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: |
|
|
|
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 |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for THEMIS-E for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAVGh1IEZlYiAwMSAwOTozNDo0NyBVVEMgMjAyNF1a1BUAAAGwdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiTmlsYW1fQmhvc2FsZV8wMTE3MjRfMTogU1dNRiBwbG90IG9mIHJobyBhbG9uZyBUSEVNSVMtRSB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAxMS0wOS0yNlQwMDowMDowMC4wMDBaIiwgIm1heCI6IjIwMTEtMDktMjZUMjM6MDA6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MDksICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjotNS4zOTE5MzE1MDA1LCAibWF4IjoxMjEuNjMzOTAxNTAwNSwgInRvcCI6NTIsICJib3R0b20iOjIzNSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfeFh21QAAAAEZ0FNQQAAr8g3BYrpAABAWElEQVR4nO3df3AV5b348UAIIWJIgggRIvLDVChIiNIaacTwQ1EDBURaoIAREaSIFJXSxoiKUbG5ilWBtiBgReXCRa4CN9ehFyh4yx3xQrnIRCY6MBemOMEh42ScjJNhcj/fPOPzXZ49Z7PnZM85e7Lv1x+ZPU92n/Ps8+zZ57O/nk1pBgAAgKdSEl0AAACA9oYACwAAwGMEWAAAAB4jwAIAAPAYARYAAIDHCLAAAAA8RoAFAADgMQIsAAAAjxFgAQAAeIwACwAAwGMEWAAAAB4jwAIAAPAYARYAAIDHCLAAAAA8RoAFAADgMQIsAAAAjxFgAQAAeIwACwAAwGMEWAAAAB4jwAIAAPAYARYAAIDHCLAAAAA8RoAFAADgMQIsAAAAjxFgAQAAeIwACwAAwGMEWAAAAB4jwAIAAPAYARYAAIDHCLAAAAA8RoAFJykpidlCYvq9iVopuBSLBjp48GBeXl6rOcfiq9negGDil48QdJdAgIX4i0UDFRUVHThwICFfzfYWC9Qq/I9tNKBk91RaWmpPbDXF2zJoGRkZU6ZMOXPmTHy+N7oFKyoqurYoLy83MlTsX2RPT7lcVlaWSt+3b9+YMWPS09MzMzPnzp1bV1dnXerixYv9+vVzU/JwhQnpm2++Wbp0ad++fdPS0uR7p06d+vHHH0tiz549L126pGebOXOmnpb03NxcKY98RUFBgZFhYWGhNTq3clMevWAbZ7CTivXkq6MQu405JZRw3xiuXazprTaomgi52bgsoUPB4oCwDPHE1hZQsqMpKyv74x//aCTaZ4tpGfT0t99+K+GL3r/7MMDasGHDqFGjvm5RUlIiH11m6/B1q1ev1rGaxLt79+6V8KWxsVF6Lwm2rHM+/vjjq1atcl9yl3PefffdkvM//vEPmf7uu+927NghqybT06ZNk2k1j6SnpqZKqdRHSZdQWH1FUVGRlFnnVl1dLSn2/jhSsQiwXC6SXAFWuK9oNcAKl4nLBg232bRasKjn8QoBFuKJrS2gZEfT0NAwZMiQ2tpaa2K4iXPnzslxakZGhhyzyu5Vn1+RGdasWaOOZSU3OZDduHHjgAED5KMc+548edK5DEaKPs0g/5IIRmUr+Rw/flylSze/cOFCdRpJJnSvLz3BjTfeKIv369dPCtBqmfU3SnyTk5MjC86cOVMqxKG0El3pa0wyUVxc3OrqOKdLLCUV9dVXX4X8l5RZfzx16pTM2dTU1JYAK+Sy8i3WM1Wa1OfEiRPV9K5duyTAkr/qo6Tv2bNHZSiJ1p5V6uSDDz5wH2DJDC+//HLPnj2l/iXc162pFwzZ3M6nQyJdRFJef/313NxcWcfmyDc8q1a3t3CZhPtSiV2kWqRypIqqqqoc6tOrAMtlg4bbbFotWMgZ7CfSrC3Sll/x8uXLs7KyMjMzJcOQ3+XQIroMUiHbtm3TeUpY2bt3b+d9BaAQYAWU2sX87W9/+/GPf2wkhpyQ4Elmlr2qdPOy25L9vp5h+vTpEiXIv37/+99LT2D9OHLkyFbLoMgOq6KiQoIY/S/ZV3799deSj/TBupDLli2bNGnSNy2mTJkiH1V6jx491JG37H8XL17capnVxDPPPCO5ybfIDPPmzdMLhiS7eN2pyIR8dFgdN+kSCMo+PeS/JL6xnsGSmEbt4j0PsORb5s6dq2rJmi4fpReRmmlu6b2mTZsmFdjcUr2SrmZWGd5www2ffvppc8u2JNPNLjpya5GkEXVrqq+wLhiuuR1yjnQRSZ8zZ47uLyPd8Kxa3d4cyhbySyUTmU3KJvNLkBGHAKvZXYOG22xaLZjLwltbJOpf8YoVKyQgk3SJU+2bluLQIroMBw8elIM3vciiRYsk2G11pYBmAqzA0jsa2Q3JHspIdN4Xy85ODgr1DHpXKOnGR+tpmJBlsJIgSZ/xko/6aNKajxxT6vu0ZELiOTUtR/9yxKmuWYRklFlN5OXl/e///q+a/vbbb/XtUOFKa/1oX7VIAyzpvWpqauzpJ06ckE5Fr6bs33Wc2pYAK6SLFy9KXCv9h8SLUhuPP/64pKh/SWejjvvHjx8vRRo3bpxMS/dvhCzr1q2T8Ku5JQpU5w6tG4/z2SZJ1PUv6yuNaxQ+XHM7rF2ki0i6iiP1x4g2vHBCbm8OZQv3pefOnVPTMhFRgBVSuP9aM3FuUDXhsNnYC+ZmMzA+WlvEKqJfsRwJ6NoO910OLWItQ1FR0datW2Xiyy+/lF2NRGwhiwcYCLACSu9oZJ8lR8yffPJJc6g9qZ6Qg8hRo0bJ/lTtJdXZ++ZQO0eHj+HK0NxyNWTVqlXWM1gh5wwX5Rw/flx6Bdm3StRSXV3tsszGrl/PEJK3Z7B27NgxdepUe7qEU/n5+foikSgoKFBnFBy+wuWXOpMORo7O9ZkzCXZlw5A1HTx4sHyUvzItfaoEW9avkETp4T744AP5az2z5aYM4Vqz1eZ2H2q0uojLDThctlZutjc3ZQs3f0QBlsM8zlURaYMam03IoM2Zc+Gj/hW7DOasH8O1yEcffaR+BWVlZeqoA3CDACugrHuQU6dOSS8uB38OAZbsbXft2tXU1CTT1puBvAqwFOs9WCHnlCNO6zkP+4kECVD0iZBWyywzGA/rOTDuwdKxoMPqOKQXFhaqoNZq586dcnx87NgxY3GDm9JGEWAp1tBBAqzNmzfPnTu3+fuu5eabb7Z/RVVVVdeuXV9++WUj3U2A1eoZrJDN7ZBzpIu43IBb3fCaXWxvLstmnV+fwZIF4xNgNUfVoOHOVbc9wIr6V+zyDJbLrUV+sCtXruzXr5/Lm8+AZgKswDL2IH/84x8XLlzoEGDl5OTom5xmzZrleYAlu84XXnhB9mLO+ai7Ur755puGhoZJkybpy1XS/audqQRYUlSXZV61atXEiRNVH1ZbW6tv7whJPUUoWbX9KcJ9+/bZ75Ffs2aNdBUhLxq2+hVu5gy57JgxYySqU9enZL2kPq2Bo0RUUiT1OOHWrVt79OhhPXxvdX3dBFjqHiMR8h6scM0t3X/IhwMcFmljgBUuW6tWtzeXZbPOP3XqVFU/06ZNi1uA1eqCzpuNmzytjNY0Fon6V6zuwZKlrPdgGd/lfmuRX4EkyvFGpGuHIGP7CCj7rkF2Ug4BVnV19YABA1JTU/v27SuhgFcBlpaeni4F+PLLL53zkX364sWL01ssWrRI3wyxbdu2wYMHy2H0jTfeqC8Ruimz7J3lqFTmKSgosD4rFFJ5ebnzOFjGGaZw6dIbffTRRw61YcxvrwcHDoWxz/zxxx9Lz52RkSE1IEfzEmRbTwZcvHhRqlTdjPKPf/xDpq232ngSYFVVVannv+bNm6dbs9XmXr16taSEzD/cIm0MsMJla9Xq9uaybNb5586dK9UuVSQV5XBHY6QBVsiNxH2DOm82xrKtbtVGaxrztOVXLAGT/Fr1U4T273K/tUhAqa4ShqwZICS2DwCJQf/knhx7SAyR6FL4iPMdk56bOnWqHhkOcIkdHIDEIMBq1bJlyxoaGi5evBjuumQwSbip79iLg61bt1pHagBcYgeHmEsPJdGFCispSpsUhWxVMpY5ztasWdOzZ8+MjAzrQKyQCjHeQhE7spX27dtXP8kLuEeABQAA4DECLAAAAI8RYAEAAHiMAAsAAMBjBFgAAAAeS3CAFXL0uX379o0ZMyY9PT0zM3Pu3LnWIewqKipCjvQIAADgH744g2UEWKWlpXv37r106VJjY+PSpUv1a0TVu0q+bhHyXSXOXwEAAGLHy8gg+fmiOhxaRcIs/YII42279re5RfcVAACgjehnDb6oDodWqa6u1mewMjIy9JvMZUI+evIVAACgjehnDb6ojnCtcuLEiSFDhpw5cybkbPZXn3LqEgCAhKCfNfiiOkK2ysGDB/Pz848fP65TOIMFAIA/0c8afFEd9lbZuXNn3759jx07Zk007sGSj235CgAA4BX6WYMvqsNolTVr1uTl5dXU1BizqacI6+rqonuK0IOCAgCAUOhnDX4ZB8t6m5TD7VPl5eXRjYNFwwMAIlJfX3/69OnGxsZEFyQ50M8aglIdNDwAwD2JrnJycqTvuPXWWxNdluRAP2sISnXQ8AAA906fPq0uoVxxxRWJLktyoJ81BKU6aHgAgHtNTU0qwOrUqVOiy5Ic6GcNQakOGh4AEBEVYPXr1y/RBUkO9LOGoFQHDQ8AiIgKsCJ6LVuQ0c8aglIdNDwAICIqwJo8eXKiC5Ic6GcNQakOGh4AEBEVYM2bNy/RBUkO9LOGoFQHDQ8AiIgKsCoqKhJdkORAP2sISnXQ8AAA986ePasCrKeffjrRZUkO9LOG9lwd4YaDBwDA2ZEjRwiwIkI/awhKddDwAAD3du/eTYAVEfpZQ1Cqg4YHALg3ceJEFWDNnj070WVJDvSzhqBUBw0PAHCvsLBQBViTJk1KdFmSA/2sISjVQcMDANybPXu2CrCWLFmS6LIkB/pZQ1Cqg4YHALj39NNPcw9WROhnDUGpDhoeAOAeAVak6GcNQakOGh4A4B4BVqToZw1BqQ4aHgDgHgFWpOhnDUGpDhoeAOAeAVak6GcNQakOGh4A4B4BVqToZw0Jro5w77GpqKjo2qK8vNxNupsvamtZAQCBQYAVKfpZgy+qw2iVDRs2jBo16usWJSUl8tE5PYqvAADAAQFWpOhnDb6oDqNVJIo6cOCAmpaJ4uJi5/QovgIAAAcEWJGinzX4ojqMVsnIyLh06ZKalgn56JwexVcAAOCAACtS9LMGX1SH0SrGx7S0NOd064IOYlBwAED7RIAVKfpZgy+qgzNYAABf8STA+vd///eqqqqjR496Vy7/op81+KI6nO/Bko/O6VF8BQAADtoeYC1YsEDl0KlTp9OnT3tZOF+inzX4ojpCPkVYV1cX8ilCe3oUXwEAgIO2B1i5ubn6HpVt27Z5Wjo/op81+GUcLOM2qfLy8pDjXYVLd/NF3pQYABAAbQ+wRo4cqXu3CRMmeFo6P6KfNQSlOmh4AIB7OsAaP358U1NTW3IQhYWFnpfQb+hnDUGpDhoeAOCeNTzav39/G3NYsmSJ1wX0HfpZQ1Cqg4YHALjnbYAVhLEe6GcNQakOGh4A4J4Oj+688862XyIkwAqgoFQHDQ8AcE+HR/PmzWtjDgRYwRSU6qDhAQDu6fCorKys1Zm3bNnSsWPH9PR068VEAqyAC0p10PAAAPfsAdZzzz2Xk5MzaNCg8+fPGzP369fPHkhZA6zevXvL3+Li4riVP/7oZw1BqQ4aHgDgng6P9BBWvXr1CnfPuw6kdu3aZc/BKm7lj7/2vXZRCEp10PAAAPd0eFRSUqJS9MjsNTU1xswh4ycCrIBrz9URnM0aAOAte4D1q1/9qtUzWCFzCEhP1L7XLgpBqQ4aHgDgng6PMjIysrOzi4qKZs+erVKGDBlizEyA1Uw/axOU6qDhAQDu2cOjadOmqYl+/foZM+fl5RFgte+1i0JQqoOGBwC4Zw+PHn30UTWxYMECY2b9FKFzDu27J2rfaxeFoFQHDQ8AcM8eHvXs2VNN2Ae1chlgpaamnj59Om6rEGf0s4agVAcNDwBwL+T5pzYGWGLTpk1xW4U4o581BKU6aHgAgHteBVgdOnSwLrtnz574rUN80c8aglIdNDwAwD2vAqyMjAzrssuXL4/fOsQX/awhKNVBwwMA3IsowFJvwgkZYE2YMMG6bIcOHQ4fPhy/1Ygj+llDUKqDhgcAuBdRgNWxY8dwAdZvfvMbY/H2ehsW/azBj9Vx5syZ0tLSjBYy8eWXX+p/VVRUdG1RXl4eUZ40PADAvYgCLP0vew5GPp07d7a/aad9oJ81+LE6CgoKXnjhhaYWlZWVhYWFKn3Dhg2jRo36ukVJSYl8dJ8nDQ8AcC+iAMthoNH7779f/SsjI6NTp04yceHChfitRhzRzxr8WB2pqanWj+np6WpCoqsDBw6oaZkoLi52nycNDwBwL6IAS475wwVYkyZNUv/q06ePuhe+qqoqfqsRR/SzBj9Wx9SpUysrKy+1WLlypXxU6RL+S4qalgn56D5PGh4A4J5XAdaiRYuuv/767OzsRx55RM1jf9NO+0A/a/BjdZw7d04/8ioTX331lUo3Gi8tLc1YMNyPwb7dAwDgwKsAS8986NAhAqxA8WN1jBs3rrKyUt+DNWbMGJXOGSwAQHx4HmCJ0tLSlFCvMmwf6GcNfqwO49SU/mjcgyUf3edJwwMA3ItFgGVPaU/oZw1+rI7CwsKVK1fqe7CMpwjr6up4ihAAEFMEWJGinzX4sTpqa2vHjBmT3kIm5KP+V3l5OeNgAQBizWWAVVNTM2DAAP0vew4EWIEVlOqg4QEA7rkMsDZt2mT9lz0HAqzACkp10PAAAPdcBliHDx8mwFLoZw1BqQ4aHgDgnhFg6cGD7BGS+wBr0aJFknL33XfHZQ3ijX7WEJTqoOEBAO4ZAVaXLl3aHmBdf/31arZDhw7FZSXiin7WEJTqoOEBAO45XCJctGiRdU73AdbAgQPVbPv374/LSsQV/awhKNVBwwMA3DMCrCuuuEJPd+rUqaamRs/pPsCqrKyUlBEjRjQ1NcVtReKGftYQlOqg4QEA7hkBlr66Zz8F5T7A2rt3r6SUlJTEayXiin7WEJTqoOEBAO4ZAdZVV12lpwcPHnzhwgU9Z48ePUIGWMuXL5eUJ598UqfU1NRIyqBBg+K3GnFEP2sISnXQ8AAA94wA69prr9XTZWVl1jlzc3PtAVZ9fb26qjhgwACd2NjYqK4wxm814oh+1hCU6qDhAQDuGQHWc889p2Ij+Tt9+nTrnHl5efYA6/Tp0yolOzvbOrN6GlEirTitRhzRzxrac3WkXC7RxQEAJA0jwFKJ+/fvt99EZR0iSyc2NTWp27ZGjx5tnXno0KGSeOLEiTisQpzRzxqCUh00PADAPSPAOn/+fPP347YXFRVZ5wwZYIknnnhCUqqqqqyJkydPlsTt27fHYRXijH7WEJTqoOEBAO4ZAZZ6bFBd+JOIyjqndQxSa3pZWZmkbNq0SadIlJaRkSGJ9957bzzWIb7oZw1BqQ4aHgDgngqw8vPz5W9mZqaEVpJ49uxZ+ZiXl2edM9y9KPYAS11htIdo7QP9rCEo1UHDAwDcUwHWU089JaGVdVAGeyDlPsCSrNSjhaNGjYpx8ROAftYQlOqg4QEA7tmHCVXUg4R6KPbz58+HC7CmT58uKe+9956bbNsB+llDUKqDhgcAuBcuElK3tKsrhs2W4RjsAVZJSUmK7bWDBFjBEZTqoOEBAO6Fi4T69+8v6b169VJPAhJgafSzBs+qo6ysLDMzU+o3Kytr7ty5XmXrFRoeAOBeuEhI3fYu+vbtKx+PHDki0wUFBQRY9LMGb6pj6tSpkyZNamhokGn5O3HixJkzZ3qSs1doeACAe+EioeHDh6tYKjMzs9ky9Kg9wCouLpaUQ4cOucm2HaCfNXhTHWlpad99953+KNPp6eltyfDEiRPjxo3LyMjIy8vbvHmzTq+oqOjaory8PKIMaXgAgHvhIqFZs2apWEo9CegQYKmR3Gtra91k2w7Qzxq8qQ4Jp6xvVpIAS2KjqHOrqakZMGBAdXX1pUuX6urqFi9erNI3bNggG/TXLWRrlo/u86ThAQDuhYuE1OALYt68ec2OAZZxO7xztu0A/azBm+qYMmXKuHHjvvnmG5mWv2PGjJEYP+rcZPO1nrXSJLo6cOCAmpaJ4uJi93nS8AAA90JGQrW1tVdddZWKpSoqKiTl7bfflmnp8uxvcSbACjjPqkNi+a5du6ampmZmZi5cuLAtWWVlZa1bty43Nzc9PX3atGkXL15U6RkZGZcuXVLTMhHRSTIaHgDgXshIaNOmTfqBQfUvlVJWVmYPpwiwAs6P1aFOvX733XdyKDB//nx9v7zReGlpafYFHcSp9ACA5BcyEjp06JDuU5YuXdrsGGBlZ2dLSn19favZtg/0swY/VkdGRoY+y2q9X54zWACA+AgXCal33YglS5Y0f39LVklJiT3ACnlsT4AVHN5Ux5kzZ3r27CmVm/o9++kl92RLtQZYOpAy7sGK6F1ONDwAwL1wkdAbb7yhIqennnpKPnbv3l19zMvLI8BKdBH8xZvqyM3N3bhxoz691EabN2+eP39+Y4t58+bNmTNHpaunCOvq6niKEAAQUw6RkPVf6uSC+wBLwjJJXLZsWexKnij0swZvqkOq1avoSqmsrMzJyUlPT58+fbq+yV2Ul5czDhYAINYcAqz7779f/jVjxgyZXrJkiUzPnj3buETY0NAgH6+88kpjWTU4VpcuXS5cuBDbFYg7+lmDN9WRlZVlfTbVh2h4AIB7DgFWp06d5F8dO3a0zhbyJdCSaCyr7ny3P13YDtDPGrypjtWrV5eVlTU1NXmSWyzQ8AAA9xwCLAmt9OW/SAOssWPHSnrv3r3Vy+XaE/pZQ/TVkeqoLTe5xwINDwBwzyHAUpcFx48f3xx5gLV9+3ZJnzBhQmxLnwj0s4agVAcNDwBwzyHA0mNfNYcPsGpqauTjoEGDjGUPHz4s6SNGjIht6ROBftbgTXWkpqZ6kk/s0PAAAPccAqxdu3bps1B6NomlZELiKjWPfkehsezZs2fVI4cxLn4C0M8avKmOzMzM7777zpOsYoSGBwC41NTUVFRUJB3H2LFj7f+1Bk86wFLve5Z/2ecxhBy+oR1olyvVFt5Ux6pVq8rKyr799ltPcosFGh4A4JK6g0pkZ2fb/3vs2DH51/Dhw5ujCrDUa6G5yb3d8+wSITe5AwDah/r6evVKnJDX8qw3sEcRYKmhsGpra2O5BglAP2sISnXQ8AAA9xYuXCgdR8hBrS9cuCD/6tGjR3P4AOvtt9+Wj7NmzbIvPm7cOPnX3r17Y1n8BKCfNQSlOmh4AIB78+bNk45j/fr1If9rHwdLB1hnz5697bbb1HVA9aShQaIu+demTZtiWv74o581tOfqSLlcoosDAEgaEhs5hEEqfmpsbLQHWGoQB8UeYF24cEFdIvzlL38Z83WIL/pZQ1Cqg4YHALjnHGDpUa/sAdbevXt1gNW3b1/jlTg6/FL3yLcn9LOGoFQHDQ8AcM/5Til9o3rIe7CsF0+MEE2NoSWKiopivxJxRT9rCEp10PAAAPeMm9bD/bfVAGvnzp3Gsg8++KCkP/nkkzFeg3ijnzUEpTpoeACAe84Blj6/VVpaKhNLliwJGWBJLGVf1mGM+KRGP2sISnXQ8AAA95wDLHWHVkVFhQqkrr/++smTJ+vzVTrAChlFEWAFRFCqg4YHALjnPBzojBkz5L/Lly9XgVT//v2tN8XrAGvRokX2ZQmwAiIo1UHDAwDc088J2v+lnwRMT09XEzt27AgZYPXp08e++NSpU1PCvOUwqdHPGoJSHTQ8AMA9hwBLnYKy2r9/vw6wGhsbrf+yL56dna3+FTLz5EU/awhKddDwAAD3HAIsCae6d+9ujaKOHTumA6yzZ8/q9JCvMlQ5d+zY8fz58zFfjTiinzX4tzouXryotkJrYkVFRdcWId8P5YCGBwC416lTJ+k4mpqaQv7XehJr8+bNzZaBSSXYkokbbrhB4rCQIdSePXvCxV5JjX7W4N/qePzxx1etWmVtsA0bNowaNerrFiUlJfLRfW40PADAvXAX+BRrgNXQ0NBsCbAkrpIJ6aTCLdvY2KiiN7Vgu0E/a/BpdZw6dWrAgAFy6GBtMImuDhw4oKZlori42H2GNDwAwD2XAVaPHj0kYGq2BFgvv/yyTEiH5ZD50KFDZZ4jR454X+7EoZ81+LQ6Jk6cuG3btubLGywjI+PSpUtqWibko/sMaXgAgHvuz2CpJwd1gJWbm6vSz549G3LZ8+fPqzEgVq9eHaPCJwT9rMGP1XHw4MGRI0eqaWuDGY2XlpZmLJjiKNbFBgC0D/X19dJrZGdnh5vBIcDS97+He0hQL3v77bc3t8Rb+/fvr6mpicWKxBP9rMGP1VFQUPDpp5+qac5gAQDiTGIj6TX69esXbgYdJN1xxx3GJcKf//znMjF69OhwN8hXVVWpZdVQWMOGDUtpGVIr2R8qpJ81+LE6wp18Mu7Bcr7Cbc/T+4ICANoj9wGWHpB93rx58