Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Nilam_Bhosale_011724_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | September 26, 2011 |
Start Time | | 2011/09/26 00:00 |
End Time | | 2011/09/26 23:00 |
Key Words | | Storm |
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 | | -4.46 |
Dipole Tilt, in Y-Z GSE plane, deg | | -14.10 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 149.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Nilam_Bhosale_011724_1 |
Minimum Dst Value | | -117 |
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.
Model values plot for GOES-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAVGh1IEZlYiAwMSAwOTozNjowNCBVVEMgMjAyNGboqd8AAAGvdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiTmlsYW1fQmhvc2FsZV8wMTE3MjRfMTogU1dNRiBwbG90IG9mIHJobyBhbG9uZyBHT0VTLTEyIHRyYWplY3RvcnkuIiwgCiAgICAieGF4aXMiOiB7ICJsYWJlbCI6IiIsICJtaW4iOiIyMDExLTA5LTI2VDAwOjAwOjAwLjAwMFoiLCAibWF4IjoiMjAxMS0wOS0yNlQyMzowMDowMC4wMDBaIiwgImxlZnQiOjc4LCAicmlnaHQiOjcwOSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiJVVEMiIH0sCiAgICAieWF4aXMiOiB7ICJsYWJlbCI6InJobyIsICJtaW4iOi0zLjQ3NDE2NTAwMDUsICJtYXgiOjExNC4xNTY4NjUwMDA1LCAidG9wIjo1MiwgImJvdHRvbSI6MjM1LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IiIgfQogIH0KIF19ih9jawAAAARnQU1BAACvyDcFiukAADxWSURBVHic7d19cBRlnsDxQIAQIAuBgEFiLkBAXoWsLJvFGEKMCwoIGDgRWUGIL8iyyiLHXgi7HpcFlFXOXfENluChwoIuh5yVYlkNK5xsiSfn5aisFaxQF2pjhS0oK2WlLIrK/W6e8qnmmZ7OZNIzPZP+fv5IdT/pfp5nnqenn1+/THdSGwAAAFyV5HUFAAAAuhoCLAAAAJcRYAEAALiMAAsAAMBlBFgAAAAuI8ACAABwGQEWAACAywiwAAAAXEaABQAA4DICLAAAAJcRYAEAALiMAAsAAMBlBFgAAAAuI8ACAABwGQEWAACAywiwAAAAXEaABQAA4DICLAAAAJcRYAEAALiMAAsAAMBlBFgAAAAuI8ACAABwGQEWAACAywiwAAAAXEaABQAA4DICLAAAAJcRYAEAALiMAAsAAMBlBFgAAAAuI8ACAABwGQEW2pGU5M1GEtVyvfpQCFM0OujDDz/MyspqN+doFM32BvgQX3vY00MCARZiLxodlJ+ff+LECU+KZntzEY2JRMGW6l+yn5o9e3ZwYrsp7tZBS01NXbBgwYULF2JTbmQrVlRU9A0oLy83MlSCCwpOT7pe//79VfoHH3xQXFyckpKSlpa2YsWK5uZm61qXL1/OyckJp+ahKmPrq6++Wrt2bXZ2ds+ePaXc0tLSU6dOSeKQIUOuXbumF1uyZImelvTMzEypjxQxadIkI8O8vDxrdG4VTn30ip1cIJg0rCtFRyDaMcGXX365Zs2arKws6UTZOOV7fezYMf3f2tpaSUkNuOuuu2TWWjHbPrLdKkKVbtu/zhuzXrGznzxshGWIPbY5/5I9zvLly1999VUjMXixqNZBT3/99dcSvugBOw4DrN27dxcWFv4toKioSGbDzNahuB07duhYTUbB48ePS/jS2toqw5uMT9Yl161bt23btvBrHuaSMuJKzn/9619l+ptvvnnnnXfko8n0okWLZFotI+nJyclSKzUr6RIKqyLy8/Olzjq36upqSen86c9oBFhhrpJwAZZEVxIJybYhm2VboLOkF/Sx0+effy7RsGyrVwP27NkjoXN9fb1zxUJtFQ6MrJw3ZufSo4EAC7HHNudfssdpaWkZP3683tu22V0Z1BMXL16UA1k5CJaDWtn/6kNSWWDnzp3qYFdykyNd2YmPGDFCZvPy8s6dO+dcByNFn2aQf8mooLKVfD777DOVLvvrVatWqdNIMqFHfRlUJk6cKKvn5ORIBdqtsy5R4pv09HRZccmSJdIgDrWV6EpfY5KJgoKCdj+Oc7oMP9JQMkDa/kvqrGdlmJQlZYDsTIBlu66UYj1TpUl7zp07V00fPXpUAiz5q2Yl/b333lMZSqJ16JU2OXLkSPgBlizw3HPPyZAv7S/hvu5NvaJtdzufFevoKpLym9/8RqIQ+YxtHd/wrNrd3kJlEqpQCW6kWaRxpIm2b99u+