLofrToxp/1mBVYqmvwwe7LPNmrbWA1HJ1RyWWXMXVljeuytqq+uEq60dPrdT80vAnPTXMnVDqcgDxZs4F1JT91Muc88Msq+7qMqqx1CS5mrpLuNmwPN0QXns1kozirBKe8p/f9m70I2Mwv7RB80vD3/FmK3+rzN3UWOqiADFmzgXUlP3Uy5zzwyySqH7/fPpbae0+fWSXZaQB1rt/tnKP9kqs+j3WNif1T3/70C3ew7NIOV/bpO11EdCtk63ffN3TpS4HEGPmXEBN2U+9zDk/zDJ7bDo8iVMnrQcJ7fqkjq8aYE08O/1wn1Ri/fIxbQWQ1ut2FZp0x5DZDGtepTW/tF1FmEkda/Wbv3tmqcsBxJg5F1BT9rNwNHJPvimDrMvnZw2n5zxabc154Kb0t9IA647vp7+VPLTidm0FcFWQqJJ4NsOaM65L7EPRyCBFdsIGkD9zLqCm7Kde5pwfBmltSffO4CT37NQFVf1UXVOl6sh+jkzyVuaThuFIEx+1QWcTH89mWNJOS13sUXzSG9bbb5S6HEBcmXMBNWU/9TLn/DDIgX0eLa46vqouqns63TnClEGnA5A0w1IZSIutL3uMMOjZDEtuXBKwSkK6maUTMiAscy6gpuynXuacHwZ5+w3vAf5eqLHmTxue7rXBWXVxvNn6UUWZngLIs4GuxxJrn+jSKktIF1koCRlpOzOIAwjGnAuoKfuplznnh0GyjT9ztCl9586zUwbpb93VV1YITY3pLgBc9VJSSTbjwi4zCVilJQe9fk+pywHEkjkXUFP2s3A0ck84n+7R755p/ejWyR5Nm4O3Nz/ebHUAof71tGG59wOD6hUl3tkrSjvrqUNzvyK6idQ1ZnafASAAcy6gpuynXuacHwmhYsrWl62G6j7kquk59t/RJuv5fM/+riR7BenzU9ruTBvu0b2C3R+EZ9Np6TzCznASsNR2UCpS2bng2lKXA4glcy6gpuynXuacHwkh48/MnZC1Aqnjqy4S8n06TGKT+jcn6aFUvlR5nJVhMgaL6z6gq/B2fYm0AXK1hUcxybOlVCICoZhzATVlP/Uy5/xIAhVlpNGMf8aS4QXzbVjj2Qg9k91D6VMr07f8nCPwqFKpOS/UBHqJ7Vu8G+OjmCpTetreAeYx5wJqyn7qZc75ET97d1i1UM76IXk8cOrQdD+iKs143iuU3ON/GzGTxJ2c9UnOHkqlOwZVHimkPeROtpd2tXOX7t25P1VaVVd3GVUJQGDmXEBN2c/C0cg90o43W/fppBbK1bv6Azel7+LV70lnrMy6Iukz3R4EMLjDB9OdY/mzh4gW0lOoSlrqdaUr0VV3ZV3X1c4929OOKKb1S+kNCwjHnAuoKfuplznnR2xIh5wSkiSOSFty+/6gdIYu18XMJlO7tlnzZ48N89KX9u7ylJ8ne4hoIc8MzqtMpyv1r7P39kzOdu4yPg+X9tKSalFawgH5M+cCmsz9fOWVV773ve+dccYZgwcP/sEPfvDpp5/K/Pb29gULFqRSqfLy8urqavVtuO2X4PxQ1+83a/O+gWUI9WuZeLZ1wVO/IpWoJIJMG271uSDBy+4WMlv1jzQzz+wlIQgJSft3Zl3ANUR0R2eFmcQySVfO0Q89Odu5+3QngaKx+5jlLQnkiYAVb5dddtmLL77Y1NR09