nHixIkLFixIcRyoXQIvNdaoet9zVlaW8xmvZEE/a/B7daTYniKsq6vjKUIAQOxEEWAtXrxYpXTr1s05wGq+/G05N998s1rw448/9nAV4o9+1uD36jAarLy8nHGwAAAxpcayGj58eLgZ7AHW0qVLrRde3AdYU6ZMUYsUFhZ6uArxRz9rCEp10PAAADdqa2vVW5wdxrKyB1jG+3OiCLBEdXW1hysSZ/SzhqBUR0rLsLnTp08fMWJEVlbWpEmT1G2JAABo0jXoxwD18+x2ngRYt9xyS0FBgYRxLpfyOQIsQ1Cqw37j/KFDhxJdKACAv7z99tu6mygqKgo3mz3A+u1vfxtpgGW3c+dOT9cmrgiwDEGpDvt2PGHChEQXCgDgL++9957uJiZNmhRuNiPAqq+vv/LKK90HWMYNW5rXaxNXyV5+zwWlOqThO3ToYN2Ohw0b1upS8ps5ffo0FxMBICDUEKNKWVlZuNmMAEs9deg+wFJPGtol9dsJCbAMQakO3fASLeXk5MjHK664Qn5IknLhwgX5bagR4V555ZVrr722tLRU/rVx48bU1FSZU1LURv/oo4927NhRUubPn5/AdQEAxMiTTz6pw51Zs2aFm+2hhx5S8zzwwAPNLT1LWlqaNVRSY1yFEzK6Env27PF+leKFAMsQlOqwNnx2drbalCWuWrx4sTqzVVBQ8Nlnn+mzXJMnT+7Vq5fe6KdOnXry5En9Xwm8kn3IXQCAne4gxLhx48LN1qlTJzVP9+7dVYociltDJYf7t8TIkSNDBlhdunS5+eabJXpLxisnBFiGoFSHteFLS0vVpvzmm29az9P27NlTT0u69ZKiRFTGj2f//v2JWxsAQExYOwKHcbDU1YwUy/sKt2zZkpmZqZe98cYbHb4l3E3uSd3FEGAZglId1obXW7YePzdSEnvxECIAtD9LliyxHlofO3Ys5GwTJ05U8zz11FM68fTp0/rI3Hk0bHuANXDgQOvHcN/rZwRYhqBUh7Xh9UMixkmpkKxHM+r3pibGjx+fwNUB4E/nz5+/8847e/fuvXbt2kSXBdFwOZyVnu3EiRPW9FmzZqW0XANxfrGgPcBS74rWJIfXX3/du9WKBwIsQ3uuDmPztf7LeILDOs5bfn6+9V8vvfSSNbqaPXu2mnY4dQwgsF555RW1i+jUqZN6jAbJxQh93n77befZjPtxm5qaJLS6cOFCRN8innjiCSOlS5cunq1VXBBgGYJSHUbDWzfiDh06HDt27Isvvli9evXu3bsPHz6s/9WxY0fZRfbp00emu3bteubMmYaGBjk2TWl5CWgy3oQIBNNrr72Wk5Mjx0jye+/oyJghovlV/noH8uc//znR642IGaFPuNkeeeQR5xmcTZo0yQinQt6VFe1KJEbSFTjWglIdRsP36NFDb8ESORkz6/ckPPTQQ80tz9/KEYk+GNXPmFRVVUk+gwYNkpgsPmsBIAp33HGHveuKgyFDhiR61RExlwFW37591Qx79+6N4ltGjx5tbC0LFiwwUjIzM9uwHgngUF3BFJTqMBr+8ccf1xvxzTffbMwsEdX27dt37dqlBscyqFvj1WGrykGmJcMYlh5AtObOnetl0BQhnoZJOpEGWJs2bYriW9avX29sKjNmzDBS8vPzo1+NRHCormAKSnUYDS+RU15eXkrLRcBIn4bdsWNHuJ1pt27dtm7d6mW5AbTB4cOHrdfsrrzyyn4t+oei0/XEgAEDXM4v3W3v3r27d+9+xRVXFBQU6KOvtLS0Vm/Hga8sW7YsxfLmj3CzvfHGG9nZ2QMHDjRucnfp7NmzKv/09HTZfu69996bbrrJ6FBSU1PbsB4JQIBlCEp1hGz406dPRzFeqByvhD9e/X/uvPPOkKe+AMSZOo5SnF9d4q1Bgwbp743uDAcSoqamRo0gKrG1bDAxffXy+vXrR44cuWXLFvXROmyQDu+S605fAixDUKrDw4aX41HrMfHQoUONtxymcO8F4AOHDh3SP8k4v9z9wIEDeqTv1157LZ5fjbbYv3+/arV+/frF+avfeOMNvbmOHTtWCpBiGwPC5wiwDEGpDm8bXp//T01Nra+vl4OMtWvXZmVlWWOsxYsXR53/nj17pkyZIjkk1+EL4CvTpk1TP8acnJz4/5S++OIL9e19+vSJ81cjarI/V8+JT5o0Kc5fbT0e6Nu37