3klH2nDUC0sq7/wwgvWFJmVRKNihlBbhQOHvjY2Zr280SNGR3Tmy7thw4b+/funpaVJhrZlOXSEroNs2AcPHtR5Srh54403Ou8iACsCLP9S+5qPPvpo6tSpRqLthARPsrDsK2WYl/2XdR+9ePFiiRLkX7LvlpHAOjtt2rR266DInquiokKCGP0v2WnKQbnkI+OHruT69evnzZv3VcCCBQtkVqVnZGSoUymyI16zZk27dVYTTz/9tOQmpcgCZWVlekVbsq/Xo45MyKzDxwknXQJB2bnb/kviG+tBv8Q0al/veoAlpaxYsUK1kjVdZmU4USdFZBhbtGiRNGBboHklXS2sMrz55ps/+eSTtsC2JNNtdhuPQyWlE3VvqiKsK4bqboecO7qKpD/44IN64OzohmfV7vbmUDfbQiUTWUzqJstLtGH7EWTLv3z5cqjWkPjD+K9kpa9Kh2qTUFuFA4ceMTbmUKsYHRHxl/fnP/+5BGSSLuFp8BalOHSErsOHH34ox2x6ldWrV0uMG2ZrAG0EWH6m9ziyP5JdlZHoPEbKXk+ODvUCep8o6cZs8JGrUQcrGSr0GS+Z1YeV1nzk4FLfpyUTEs+paTn6l0NPdVHDllFnNZGVlfW///u/avrrr7/WA0+o2lpnbQ/Kw1lRk3Ckrq4uOL22tlZGF/0xZUev49TOBFi2ZPSVuFYGEokXpTXWrVunx2MZddQJgJkzZ0qVSkpKZFqGfyNkefnllyX8agtEgercoXXjcT7bJIm6/eXzSucalQ/V3Q6frqOrSLqKI/Vshza8UGy3N4e6hSr04sWLalombD+CsR0GnxZyWCUpiEp32CpCCdW8xsbssIrREVYd+vLKAUBwcUZZDh1hrUN+fv6BAwdk4osvvpA9jERsttUDbBFg+Zfe48jOS46YP/7447Y2m7hKT8jRZGFhoexw1Y5YncZvs9tLOsyGqkNb4GrItm3brGewbJcMFeV89tlnMszLTlaiFjliDrPOxuiiF7Dl7hmsd955p7S0NDhdwqlRo0bpi0Ri0qRJ6hSRQxFhFupMRho5TNcnGyTYlQ1DPunYsWNlVv7KtAy6+i5pVYQkylB35MgR+Ws9sxVOHUL1Zrvd7ZBzR1cJcwNuN7xuC297C6duoZa3/QjB56isS8o34quvvrL+S45/2j2DZWVsFaHCZdusgjdmh1WM2Yi/vLY1cS4rVEccO3ZMbfzLly9XBxtA+Aiw/Mu6K/n8889lFJejQIcAS4bPo0ePXr16VaatNwO5FWAp1nuwbJeUQ0/rOY/gEwmyT9cnQtqtsyxg+/smW8Y9WDoWdPg4Dul5eXkqqLU6fPiwHCifPXvWWN0QTm0jCLAUa+ggAdbevXtXrFjR9u0Yc+uttwYXsX379r59++o7gToUYLV7Bsu2ux1y7ugqYW7A7W54bWFsb2HWzbq8PoMlK9p+BOmd4EtXesnI7sEK5nwq2jYr243ZYRVjNuIvb5hnsMLcSOR7unnz5pycnI7elAYQYPmXsSt59dVXV61a5RBgyYGyvslp6dKlrgdYsg/dsmWL7M6c81F3pchBuRyIz5s3T1+ukjFD7VUlwJKqhlnnbdu2zZ07V41h9fX1euCxpX5FKFl1/leEH3zwQfA98jt37pQxw/aiYbtFhLOk7brFxcUyEKrrU/K5pD2tgaNEVFIl9XPCAwcOZGRkWI/j2/284QRY6h4jYXsPVqjulnjO9scBDqt0MsAKla1Vu9tbmHWzLl9aWqraZ9GiRbYfQQIFCRfku6MaROKAY8eO6SXl2EkCjj179sj3S/4lEzLb7q8InbcKW0ZW4WzMRicaOUT85VX3YMla1nuwjLLC30hk45dEOcxw+LCALbYS/wreR8jeyiHAqq6uHjFiRHJyshyVyt7TrQBLS0lJkQp88cUXzvnITn/NmjUpAatXr9Z3RRw8eHDs2LFynD1x4kR9iTCcOstuWg5PZZlJkyZZfzRkq7y83Pk5WMYZplDpMlxZn1Rku7Bt04WzZ3eoTPDCp06dkpE7NTVVWkDGaQmyrWcFLl++LE2q7kr561//KtPWq1GuBFjbt29XPwQrKyvTvdlud+/YsUNSbPMPtUonA6xQ2Vq1u72FWTfr8itWrJBmlyaShgp1GkmCDGm9IUOGSNHqsVVymKH/e+7cOQk4VKElJSXhPAfLeasIbsDgHMLZmI1ONJbpzJdXAib5kupfEQaXFf5GIoGmukpofORQrQFobCUAPMNAFT459pBgwutaeM/5RknXSbSqHwgHdAh7NwCeIcBq1/r161taWi5fvhzquqSvSJSpb9SLgQMHDlif1AB0CHs3xEKKHa8rFVJC1DYhKtmuRKxzjO3cuXPIkCGpqanWB7H6lrSD8fKJ6JGNMzs7W/+AF+goAiwAAACXEWABAAC4jAALAADAZQRYAAAALiPAAgAAcBkBFgAAgMv8EmAFP1YYAAC4yOuhPr74pTnoeAAAoodx1uCX5qDjAQCIHsZZg1+ag44HACB6GGcNfmkOOh4AgOhhnDX4pTnoeAAAoodx1uCX5qDjAQCIHsZZQ1duDn4+CiCeNTQ0NDY2el0LwB2Mswa/NAcdDyCurF69Wh37HT9+3Ou6AC5gnDX4pTnoeABxZfjw4SrAqqqq8rougAsYZw1+aQ46HkBcGTZsmAqw6uvrva4L4ALGWYNfmoOOBxBXZs2axe2h6ErYmA1+aQ46HkBceeyxxwiw0JWwMRv80hx0PIC4snLlShVgtbS0