OjRJUuWXH755TK/pqZmzJgxH3ZSE+vWrQu3/RKcH9Lmw/85OGPVPd2lOkHlGOmeyv6y48hbr6Z7tHJR2SV0tdAd309nu2xcQ0SLBdcGTVcdjnbu9niIKkSitFy1kgCCIWAlR3Nzc58+fWS6oqKirq5OptXE+PHjw22z2OeH1LvkfA7OWNLDgrNlVVOjdRtO5Sr19cvHTlcdSYNxdWl0kTZS4VKLqxuFTFKLZjfAskuoVvG/M2iz27lnjoeIUvEcJhJALgSshDh27NiyZcuuuuoq+bZv376Njekr05EjR1KpVLjNFvX8OHww/Uy4ukLbz8HZnV6qS69P/+AmkGbmFWXeHYF6LpzZJl06Stj6cpgCqACn1lWX22yk6X0hVR12O/fM8RBRKvJnT7jbyoDBCFhJII/7DRgwYN++fTKnZ8+ebW1tMq0mevXqlXP1bLq99DZ5CE4ey7efg1ORS823H5rz7B/cENJu/e6ZQZf3HMhPImy4aiH/nhqk43W1/cxhdvIi7dxpfRUdB/YFeoAUQFcErIT45z//ef/990+cOFG+jV8NVuYYwOpjXf3RbN8xnNTfunPk2T+4ISRlvvVq0OVlUBpnF5FypQzRR4NQx0gilKcXavR0WyU3MT3HQ0SpyF87B/aVuhxAnBCwkkNlrLPOOkum49cGK9sYwHt3WDUZ0qOmPDcnt5B++ViRChYRMm6M3WlnENI2ede203OkEXrV1eGLIT1BeDZXl8bs2XppD+54s7WRILdBUTTyp06QkSgBfIWAFW+zZ8/evXt3W1vbgQMHbr/9drsN1po1a7I9RZjXIS/S+eE/BrCLPElnWosQqdd5tDqPVeShP2eNl4wn6NPVZ07yZF9mLZo6gnLz0a6ARJLIw6c+ze8AZCBgxdvmzZsvvvjir3/968OGDbv55ps///xzmd/e3j5//vxUp4ULFzr7wYpiwPIfA9hF+iLPdqMqqSTZ5NU4ffEcd62D1EMUMuxJtgcJ3/1zl164kDByfAO+QwF0ImDBrQSN3P3HAM4kPV5Kl+WGkPqhIF1J2aS+ytlUXKoJfXoKzSnbg4TSqwI1HEllP93JrVsgMAIW/BTj/Mg5BnAm0zrmkT4X8m2cLmHIHqzQ7ma9ENkeJJSI7NMHKeIuRB0qYDYCFvx0+/kRZAzgTK9tMqsZlrqqeXbL7k9+S/ZjfTKoXLhRCG2eDxIeb053W2VyL2WJ92h13q0AAbMRsOAn5Pmxd4dVvbR2sfWvz6PddrrKOQZw5opGNcOSRyzzHd9GapvmVaa/lXbKdoVWaJkPEsrDiXMnFLplRJmkfPt0ApALASsqdu7cOX78+DPPPLM0nXxmkV8ZVK5aveh0p6D213WXWBHB1b+A+lYGfgk4Sp2LUc2wpAeEfB+Sl54/pw1Pf3vvDXq6t8h8kFCecKRf0GSTW8wVZfRPBgQUhYt4cUR9P8eNG7dkyZLjx4+XuiD5N3JvanTnqkn9re7X1RVXXdQnnn26d1Ane7C5EOmqI8uwd0klPazmmyaPN6eviCKzW6xwMh8kpHWOIeQ8ZNRnIBgCVlSUlZUdO3as1KVwy31+2Lf57FwlnYLaWlusfgHkESR7lBu1TIGDzUnPDibcllK/QBmbL/hDADZJtyppqXXVFmS6QJkPEoZ4whFxJH/VUFUJBEPAiorzzjuvvr6+1KVwy3F+OBtRuXKVy1Mr07er1Kez+pKRNwr5pFZBQYbWCTesXozs2ha+CyL1C5cRTuRRTS39GLkeJAz3hCPiSIYTUG9e7hICARCwomL16tXTp09vaIhWNYDf+fH759PtnYM0olKfyOqS7GyYVfhgc9KEq+7pgjYSfbVP5DfGs5PcvFORSFq4Fz5QYEfGg4ThnnBETMmN5tc2dZl5tCmPITIBYxCwoqKHl1IXKsv5oS6x0uxaBrYLeG9IrbVheboGS00UXvMk96rCJY8YkSbkT60Ms6765Uj1khwsXT2HOR8kDPeEI2JK4r6zIzS7Gtu04UGBXKJwES8OU/azcLlDngpVUodR2sFf5Sm5iWcn/IaF9OEZrgm5hDPJWCtu1/aLcj5IGO4JR8RUa0s6XsvTEs4mmPTgAHRFwIIfj/NDXUrlgn34YClK1JU81hS6pXwsSBPycBV+6vq3fmmO5nEhyIOEUncY7glHxJf0OHrvDdYngN0Ek55mgQwErKg4ceLEfffdN2LEiLKyMvXv4sWLW1tbS12ojPNDfaTK9b6QAYM1kuH2Enx/6sC+KDYhV6WS5xOlaVe4JxwRU+pDQB3xirL0o8HSBFPqWSPysQBEAwErKm699dYpU6bs2rWrpaXlvffemzx58m233VbqQnU9P+zbAVraSmshjzVNH1nqcnQb6SS96upSlyODjMMjX1oeTkSMyH1hFbMWz0k3xVu/1JrzwE2lLhkQIQSsqCgvL//kk0/sb9V0v379Slgecfr8CD2sTXeTFiH1e0pdju4hVXR5DdRYNNIrkgnPGcBFbj07R8GSzkSmDi1dmYDIIWBFxYABA1wBS80pYXlE+vxQicpOV1HrT1L9Da0Kpj7uE+nO6dG989Lakn5oX9fDiYg16dxu/85SlwOICgJWVKxYscK+Raj+nTx5sppTkpJ4PEUozVojmK46vrqJpq70iTR1aKQvWip5v1CT8Kc4EVCy/9QB8kfAigrPfrBK3iFW+qXlozOaj+K3tqQbXDtvWCSDDK+r9g6IvrdeTXiDSCBPBCz4iUHAUu69IZl/Or/9hrVfs8eWuhxAAKdOpitcd2wtdVGASCBgwU88AlZS7xJKJwgrbi91OYBgpC0BzxICnQhYUbFy5cqqqtP9OanpRx55pITlEfEIWEm9Syg1c4xAgrio35O+qU2/aAABKzpSqdQXX3xhf6umy8vLS1ISj+ZfEQ9YHV9lkWnDrYGNE0Oe0ZMxSYBYkDHdEz8EOxAAASsqhg0b9sEHH9jf7t+/X80pYXlEbALWZw3pT3a5p5aAITtaW6yOHNXuJGBfYI4XaqyT9tbJHj862pQevxIwAwErKhYtWlRZWblz586Wlhb1r5pWc0pdqPgErI7ONrZPrUwP3zF3Quxzyd4ddJKO+FEpSt6DrrFK7Z6K1ZsUMAMBKyra2tqWLl06cuTIsrKyUaNGLVu27OTJ0ncvFKeAJfbvTHd4GPeMVftEtEYlAgK6e6a7f387XSXyYRQgCwIW/KTPj3mV1ifj22+UujjB1O9JQsZ6uIo/9xFL9ljgL9RY3zpH2UrkwyhAFgQsuHk0cpeAFaP24wnIWDKe7mubSl0OIH8yFnhFmdXoyjnKVlK7rAO8ELCi4sSJE/fdd9+IESPKysrUv4