zXXXCMTGzdujHMx2oIAyxCU6vC24fVoWD/5yU+s6cuXL7eezXr++eejy19n8uKLL3pRXiBwmpqa9OPAlZWV8S/A6dOn1bfrV6kgKajxF+I/yGdtba3uO/Sl7YkTJ8a5GG1BgGUISnV42/Cy7960adN7771nv9dKDxOvpKWlvf/++xFlvmvXLr34woULvSs1ECCff/65Ps3sPKZ27AwfPlwK8IMf/IBT0UlEjage/zvnZCPRe349Stbtt98e52K0BQGWwY/VsW/fvjFjxqSnp2dmZs6dO7eurk7/q6KiomsL59c82cWz4Y1Bd2RFItq9Wm+i79ixY6dOnW677bbo7po/f/58QUFBVlbWs88+G8XiQPL6+c9/rn5E1113XaLK0L9/f1WGZHxxb2AlKsBqtgzQuHPnTjVQ1rJly+JfjKgRYBn8WB2lpaV79+69dOmSxCVLly6VYEulb9iwYdSoUV+3KCkpkY/u84xzw991113WGGv9+vXul123bp39rvn33nsvogJIQHbjjTfqfCTG4sFGBEpGRoba+F999dVEleGWW25RZfjrX/+aqDIgUhMmTJAm27VrV/y/Wp3yTGl507Majiuej762HQGWwe/VIWFWWlqampbo6sCBA2paJoqLi93nE/+Gb2houPrqq3WE1Lt377///e9yIGsMilNfX//Tn/5UDrJ/97vfqRR944hVpCeK9f0fWtRXSdRA9ozlgyRy8uRJveUn8IWAp06dUs8StuWRF8SZejVtQk463nrrrWqjPXv2LAFWO+D36qiurtZnsOSQVOItNS0T8tF9Pglp+N27d9tDpV69elnnsY7ee+bMmebLX+Ojde7cOdx1xtraWtl9L1++3DrDyy+/bF28Q4cOasQviZMkWnJ/yVI6J1UeyeGll16KsiKA+Bo7dqza8uP/sL2Vfubf+NXDzxIVYMkuWj+f3tTURIDVDvi6Ok6cODFkyBAVdjTbGk+f2dLscYlVnAp9Oet4g9r27dslriosLDx8+HB6erpOv+OOOyT6UXcA3HPPPepUVmpqqjVOWrJkic58y5YteqydlMvPcknmxpf+9a9/1RdNJFyTQ3znkr/44ouSufVipfz4uc6IpKBfGPrcc88lsBg1NTX6F8QbS5PF0KFDUxIxAJUe2131VgRY7YB/q+PgwYP5+fnHjx/XKUl3Bqu55V6oDz/80Ih19EusbrjhBnv41bVr15Tv3zPdfPnwviktjyXq80+6F7H+LJVu3bqpFBWuCR1dKfY3MFrV19dbAztt5cqVsasrwCt6i03g9UGlZ8+eqiQPPPBAYksCl9QInwl58lQfkDcTYLULPq2OnTt3ShRy7Ngxa6JxD5Z8dJ9hYht+1apVXbp0sYcs+oSw3fDhw9WycuBr/Kuqqqr58sMdRY6VVY01NDToRIcX+3z++efhCjxu3LiQi1x55ZXxqTEganqolCuuuCLRZWl++OGHVWEKCgoSXRa4ksAAq6ioiACrPfFjdaxZsyYvL6+mpsZIV08R1tXV+f8pwpD0DRl2auxgq3vuuUcvaL0OqEhKcXGxmu7cufNVV12lptWvcfny5epj9+7d5Qhe9ux6QelydG7Dhg1T+Z8/f17KVltbqz7OmzdPzy9BYXZ2th5YVXz44YdxrzkgAvrwoLCwMNFlaZZjHnVkJT9GOfJJdHHQOjmMlPZKSGPp56Kk+5POLqXlnTnxL0bU/NDP+oofq8Mef+h/lZeX+38crHDkkMi4TqfNmTPHSPmf//kfvaBEP0uXLv3lL38Zctlnn332+eefV9NqyB+JotRH9eyS9WHGlStX3n///frjf/7nfzY2Nqr4rEOHDvfdd9/8+fOt913pGxF0DCfx3NGjRxNRf4ArmZmZaluNdIzfGNGX8hM13ikiYnQ68XTttdeqb7deeUhISaKTXKWNg6BUh08aPj8/3x4h/fjHP5Yo58UXXxwyZIhOtD/D0tTUpO/n0PRlQZ3yyiuv6Gk1tkKXLl30zJKJfJcOoSQU27x5s71IysMPP6y/fdWqVTpdjvASfmsLENJf/vIXtXmnpqb6ZGwR+YGrH05i77iPEdn/yM6qPe0QEhjWLFu2LKVlbOrDhw+r42Q/XOZ2zyf9rH8EpTp80vAhh2AYNGiQ+m9NTY26mpCWlhbyYPfvf//79ddfb11WDtbVv9Rpbaurr75