eF0XwAWMswa/NAcdDyB+NDU19ejRQwVYtbW1XlcHcAHjrMEvzUHHA4gfDQ0N+hF9R48e9bo6gAsYZw1+aQ46HkBcuf3221WAtXTpUq/rAriAcdbgl+ag4wHElfnz56sAa8CAAV7XBXAB46zBL81BxwOIK9OnT1cB1o033uh1XQAXMM4aPG6OUC8KrKio6BtQXl4eTno4BXW2rgDgnjFjxqi93/r1672uC+ACxllDXDSH0Su7d+8uLCz8W0BRUZHMOqdHUAQAeCsjI0MFWL/4xS+8rgvgAsZZQ1w0h9ErEkWdOHFCTctEQUGBc3oERQCAt/T5ewIsdA2Ms4a4aA6jV1JTU69du6amZUJmndMjKAIAPNTY2EiAhS6GcdYQF81h9Iox27NnT+d064oOolBxAIjEmTNnCLDQxTDOGuKiOTiDBcBXqqurCbDQxTDOGuKiOZzvwZJZ5/QIigAAD61evZoAC10M46whLprD9leEzc3Ntr8iDE6PoAgA8NCMGTMIsNDFMM4a4uU5WMZtUuXl5bbPuwqVHk5B7tQYADpt2bJlBFjoYhhnDX5pDjoeQPyQoIoAC10M46zBL81BxwOIHwRY6HoYZw1+aQ46HkD8IMBC18M4a/BLc9DxAOKHNcC66667vK4O4ALGWYNfmoOOBxA/rAGWOHnypNc1AjqLcdbgl+ag4wHEjwceeEB2St26dVMBVk1Njdc1AjqLcdbgl+ag4wHEjx49eugAa+rUqVevXvW6RkBnMc4a/NIcdDyA+NG9e3d9fXDOnDleVwdwAeOswS/NQccDiB/33Xef7JQmTZokfwsKCryuDuACxlmDX5qDjgcQP9RN7osXL5a/ubm5XlcHcAHjrKErN0eo9/AAgLdUgPXYY4/J34yMDK+rA7iAcdbgl+ag4wF4bufOnX369ElJSRk3bpx6xCiHf+gy2JINfmkOOh6A5zIzM62n1WfPnp2RkSETly5dik0FqqqqJKqrra2NTXHwFcZZg1+ag44H4Lns7GxrgDV9+vTc3FyZqK+vj0Hpp0+fVuX+4Ac/iEFx8BvGWYNfmoOOB+C5tWvXWgOs7du3FxQUxOxBoydPnlTlctcXooFx1uCX5qDjAXjOeEPOpUuXBgwYIBNpaWkNDQ0xqIAq96abbopBWfAbxlmDX5qDjgfgOSPAunr1qp6OzUksHm2K6GGcNfilOeh4AJ4zAqw//vGPerqpqSnapbe2tqqynnrqqWiXBR9inDX4pTnoeACeUwFWamqq/O3Vq9c777yjA6wYlF5bW6vKkmrEoDj4DeOswS/NQccD8JwKsNatW1dTU1NfX3/lypUxY8ZIyujRo2NQ+sqVK1WAJRWIQXHwG8ZZg1+ag44H4DkVYFlPIO3fvz8p8M6cGJQ+fPhwFWANHjw4Blck4TeMswa/NAcdD8BzwQFWTU2NpBQVFcWg9GnTpsX4nnr4CuOsIR6b48KFC7Nnz04NkIkvvvhC/6uioqJvQHl5eYfypOMBeM7bAEvfYp+SkhKbp0LAVxhnDfHYHJMmTdqyZcvVgMrKyry8PJW+e/fuwsLCvwXI/khmw8+TjgfgueAASz1dPT8/P2alx+yKJPyGcdYQj82RnJxsnZWDLTUh0dWJEyfUtEwUFBSEnycdD8BzwQFWQ0ODpOTk5MSsdLF8+fIYFAe/YZw1xGNzlJaWVlZWXgvYvHmzzKr01NRUSVHTMiGz4edJxwPwXJwEWDxoFNHAOGuIx+a4ePGi7G7UjkAmvvzyS5VudF7Pnj2NFZMcxaj2ABBCcIDV2NgoKVlZWTErPWa3fMFvGGcN8dgcJSUllZWV+h6s4uJilc4ZLAAJLTjAUm/L6dGjR8xKFx26vwIIE+OsIR6bwzg1pWeNe7BkNvw86XgAngsOsNq+PfUes9JFbm5uDIqD3zDOGuKxOfLy8jZv3qzvwTJ+Rdjc3MyvCAEkItsAq0ePHkmBFz/HpvSY3fIFv2GcNcRjc9TX1xcXF6cEyITM6n+Vl5fzHCwACco2wMrKypLExsbG2JQes1u+4DeMswa/NAcdD8BztgGW+k1PDJ78qQMs9oeIBrYrg1+ag44H4DnbACs3N1cSrafqo1o6ARaihO3K4JfmoOMBeM42wMrPz5fE06dPx6Z0pbW1NdrFwW8YZw1+aQ46HoDnbAOsoqKipJi8fdkaYPEuQriOcdbgl+ag4wF4jgALXRjjrMEvzUHHA/CcbYC1cOFCSTx06FBsSldqa2ujXRz8hnHW4JfmoOMBeG716tWyL9qwYYM1cfny5ZJYVVUV7dKtAVYMTpjBbxhnDX5pDjoegLfq6urUM0UnTJhgTSfAQtfAOGvwS3PQ8QC8JTGN7YPUn3zySUncsWNHtCtgDbBicEUSfsM4a/BLc9DxALzV0tIyYcIE2RfNmzdPJ165cmXcuHGS+NBDD0W7AtYAKwYnzOA3jLOGrtwcSdfzujoA/C74JncJdNQOavLkybEpXdm1a1e0i4PfMM4a/NIcdDwAz5WVlRnBTXV1dffu3SUxPz8/2qVbA6ytW7dGuzj4DeOswS/NQccD8Jzt/eyPPvqoJG7cuDHapVsDrBhckYTfMM4a/NIcdDwAz9kGWLYPx4oGa4AVgyuS8BvGWYNfmoOOB+C5+AmwYnBFEn7DOGvwS3PQ8QA8N2vWLNkXVVdXWxM9CbBicEUSfsM4a/BLc9DxADxn+9pBTwKsGBQHv2GcNfilOeh4AJ4jwEIXxjhr8Etz0PEAPEeAhS6