sXL25tbS11oTriGrA64p+xpM0+fTYipuyxwJ2jbBWty7pTJzu2vhyn3iLUZ9RLG6jbSxgCVlTceuut9liE77333uTJk2+77bZSFyrOAasj5hlLOsU+VF/qcgCh2GOBO8cwDd1l3dEma8jz4IFp9aKYvfGlj1ZJn3R9lxQErKgoLy//5JNP7G/VdL9+/UpYHhHvgNUR54wln7ZAfB0+aDUibGrsMjPEXUK7FZez4bw/yXbyxo9FtdDssembqlLsyI7vjnwQsKJiwIABroCl5pSwPCL2AasjnhnrUL1V4KlDS10OQLd87xI6n0C0G877s0dJlze+vNyG5dF9+0und+pLhVH1+1FfSAQCVlSsWLHCvkWo/p08ebKaU5KSJKGRu0vsMtaOrVZp54wrdTkA3fK9Syh9xKiMJUNzVpRZXcTZVPyqe9pqceUkGe6O71svce8N6ZeL8ttf3u90YJE4BKyo6OGrhKWy/ot7wOromrGif8tAHsKiEywkUvC7hOqtemlvK1RJt6XScH76yI61i60v9a3cU3NtSro42bA8/a2KdCpyRflPrKdWMqx7IhGw4Cd9fiRjUDw7Y9m3DI42lbpMWcgH7sNVuZcEYif4XUKpvrLfCHbDeftLhpNS72tnJZYs8+6fu2zK+SdW1J4uvHM6AzgmEgELftLnx7ThCXmizXXLoDJl/R0cwb9o6WUUCRbwLqFdfWU/hKg0NVp/GkkN1vql1jISp+we4+wGWKcyRsKwM1bUHtOTUkW/Zh15ImBFxcqVK6uqTtdYqOlHHnmkhOURSQtYQm4ZyF+N6kvtXdTuftLLKJItyF1CV/VVNjKolN1g0W6A5Ukacj10S/4lzk5FOvWioeORPNEyqb/OIiEaCFhRkUqlvvjiC/tbNV1eXl7C8ohkBizb3h3p/jylAUR0qrLoZRTJlvMuoWf1lSf195JKJ3YbBlcDLJe3XrV+Oq8ybLkzuIZZDNHwQBpcqr/3kDgErKgYNmzYBx98YH+7f/9+NackJfFoX5/UgNXR2ePzUyvTTWWjU5VFL6NINvsuYf0e7wWkPXvAZojSS+e9N1jTng2wbFJdNGVQqEJnsNOVesM6Gx6sXpRHhZbsabZEiDgjYEXFokWLKisrd+7c2dLSov5V02pOqQuV9Bosm/qUd1ZllbzxO72MIvHkLqFnHFF/9killLNHBh+HD6aru/bvzNoAyyZ/TRX+HncOYq2mXQ0PgldoyV9TcX+ECF4IWFHR1ta2dOnSkSNHlpWVjRo1atmyZSdPZv+MKBZTAlZH16qsfP8G1YteRmECFUoy44jcpn/7jXR3DMFJs0V5qDBbAyyh65loqXlyDgQkVCjMfJIm23OLamHe7MlFwIIfgwKWqN+T9UO/aOhlFOZwxRHpp+qBm6zp1flU4Tvjmv/jtxLFCuwTIWcdm6tCK9sgP+uXWj9V+4skImDBj3EBS3h+6BcNvYzCNK6+QPO6P+ikVlGRxf/dKuNAP1odurCW4HVsu7alP0k8B/mRlglbXy6oMIgqAhbcPBq5S87wadaQSKXqAJpeRmEmZ1fAed0fzIuWP2DyqmOTV3QN8tPRWesm86PW8Sk0IWDF229/+9vLL7+8rKxs8ODBc+fO/eyzz2R+e3v7ggULUqlUeXl5dXW1+jbc9rsELDPZH/pFe8aw6mp6GYWh7LdbXvcH87Jrm7X9GReG30K+bfA7HIP8OP9Okx681PsdCUXAircrrriirq6uubn58OHDN99881VXXSXza2pqxowZ82EnNbFu3bpw2ydgWQ7sO/2Mofqg7NbG79JPT2Uqd/c/QCIdqrfupnVffbmKOFJvFFqINvj2ID/OvlWlhZaKWUgoAlZyHD169KyzzpLpiooKFbxkWk2MHz8+3DYJWGnOZwxD9yiYk/oUVp/aavsbV2neMgCbPTTN3h1W+6e87tCpj4J5lWHq2OThFXvYRLsnMBnHGklEwEqO2traysp0D8V9+/ZtbGyU6SNHjqRSqXDbJGB1Ub/H/QC23t4c5JGiGRca19wNKKZbJ6dHpwnxFMvaxemc1NSY9+s6h02UuurZY/PeCOKDgJUQ77zzzvnnn7937175tmfPnm1tbTKtJnr16uWzbg9f1hIELKfQPQr6O1SfriFjhBygW8lwOpKxJGZ5Ziw1R70rnfVbb79hdbWlvtRECM5hE6WfVRXXkFwErCTYsmXLueee+/bbb9tzqMEqhsweBUNXaNm9QstwHwC6j3q7rV9qhaRTJ7M+xWK/Je3spebIkqFTkT1s4mubgo60iDgjYMXepk2bhgwZsn37dudM2mAVT7YKreA3HZxjboS47wCgEM6nWBbPsfKT+rKHcJaMpZaRObdOLugOvgybKD3O0xVL0hGw4u3hhx8+99xz9+xxD5i6Zs2abE8R5nXIrYWPNqWrZ+DPVaEVsFsH14hmAIrP9RSLfKm3pHoLS62VRKLC36QybKI8xsj7PekIWPGW2WSqudmqOGlvb58/f36q08KFC539YOUdsGRoPBUXEIRUaAUcOpp0BURH/Z509ZX62rA8XZ1s30PU9SaVsXqovjIAAQtu7kbuBKwQggwdvXcH6QqIgcMHraosXbfv1V9cL9TQe7sJCFjwQ8AqSObQ0Y9WW38cr7or3d8V6QoAEoqABT8ELA1cbbPsr0n9rX7hSVcAkEQELPghYGkjbbPsFh7yiDgAIKEIWPBDwAIAIAQCFvwQsAAACIGABTeeIgQAoEAELPixzo/tW6yANa+y1GUBACA2CFjwQ8ACACAEAhb8ELAAAAiBgAU/BCwAAEIgYMHN3cidgAUAQJ4IWPBDwAIAIAQCFvwQsAAACIGABT8ELAAAQiBgwY91frxZawWsO6eXuiwAAMQGAQtu7kbuL22wAtbiOaUuFwAAsUHAgh8CFgAAIRCw4IeABQBACAQs+CFgAQAQAgELfghYAACEQMCCG43cAQAoEAELfghYAACEQMCCHwIWAAAhELDgxzo/1i62Apb6FwAABEPAgh8CFgAAIRCw4IeABQBACAQsuLmfIiRgAQCQJwIW/BCwAAAIgYAFPwQsAABCIGDBDwELAIAQCFjwQ8ACACAEAhbc3I3cH66yAtbGVaUuFwAAsUHAgh/r/Fg8xwpYL20odVkAAIgNAhb8ELAAAAiBgAU/BCwAAEIgYMEPAQsAgBAIWHBzN3InYAEAkCcCFvwQsAAACIGABT8ELAAAQiBgwQ8BCwCAEAhY8GOdH/MqrYC1fUupywIAQGwQsODmbuROwAIAIE8ELPghYAEAEAIBK/ZOVzU5tLe3L1iwIJVKlZeXV1dXq29Db5yABQBAvghYCeE6kDU1NWPGjPmwk5pYt25d+M0SsAAAyBMBKyFcB7KioqKurk6m1cT48ePDb5aABQBAnghYCeE6kH379m1sbJTpI0eOpFKp8JslYAEAkCcCVkK4DmTPnj3b2tpkWk306tXLf10fBCwAAPJFwEqIbqzBuu4SK2Dt3VFoEQEAMAYBKyG6sQ3WtOFWwDpUX2AJAQAwBwErIVwHcs2aNdmeIszrkBOwAAAIgYAVe+4mU53a29vnz5+f6rRw4UJnP1gELAAAuhsBC27uxEbAAgAgTwQs+CFgAQAQAgELfghYAACEQMCCHwIWAAAhELDgh4AFAEAIBCy4uRu5/7/OLwAAEBgBC34IWAAAhEDAgh8CFgAAIRCw4IeABQBACAQs+CFgAQAQAgELbjRyBwCgQAQs+CFgAQAQAgELfghYAACEQMCCn3TAqkyVuiAAAMQJAQt+0gFr2vBSFwQAgDghYMEPAQsAgBAIWHDzeIqQgAUAQD4IWPBDwAIAIAQCFvwQsAAACIGABT8ELAAAQiBgwQ8BCwCAEAhYcKOROwAABSJgwU86YM2rLHVBAACIEwIW/BCwAAAIgYAFPwQsAABCIGDBDwELAIAQCFhw82jkTsACACAfBCz4IWABABACAQt+CFgAAIRAwIIfAhYAACEQsOAnHbDunF7qggAAECcELLh5NHJfPKfUhQIAIE4IWPBDwAIAIAQCFvwQsAAACIGABT8ELAAAQiBgwQ8BCwCAEAhY8EPAAgAgBAIW3HiKEACAAhGw4IeABQBACAQs+EkHrLWLS10QAADihIAFPwQsAABCIGDBDwELAIAQCFhw82jkTsACACAfBKxkam9vX7BgQSqVKi8vr66uVt+G2w4BCwCAEAhYyVRTUzNmzJgPO6mJdevWhdsOAQsAgBAIWMlUUVFRV1cn02pi/Pjx4bZDwAIAIAQCVjL17du3sbFRpo8cOZJKpcJth4AFAEAIBKxk6tmzZ1tbm0yriV69evks3MOXFbBqnyhKqQEASAgCVjLprMF6s1ZfuQAAMAIBK5l0tsECAAB5MucCasp+ijVr1mR7ijCvQ27O+QEAgEbmXEBN2U/R3t4+f/78VKeFCxc6+8EiYAEA0N3MuYCasp96mXN+AACgkTkXUFP2s3D+DxUCAIAgSn09LxJT9lO74p8iJTkpedEkvSIvmrwXNWQ3edGEvaIh+LWGZMh7gBdN0ivyosl7UUN2kxdN2Csagl9rSIa8B3jRJL0iL5q8FzVkN3nRhL2iIfi1hmTIe4AXTdIr8qLJe1FDdpMXTdgrGoJfa0ickQnDAU0YDmjCcEARO5yyIfFuTxgOaMJwQBOGA4rY4ZQNiXd7wnBAE4YDmjAcUMQOp2xIvNsThgOaMBzQhOGAInY4ZUPi3Z4wHNCE4YAmDAcUscMpCwAAoBkBCwAAQDMCFgAAgGYELAAAAM0IWAAAAJoRsAAAADQjYAEAAGhGwLK0t7cvWLAglUqVl5dXV1erb2V+U1PTjTfe2K9fv/79+99///15rZttPoqjx1ecM4McFA5oNHkeUJ/5Ng5oNHkeuN/+9reXX355WVnZ4MGD586d+9lnn2WuyAFFXBCwLDU1NWPGjPmwk5pYt26dzJ8zZ87MmTM/7TRjxownn3wy+LrZ5qOYXB/fQQ4KBzTKsgUpn4DFAY