Mcdbgl+ag4wF4bsqUKbIvOnPmjDUxZgHW9OnTCbAQPYyzBr80Bx0PwHM5OTmyL2poaLAmxibAkkKTLAiw4DrGWYNfmoOOB+A5DwOsS5cuqUfGE2AhShhnDXHaHLW1tSUlJampqVlZWXv37tXpFRUVfQPKy8s7lCEdD8BzHgZYorS0VApKT08nwEI0MM4a4rE56urqRowYUV1dfe3atebm5jVr1qj03bt3FxYW/i2gqKhIZsPPk44H4DlvAyz1mFNVBwIsuI5x1uBac8hXNy0tTdq3f//+K1as6GRW1rNWmkRXJ06cUNMyUVBQEH6edDwAz/Xu3Vv2Ra2trdZEAix0DYyzBneao7S0dN68eS0tLTItf+fOnbtkyZKIc5MQ7eWXX87MzExJSVm0aNHly5dVempq6rVr19S0TMhs+HnS8QA8p+5/MhIJsNA1MM4a3GmOnj17fvPNN3pWpiU2ijg36aSysjLJRI7zHnnkER2rGZ0nhQav6CDi+gCAKwiw0IUxzhrcaQ4Jp6wnvSU26tDpJYOsq3OzxmqcwQKQ0LwNsEpKSqSggoICAixEA+OswZ3mWLBggXx1v/rqK5mWv8XFxUuXLo04t6KiImuApQMp4x4smQ0/TzoegOe8DbDUc+TVXwIsuI5x1uBac5SVlfXt2zc5OTktLW3VqlWdyWrv3r2PPPJIa4Bk++CDD6p09SvC5uZmfkUIIOE0NjbKjigrK8tIJ8BC18A4a4jT5qisrExPT09JSVm8eLG+yV2Ul5fzHCwAiUg9Sz0nJ8dIj1mApS4OqguFBFhwHeOswS/NQccD8JbnAVZubq4UtHTpUgIsRAPjrMGd5rhw4cKQIUOkcZO/FfwTP2/R8QC85XmApX4/qH5LSIAF1zHOGtxpjszMzD179uif+MUhOh6At86cOSM7oilTphjpBFjoGhhnDe40hzRrPEdXbXQ8AK/V1NSoe8yN9JgFWBkZGVLQj3/8YwIsRAPjrMGd5ujfv7/x8od4Q8cD8JbnAZZ6SETMioPfMM4a3GmOHTt2LF++/OrVq67kFg10PABvEWCha2OcNUTeHMmOuMkdAKyOHz+unpJgpMc4wNq4caP8Xb9+fbSLg98wzhr80hx0PABv7du3Tz0lwUiPcYA1evRo+duvX78rV65Eu0T4CuOswZ3mSE5OdiWf6KHjAXirqqpK/YjPSI9NgHXp0iUpJSMjY8CAASrSamhoiGqJ8BvGWYM7zZGWlvbNN9+4klWU0PEAvOVtgKWfwjV9+nT1xp6Wlpaolgi/YZw1uNMc27Ztk73G119/7Upubkm6ntfVAeBrcRJghaoG0EmMswbXLhFykzsAONi6davsiH72s58Z6QRY6BoYZw1+aQ46HoC3Hn30UdkRTZ061bi7PDYB1unTp6WU/Pz86upqmZg1a1ZUi4MPMc4a/NIcdDwAb02ePFndrlBVVWVNj02ApZ/CFepxXEAnMc4a/NIcdDwAb+Xn56sA6/Dhw9b0GAdYJ0+elImCgoKoFgcfYpw1+KU56HgA3vrHf/xH2RHdd999RnqMA6y6ujqZGDNmTFSLgw8xzhr80hx0PABvhQqkYhNgHTp0SEpZuHBhU1OTTGRmZka1OPgQ46zBL81BxwPwVmwCrD179nz/+99/5plnjHTrjwd5cg2igY3K4JfmoOMBeCsGAZa6/Gf7oHYCLEQbG5XBL81BxwPwVgwCLHWjldLY2Gj9lzXAUm/L4V2EcBfjrMEvzUHHA/BWDAKspqam7t27256gev755yVx5syZMp2Tk8O7COE6xlmDX5qDjgfgrRgEWOqNzorxqsFp06ap9EOHDuXm5spEfX1950sENMZZQ/w2x+XLl9VhljWxoqKib0B5eXmHcqPjAXgr2gHWlStXbrvtNh1g/fnPf7b+1/qY04KCApk4efJkJ0sErBhnDfHbHOvWrdu2bZu1w3bv3l1YWPi3gKKiIpkNPzc6HoC3ohpgSXSVnp6eZLFgwQLrAqtXr5bEKVOmXLp0ac6cOTJ99OjRzpQIGBhnDXHaHJ9//vmIESOuXr1q7TCJrk6cOKGmZaJDTyKm4wF4K6oBlnqXs1V2dvbp06dtS1m+fHlS0Bt7gE5inDXEaXPMnTv34MGDbdd3WGpq6rVr19S0TMhs+BnS8QC8FdUAq7W1NSlI7969bUspKyuT6V27dnWmRMDAOGuIx+b48MMPp02bpqatHWZ0Xs+ePY0Vg/cvVtGuNgA4iPYlQuf9ni5FQrGioiKZ7uidrIAzxllDPDbHpEmTPvnkEzXNGSwAXUNUA6yXX35ZB1WDBw92CLD27dun/jV58uTOlAgYGGcN8dgcoQ7CjHuwZLZDebpfUQAIW1QDrLy8PLW3XLlyZb9+/fTO8+rVq2oB2WHK7B133LF//371rylTpnSmRMDAOGuI9+ZICvoVYXNzM78iBJBwohpgTZ06VYVNEj+lpqbqAGvHjh1qAWvIdeedd8rE+vXrO1MiYGCcNcR7cxgdVl5eznOwACSiqAZYGzdulExKS0slftq0aZMOp3S2KuqSnadbJQIGxlmDX5qDjgfgragGWEYm6iGCo0eP1m8kXLhwoaQ8//zzbpUIGBhnDX5pDjoegLdiGWAdOnRIZufMmaMXsD77igAL0cA4a/BLc9DxALwV1QDr4YcflkweffRRNXvy5EmZtT6NeenSpZKyb98+t0oEDIyzBr80Bx0PwFtRDbB69OghmchfNVtXVyezubm5eoGSkhJJOX78uFslAgbGWYNfmoOOB+CtqAZYxkNtmpqaZDojI0MvoB4uWlNT41aJgIFx1uCX5qDjATg7efJkVVVVXV1dlPKPaoB11113SSZz587VKcZzsCZPniyzZ8+edatEwMA4a/BLc9DxABw899xz3bp1kx1FTk5OlIpYtmyZ5L9q1SojPRo3uYsBAwZISlNTk5qVzyWzDQ0NbpUIGBhnDX5pDjoegINx48apUz59+vSJRv4S6HTv3t24bKdEKcDKzc2VFH1CjgAL0cY4a/BLc9DxAByoS2yiQ+/gCp9ENir/AQMGGP9yJdx56KGHJJNNmzbplIKCAn3TVdu3d8GrK4YEWIgGxlmDX5qDjgfgQMUcUQ07VMTz93//97ZFd6bc3/zmN6ryM2fO1ImzZs2SlMOHD6tZ6y3wBFiIBsZZQ1dujqTreV0dAPErBgFWWVmZ5L9r1y7bojtTrq78jBkzdOIDDzwgKS+++KKaJcBCtDHOGvzSHHQ8AAdhBlhXrlypqampra2NoAjrs9SDi+5MuFNfXz948GDJ5Omnn9b1TEtLk5Thw4e3ffvUhszMTLdKBIIxzhr80hx0PAAHYQZYs2fPTgo8z1M976BD1DW76upq26I7Ge5MmDBBMjl9+rSaNW75UrP6B5IEWIgGxlmDX5qDjgfgIMwAKzs7Wy129OjRjhah7sE6efKkbdGdCXeuXr2q7mFvbW3VKep3keptOerB7mPGjHGrRCAY46zBL81BxwNwoAMs/To/WxKjqMWWLFkSTraSmyw8ePDghoYG9dyE+vp626I7E+68++67ksPQoUNDZVtTUyPTRUVF6l+33HKLNd4CXME4a/BLc9DxABzoAEv86le/SklJkYm9e/dal6mrq1PPshJ5eXnhZDts2DC1vIQ41idRBRfdmQCrd+/ekkNycnKobI0Ai5/+IBrYogx+aQ46HoADa4A1b948NaGur2nHjh3Ty8yZM6fdPCWW0gFZY2OjCoP0VTyj6M4EWLYBkzXbw4cPy/T8+fPVv7KysmR24MCBEZcIBGOcNfilOeh4AA50gJWTk1NYWKimb7/9dusyd999tw5lJHLSb6GxVVFRkWSxZcuWUCeNOh9gzZ07N+n6h2AZ2b722mvq46gHjarZMK9yAmFinDX4pTnoeAAOdIC1fPly9RY/8cQTT1iXGT58uDVmCr7YZ6UuCGrqlvPgx7i3uRFgrVy5Mun6x7gb2c6fP19VY+vWrTJbVVWlPmnEJQLBGGcNfmkOOh6AA3Xft1i6dKmOjdavX29dRoUpffv2lb+9evW6cuWKQ4bp6enWAGvixIlJId4k3ckA6+jRo6qIadOmhcp2xowZahnbK4aAKxhnDX5pDjoegAMdCRUVFW3cuNEajih/+tOfUlNTJfGmm25S/5VZh5NY+veGyo9+9KMoBVjqdJSYPHlyqGzXrVsn01OmTLl06VJb0D3vgCsYZw1+aQ46HoADfVlQwo7gZ2JJXNKrVy+V2KdPHx023XfffRs2bHjvvfeM3FpbW9WD1LWFCxfK3wkTJgQX3ckAq6mpSdVt+/btobI1iiDAQjQwzhrisTk++OCD4uLilJQU2UOtWLGiublZ/6uioqJvQHl5eYfypOMBOFi2bJmKhEaPHp2ZmammR44cOXz48C1bthw6dEiHSjNnzlRP9bT64x//2NLS0tDQIH/bLA9St54YCxXTdDLAUq84DL5k6RBg1dbWhor2gIgxzhrisTlmz559/Pjxa9euyVHg2rVrJdhS6bt37y4sLPxbgOynZDb8POl4AA7UiwJFRkaGERv1799f3XelXLp06eLFi8Yy3bp10xNvvvmmhFnqSVoxCLD0uTfjeqVDgGW8Oefxxx/PyspavHix+o0hEBnGWUO8N4eEWT179lTTEl2dOHFCTcuE8YgaZ3Q8AAfqRYFJgaeu64dX2VLv+3NYoFevXhJg9evXz5qoHuO+dOnS4KI7GWCpt/dIoer+KttsjSIaGxtlVoIqmZaPoyvp/LtIwBnjrCHem6O6ulqfwUpNTZV4S03LhMyGnw8dD8CBOsOk6N/c2aqqqmpzDLBsqVvjbZ+M0MkAa/369bL66tWrHbI1imhtbZXZ3r17t1nukRfOT/YCnDHOGuK6OWpra8ePH3/hwgU1a3SePrOlOe/gYlRpAAlo8uTJel9h/ADQKiUlRZ3BeuCBB3Sivv9dXygMpv7Vo0cP2a0ZRavoZ9myZZGdQAoVn6n0TZs2ffbZZ6NHj5bp0tJS/V+9V6yrq9NXMyMoHdDYhAzx2xwffvjhqFGjZNegUziDBSBKjOeC2lq4cKFeXl1lUyGXHAQ++OCDEyZM2L59e7uZqBNgVvpHi7aPIW2Xc4ClQitN/1fdp69uupoyZYr6L/dgoTMYZw1x2hyHDx/Ozs4+e/asNdG4B0tmw89Qd7zsQV588UU5Qh00aJDszoJ/DdQtoHv37snJyeqvLHnvvfe+//77bn06APFG/XJQvS7QVvDppeeff172Qm+88YZOuXLlivF0BoPscNQJMCvraxCDK3bmzBlZIDgsM1YPFWAZ9H/V6wglTGyzPLJLzQKRIcAyxGNz7Ny5U778dXV1Rrr6FWFzc3NkvyIcOXKkwwn8MKWnp2/evJk7FYAuRn3B1a3oweRAy/m57ZrEYXI8FmoHsnbt2uBVggMs2cPU1NSokE6fWgt1ATGyAEtlq/LUYaUUGs5nBGwlEWBdLx6bw2GnUF5eHvFzsNwlsVrPnj0HDhw4Y8