0y14G74oor6urqmpubDx8+fPPNN1911VWZq3BAERcELEtFRYV6V8u0mhg/frxMn3POOep9LtMqY02YMMFexf5cyLZutvkoJtfHt89B4YDGQvCAxQGNBZ9kfPTo0bPOOitzSQ4o4oKAZenbt29jY6NMHzlyJJVKybQKWOpbmVZJy57f4Xi3Z1s323wUk+vj2+egcEBjIUTA4oBGmU/Aqq2trayszFySA4q4IGBZevbs2dbWJtNqolevXjI9e/bsWbNmHe50/fXX9+7dO/i62eajmFwf30EOCgc0ykLcIuSARlm2A/fOO++cf/75e/fuzfwRBxRxQcCyZPvT5/PPP1e5qry8fODAgQ8++OCgQYOCr8ufU1EQvAYr5zIc0CgIEbA4oFHmeeC2bNly7rnnvv32256rcEARFwQsS5Cb948//rgKW8HXpUFAFARvg5VzGQ5oFIQIWBzQKMs8cJs2bRoyZMj27duzrcIBRVwQsCxr1qzxfPxk1qxZBw8ebGpqevbZZ4cNG/b+++/bq9ifC9nWzTYfxeT6+PY5KBzQWAjRBosDGmWuA/fwww+fe+65e/bs8VmSA4q4IGBZ2tvb58+fn+q0cOFCuwOV9evXq7+l+vTpc8UVV7zzzjvOVex3e7Z1s81HcfToSmb6HBQOaMR5HlD/+TLBAY0mzwPXI0Nzc7P9I5nggCIuCFgAAACaEbAAAAA0I2ABAABoRsACAADQjIBlyTbCaL6jirqaZ/bt29fz5bKt/sorr3zve98744wzVDF+8IMffPrpp3mVNuDqAACguxGwLNlGGC1kVNFHHnnkrrvu8ny5bKtfdtllL774YlNT09GjR5csWaJSVF6lDbg6AADobgQsN+cIo6F7tGttbT3//PM/+eQTz5cI0iGeyk99+vTJq7QhVgcAAN2BgOXmHGE09JgM69at+6//+q9sL5Fz9WPHji1btsyumgpY2hCrAwCA7kDA6sI1wmi4UUW//PLLf/3Xf929e3e2V/FfXdpvDRgwYN++fXmVNt/VAQBANyFgnZY5wmi4GqxNmzZNmzbNOcfVW3HOGqx//vOf999//8SJEz1Xz1babKsDAIAiI2CleY4wGq4N1iWXXPJ///d/Pq8VpA2WCkmejat8Sht8dQAA0K0IWJZsI4yGGFX0lVde+bd/+zf/l8u2+uzZs3fv3t3W1nbgwIHbb789WyOqbKUNuDoAAOhuBCxLthFGQ4wqOmHChNraWv+Xy7b65s2bL7744q9//evDhg27+eabP//887xKG3B1AADQ3QhYAAAAmhGwAAAANCNgAQAAaEbAAgAA0IyABQAAoBkBCwAAQDMCFgAAgGYELAAAAM0IWAAAAJoRsAAAADQjYAEAAGhGwAIAANCMgAUAAKAZAQsAAEAzAhYAAIBmBCwAAADNCFgAAACaEbAAAAA0I2ABAABoRsACAADQjIAFAACgGQELAABAMwIWAACAZgQsAAAAzQhYAAAAmhGwAAAANCNgAQAAaEbAAgAA0IyABQAAoBkBCwAAQDMCFgAAgGYELAAAAM0IWAAAAJoRsAAAADQjYAEAAGhGwAIAANDs/wNJkne2hgqTgQAAAABJRU5ErkJggg==)
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