YM9kpA4jp8+LC+0dt6q7sybdo0Oa47duxY+Blu3bo11H6jT58+wctbIyF18KYeFfGd73xHpvv376/+ZRtgyYGoevDp3LlzjX898cQTwRXQ/1WhZH19vZSo//vzn/88/I8JGJIIsK7nl+YIDo+SA3r16jV27NhDhw7993//twRtM2fOlIApPz9/2LBhEjwNGTJE9m7Ov9lW9CXFHj16pKenDw8YMWKEmsjOzpZ9pSygrj9a1xowYEBGwE033TRmzBjZv2/atOn8+fNeNxjgC9YniGZlZQUHWBH8uE/9Rs9KP6rKdgSyBliqOOvC6iWGSYFQ76OPPjLWDfWeHHHrrbcG76n0f9UnlYND62Mapk+f3tEPC2i2m7ef+aU51O6jb9++jz/++Oeffx5BDsePH5cYqPMXGSMj5aakpIwePVqOSiOrP4Bg1ocU5OTkqBfaWEX29ISbb77ZmomOdWzvHLUGWDt27JCUwYMHq1mZXrRokf5v8LPXz549q34DOGfOHONfxcXFxmexXqDUAZZ6TaEye/bsCD4soCQRYF3PL83RmX2lQQ5PN23alJaW1rNnz3BObkWJuhNf6jBo0CA5eF2+fPmBAwfUazoAhEm+Mvo7lZ+fr17JbDV16tTIctY/M0wK3MKlJmx3QdYAS/2OTz/1VKbnzZun/ztw4MDg1dUz6Hft2mWkHzlyRK/4wgsvGL8QVEVUV1enp6frxWTPFtmHBdoIsIL4pTnU7kOO1VzP+d1335Wj0oyMjN69e8uuql+/fupaoaJ/k9ijR4/+/fuPGjVq+vTp8+fPv+eee26//XbZXSZ/Sy/ciaDr/6mbw/Ly8vjZIxAO/d0pKiqSr6fxhYrs0QlKamqqkduyZcuCF7MGWGfPnq2pqXnooYfUrPx3w4YN+r933nln8OolJSXyr6NHjxrp9fX1esXgny6qsOy1116zvrvalUNQ+FYSAdb1/NIcaveRWHcYXLly5fXXX5dd3v3333/jjTeqW7g6Gm/16tVr7ty5+mGtAAz6y1JcXKxPNclRipq45ZZbIs5Z33qln+RpuwuyBliqAuqx76KlpcX6X/XsdYN6ROqZM2eMdOutYMHPX1ABljV6I8BCJxFgGfzSHGr38Q//8A9eV6Szrl69eurUKfkgBQUFQ4cOlaNPPSQ4U2e2Ro4c+dvf/lb2vF5/DiBe6O+IvjAn5s+fryb+9Kc/RZzzihUrVHSlc37yySeDF7N9noIi4Z2REry69YELBv0+xOAniBoBljrZ1tEASw4Cv/vd70ocyc8P0UaAFcQvzZEUeIBy1w4sZGe3c+fO0aNHhxNyde/efdiwYQ8//LD1WfmAD+kvhXx31IuTxVNPPaUmOnlfo8Q9TU1NciykcrPdBTkEWAbbG8LU05Jtc9YBlpGub+2fN2+eesrobbfdFkGAVVNTo/IZNGhQh1ZMaOfOnZs8efLgwYP37NnjdV3iCwGWwS/N4cOO/8Mf/iC7zvBvw5clBw4c+L3vfe8nP/nJqVOneGkGfML6LdAX9RYsWGAbmnSyCNv/3nnnnWF+STdu3GisK4dVki6BlG3O+uMY6Tqkmz59ulqmrKwsggDrP//zP3XdJOZo9wj2pZdeksUkkJ07d+6zzz4bfHR3/vz5mTNnSpXuuOOOOHye86xZs6wv/5BpY4GKioqkwM/Vg2968wMfjrPO/NIcfu74S5curVu3buTIkfq2kjB169Zt4sSJnOJC12bd5vWLbtSbc5Jceri5utIn30Hb/1qfkhXK2LFj5e+IESOMV1w0NDQkBR4wYZuzPplt3IMlH0qOppK+jSMlPlORQUcDLCM0/OUvfxm8jLqrobi4ONTBnv4lkJEux4cdqkxUtbS0qBYz7Nu3Ty9z7NgxnR78WDI/SPLxOGvLL81Bx2vnzp2To8OUlJTwb5mXJSdMmPCHP/zB67oDLrM+x3zWrFkzZsxQ0/o2c7ee7SKRUKiX7YwfP975C/jpp5/qihn1OXnyZFLgARPB2arYSwkOE2UnkBR4srz8vfnmm0O9b8fZ8OHDrfXMzc01FtC3skXmX//1XztUH9fJ0WlVVdX27dt79eplW0PZkergVQJonS7Lx+EZuGhLYpy9nl+ag44PRY4vJXKaPn16ampqmD9U1I/gGjJkiHr6/MqVK998880wX9YGxI+6ujq9YT/xxBMyKMqAevTo0RdffFG9niH48QeuU0FSKP369ZMv6apVq9TsP/3TP1nXPXz4cFIgNAzOVoIDdQZL/gbfAm98o9UTVuWL3KFqq2eZ3nDDDSofKUj/94UXXrBeTTOKa3cno9x4440daMcoKCwsDK78bbfdtnbtWmvKRx99JK1tnITz4SvUkhhnr9eVm8P4YnhdnURy/vz5+++/v6OXFENRlwDUi4kkJhs3btzMmTOnTZsmx80jAuTIb+LEiXfeeeeSJUsqKyu5AwwxYw1uvHrMpvNN7uPHj28LREsqLhk9erR1XfX7RDk6CvWmQhnmZd3gfxmlqFBMisjOzt6+fXu7dX722Wf1utb6y36jLcTbGCX+WLBggfUwbNu2bRLBSLwiX3+J0uTvyy+/LDHuM888o9eSlA42p2ukqkbMJLvEv/zlL+q/1oecyXGmPl+oL8tKE3lVc68kMc5ezy/NQcdHRgKddevWWR9FGGOyx1fPaL3pppskDlMB2dChQ+WwXtKtT2fVd3LITrB3794SzMmE+puSktIzQD5IvwDJUEK9W265Zc6cOU888cQrr7zy8ccfe93Y8MDevXv1xlZRUeFJHSSGcPgKyIB9+vRp6/U+2fL13U76Il1Hz5dYi5D4wHpWSb1k2llBQYFeXqYl7HP4Cv/0pz/taJtYj+7kCyuRmW2YGFXWNhfS1NaflEqnWGMs/crI/Px8NSEhY1ZWljSOjsm6vCTG2ev5pTno+M6T47nXXnttyZIlkydPluhEYhe3nj4fb7p9Sz2CPy0tTcaPu+6665//+Z/9s6/0iSlTpuh+nzRpklfVkNF62bJloTbIqqoqOdSxvtNGvn3qVNC0adOSAiFIfX19h0q05v+LX/xCPaxBb//GrfTBrG/FHjBgwP79+21rLmFHZHcOVFZWGln17du3ozHWr3/96x//+MfW0FNmUwLCeXDXCy+8oIqWQzsJxIMXkHhLjuWMeobqR1ny9ddf37p1q7pyKo1s+1z+hJbEOHs9vzQHHR8Dsid9++23f/KTn9x777333HPPvIC5c+d+97vflT3UwIED1dsbu1lYZ0ONLnFLnV3LyMgYP378D3/4w/vvv18GqhMnTnTtx611McZt2h7WJPgtPcp3vvMdFe48/vjj1vSDBw+2fXt5MYI78a1ZyeoScFhT2j0fZj15c8cdd0hK8HuyFy1aFEE7aNYYTpE48pNPPmkL/GhAdjJq7yHfQdnbGDcVbNmyxXpbuixWVlb23HPPWXOTPZVtubLLMsqVADdUJZ988knrkrKLO3nyZHDUFcpTTz3VmSaKN0mMs9fzS3PQ8Ynl/PnzFRUVd99990033aQu8AW/21HSBw8enJubO2XKFNknzpw5UwIdCXfkSLdXQJ8+fWQYkAlZUnbNMqvSJTd9eTHM/WDEdPiYnJwsheoKqIqpd1Cqu9PUZU11ETM9PX3QoEEysg4YMODGG28cN26cHOzOnz9/9erVclT90ksvHTlyxDial4Pp48ePv//++zF+4feZM2f27Nnz6quvvvLKK2+99dbHH3/c0NCQQCGmBAHWzvKwJpMmTbLdhKwvQ/zLX/6if94oG/z27dvV9OLFiztanLUICbCampr010G+L86/gLP+MiAp8EJDlS5Vkq131KhRhw4dcuU2yl//+tdZWVnG91Rd+jdayfoIjPCfK7Z582ajxF/96lfBi8k3y6GSjzzyiHXhNrtYMxT5LJ1vpfiRxDh7Pb80Bx2Pdp07d27Xrl1ySFpaWvqDH/xAxgkJbiTKiewtkAlBRavyAdWdahKeDh8+PCcnR4YrmRg2bJh8fB0IutUI+t3nY8eOlaHol7/85Y4dOx5++GGJkouLi4uKim699dYJEyaMHj16yJAhEi7rE59qRYlEJea44YYbxowZ89hjj+nntEnwsW/fPok+Jdr7/e9/7xAinD59uqamRkWB6gyQFCTBevBjPGNp27Ztts2VmZlpXUzfNDZx4kTdI8Yy4bAWoU6Avf3227LlJ337u0WHddVDuTSHEzyu+PLLL8N5O8Xrr78uC//P//xPhzZU2czeeOONZcuWybb0wx/+MHgBOeZpt4bqKWJJgeuYKkUONiT8lZpLMHr06NG8vDxrntbzpvL9OnHiRFQbMGaSGGev55fmoOPhChl4/vznP8uBr0QDEoio4KOrhl9dhgrOpLMkYlZv7tOJanrevHleb1n/fw5SgjxrndXEli1brIvJFqiGZ+sP3GT87mhx6j2JivUKo3rq6bvvvnvlypWGhgZ9QlTKlfBXIjn1Uh1Fprdu3RqDE5bvv/++xPrB3Tp06FDrt0/613p3vNT21KlTP/rRj6zLfO9731PPAAvT/v37w6nhzp07N2zY4HCP5sWLF6UBpcLqQRtyMGP9IF3jye9JjLPX80tz0PGImQsXLvzud7/76U9/WlpaOnXqVPU0ihtuuEFGCDnAlQNidY1DpgcOHJiVldW/f/+UlBRJUdcN1RVMdUkxZpcyfc7z5y0pKqZ5/vnnJeLZu3fvxIkTV61aFRy+yAZjrfzIkSNtn9HQLnWDvHj44YdVSlNTk2yWKlFtdbI11tbWyr/+7u/+zmg02TJj/CxNaR/5Qqlvx7hx49Sn/u1vf2vbp8Zl008//VRiIB3HhLogq8ycOVNFsbZPcHVFdXW18QyI3r17P/PMM22BXli6dKnsMe67777EerhgEuPs9fzSHHQ8fEtG6BMnTuzatevVV1996aWXnn76adl933PPPXfffbcczcvwPGjQIOuVOH2jm7okJ+kSGmZnZ3//+99fsGDBE0888dZbbzmPrFLiBx988OSTT0r+EiVIcUOGDJGsZJAuKSkZNmyYBJS2gWO366mHbvTr109WGTVqVGZmptQzGnGn1DNm3dF5ubm51hY7e/ZsZPnoXw4OHjxYpeiXN1sNHTpUR11W//Iv/+LeZ+oU6yPUFdli2w1N3nzzTdu390RwQ1tkWlpa9PlUzYie5ZvyX//1X1GqgDSRhKdvv/22DuIl5d///d9PnToV2VnJJMbZ6/mlOeh4oEtSryL42c9+JuOlceeQ8WARHUEmJyf36dNHhi6JLCV6k5jvyy+/9Kr+ETh48KAafQcMGPDpp59GnM+9996r8rnhhhtUSkNDQ5ivh09LS4ufkysSDbzyyiu65nIkEOYDHWTFf/u3f3vvvfdkorGxcceOHRJeRLu2hhEjRrTb2ocPH7Zd99y5c7///e/Pnz/fbikXLlyQQ6yVK1cuW7bsjTfekM97//33W4tQN5taU6ZMmSKLSUseOXLk0KFDDsdUspjEZOruwMgboivyS3PQ8QC6DBnwqqqqOnnzk6w+f/78MWPGWB/ytH379szMTNswS2LTxx57TEKZ+AmtuoaamprgK7DB5Ahhw4YNchTx4osvWh+TETPq4EQJdf7Y67aMLwnWHBUVFX0DysvLO7QiHQ8AYVJvp3766ad1pJWTkxPOmRJE7MiRI/rxE9OnT5coViLd2EROLvK6FeNLIjXH7t27CwsL/xZQVFQks+GvS8cDAOKcxLXWi3G33nprVOOhVatW7dq1a9CgQeqGy9tuu01K37t3b8QvovWw6eJQIjWHRFf6eSEyUVBQEP66dDwAIOFIxPPWW2/dfPPN1jimW7dut9xyy5kzZ6xLqlvUDxw48B//8R+/+93vXnnllVdffbWysnLr1q0yYuo7FGVC/vvaa68533q4f//+1atX79y5UyrQ2tq6Zs2aPn36qGfmZWRkjBo1atasWc8+++z777+vL1UzzhoSqTlSU1OvXbumpmVCZsNfl44HACS0hoaGxsZGr2sREuOsIZGaw+i84JcMcOoSAABPMM4aEqk5OIMFAEB8Ypw1JFJzGPdgyWz469LxAABED+OsIZGaQ/2KsLm5mV8RAgAQVxhnDQnWHOXl5TwHCwCAeMM4a/BLc9DxAABED+OswS/NEdkz0wAAQJi8Hurji4+aw/W+j/8Mo5EnlfRPhtHIk0r6J8No5Ekl4zbDKOWZ0HzUHPG/gSbEFk8l/ZNhNPKkkv7JMBp5Usm4zTBKeSY0HzVH/G+gCbHFU0n/ZBiNPKmkfzKMRp5UMm4zjFKeCc1HzRH/G2hCbPFU0j8ZRiNPKumfDKORJ5WM2wyjlGdC81Fz0Pf+QV/7Ct3tH/Q1EoiPNla+mf5BX/sK3e0f9DUSiI82Vr6Z/kFf+wrd7R/0NRKIjzZWvpn+QV/7Ct3tH/Q1EoiPNla+mf5BX/sK3e0f9DUSCBsrAACAywiwAAAAXEaABQAA4DICLAAAAJcRYAEAALiMAAsAAMBlBFgAAAAuS+AAq6Kiom9AeXl5OOlurYvYC9UvtbW1JSUlqampWVlZe/fu7dC69HXcSvqWNfGDDz4oLi5OSUlJS0tbsWJFc3Oz7bp0d2Kx7esLFy7Mnj07NUAmvvjiC9t16WvEuUQNsHbv3l1YWPi3gKKiIpl1TndrXcReqH6pq6sbMWJEdXX1tWvXZLhds2ZN+OvS1/HPGHRloD1+/Lj0dWtr69q1ayXYCl6F7k5QRl9PmjRpy5YtVwMqKyvz8vKCV6GvEf8SNcCSr9CJEyfUtEwUFBQ4p7dZvsMRrAsPheqX5cuXhzprRV93AQ7P7JYwq2fPnsFL0t0Jyujr5ORk62xKSkrwkvQ14l+iBlipqamyk1XTMiGzzultlm9mBOvCQ6H6pX///i+//HJmZqbsfxctWnT58mW9Cn3dBTgEWNXV1dYzWHR3ojP6urS0tLKy8lrA5s2bZTZ4Sfoa8S9RAyzjC6kPZ0Olu7UuYs+hv8rKyr755pvW1tZHHnlkyZIlHVrXNh3xI1SAVVtbO378+AsXLrS7Ct2dKIwOunjxYk5Ojro3Sya+/PLLdlehrxGHEjXA6szhC4c+icWhvyS0UtMSZlmvI4SzLn0d52wDrA8//HDUqFGfffaZ7Sp0d4Iy+rqkpKSyslLfg2V7vx19jfiXqAGWcaFdZp3T3VoXsReqX4qKiqwBlu2elL5OXMEB1uHDh7Ozs8+ePRtqFbo7QTmfdrI9C0VfI/4laoClfirS3Nxs+xOS4PQ2y3c4gnXhoVD9snfv3kceeaQ1oKys7MEHH9Sr0NddgDHo7ty5Mysrq66uzmFJujtBGX2dl5e3efNmfQ+W9VeE9DUSSKIGWKK8vNz2YSeh0q3f4Y6uC2+F6pfKysr09PSUlJTFixfb3uTusC59HbeSrmebaO1iujtx2fZpfX29euaZkAmZtS6vp+lrxLkEDrAAAADiEwEWAACAywiwAAAAXEaABQAA4LJEDbAc3vwa6k2ftm8VdUg32GZ7+fLlJUuWSDXS09M3b94cQW3DeV0xAABILIkaYIV682u7b/oMFUg5B1ihsn3wwQetDxPfs2dPh2obzuuKAQBAwknUAMvK+ubXdt/0GVmAFSrblJQU/axLmbB94rBDbR1eVwwAABJXVwiwrG9+bfc9CZEFWKGytQZYoR4m7lBbh9cVAwCAxJXwAZbx5td23/QZWYAVKtulS5fqh4nLRLsvFg2ubbuvKwYAAAknsQOs4De/unUGy7jzPVS2ly9fXrx4cUpKSmZm5s6dO/v372+7ukNt231dMQAASDgJHGDZvvm13Td9unIPlu0LRPfu3Wt9HV44tQ3ndcUAACDhJGqAFerNr+2+6bMzvyIMznb16tWSeO3aterq6lGjRlnfmRVObR1eVwwAABJXogZYDm9+dXjZc6g3xdqmG2yzlQhJ3aJeUlJSW1sbQW1Dva4YAAAkrkQNsAAAAOIWARYAAIDLCLAAAABcRoAFAADgMgIsAAAAlxFgAQAAuIwACwAAwGUEWAAAAC4jwAIAAHAZARYAAIDLCLAAAABcRoAFAADgMgIsAAAAlxFgAQAAuIwACwAAwGUEWAAAAC4jwAIAAHAZARYAAIDLCLAAAABcRoAFAADgMgIsAAAAlxFgAQAAuIwACwAAwGUEWAAAAC4jwAIAAHAZARYAAIDL/g/gQ7+YSysI1QAAAABJRU5ErkJggg==)
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