a/eu+++5TKWVlZSrlscce07PpU1OGu+++2/rVEplZz4TddtttMaoioC302J76Z5Vwf/rTn1SR/HDJ0lsSXalbDu64445El8UbEpTL6siOOlEFkD2/GlJnyZIlarOJdJTpBPJJP+sfQakOnzS8vr3JGif1799fzyA/rUOHDp07d84hk3vvvVcve9ddd6lEHUVp1if+JFsjYtOXEUPq3LnzV199ZXyvvpio8FQU/EY2cv3gSKR3EcTOkSNHVBRiHLS0A/q+0qysrESXxRtqiObEDp+mLF68OOnq1if9rH8EpTr80/C7du3atGnTqVOndKTy+OOPR5TDc889p5d9++23VaIceOlLgaKoqMh5zKpt27ZZIyp1VUX+jho16tVXXw13bUWKbb1D67XXXouo5EBMSQSjtsy0tLSzZ88mujj/37Bhw1L8dFLNK+p8j/LOO+8kujhuPfPMMxJCzZ49276T9E+ANXDgQH24W1VV1erIhX7gn37WJ4JSHX5reOurbCJ9q2h9fb06k2Q99aUcP378k08+cTlQu3rlliLTLr9dwkFrZDZjxozmlmuOOTk50qvl5+dzCzwS4ty5c/r01cyZMxNdnMvo30uiC+KxhQsX6lXr1KlTnG9627Bhg7qnIjc3N6KH/vT5+z//+c/Gv44cOSLpI0aM8LSk0bA+/Z2Q6o1C+9vC2ygo1eHDhr/99tvVoXYCh3h+9913f/GLX7zwwgsRDdH+05/+1H72S5M10gdbku2ePXt27NjBA+qIqffff1+PMydhlrqLxT/UAJJSsIT/EKZPn56dnT169GhPbkuXYzzrbz+eJ7HkMFKNyay4f7PNrl279FJypGr8V130LCkp8bi4kbOPgOj/p1B92M8mVlCqw58Nr+9nTDr6waiQJORav3790aNH9QPqeswtIArSm+7bt6+6uloHKF988cWKFSumTp06YcKEPn36WDc/Hw4dpJ/tnTt3bgKLYR3izpN37Y0cOdJa83p45DhYs2aN9avnzJnjcsE//OEP1gWN41v/BFjN3481qrl/h2yi+LOfTaCgVAcN77nHHnvMeu5Kpo3XJhpRV5KGkogn6e2WLVtWWlp60003XXPNNWlpafYNyVlWVpYPr6TontL6wtD4sw5o/Pzzz7cxt0OHDj344IOS1aRJk1SeRUVFnpTTDSO2s98vEY5sXdYFFy5caP3v9u3bJfG+++6LQZEjZgRYiS5O65KikPEUlOqg4WPh3LlzgwcP7ty58w9/+EOJn+rr6+1D0mvPPvtsossLH2loaHj33XcnT54s24zDO6MiMnDgQH8e5dfW1qrXukvUmMBijBgxQtdVG0uyevVqnZXEAWoAml69erW9kM8884zkNnz4cOuLaO30fVSy/5G/7t+cZlzW7Nmzp/W/aoRPPaJNYhkBVkQ3ciRECv3s5dpzdRg730QXJyj0YMSKdfB62Zc57zSR7A4fPrxkyZLS0tJhw4bl5uZmZmZ269YtKyvryiuvTE1N7dAi6vgpHMlTNrNIn8aNM13aBJ5gMzpsfU/PggULpIEkpnEfno4ePVrn8+STT3qym127dq2KlnSzhrypS+IM60NCkb6zb8qUKTL/DTfcoBZPS0uztoifAyxfPRgbUhs3gPYnKNVBw8fNuXPn5OBYelMJpw63sO4jOnbsePXVV8t/ZUL+Sh8sPfGMGTNiNBJ08t7lliy2bNmSn59vf5F5G0nnKltIp06drrvuuqVLl37xxReJXtG20mdc4nmjkkG9JkuXZPv27Spdj/Dy61//2mVW48eP1401oEWKi+uzb731Vq9evdJaSPDdr1+/oqKi/v37S3gX8iymbFcNDQ2S5/79+/XbaW+66SY9Q9++fSMKsGRvoM6y33333fpQ8KqrrlJvFWv+/tmj9PR0P9xRbgRY//qv/5roErUihX72ckGpDho+gX74wx+22qHK7lV2tcuXL5dISw6jP/nkkzae65I9qXqzkHTVr7766gcffCA71pycnCjOcxw9evRnP/uZHPL2/96QIUPuu+++rVu3yt5fjqd///vfq+tc6gxNdnb2K6+8Yj2ff+TIEekh/H+Gv1WyChs2bJCISkIfr85FSb1169atpKTknXfeSfhDdrEzc+ZMvcoSMsa/APKLUEGMfvhOPXpifapO4p6UlmGQWz2Vpa54KrLBjx07Vk07BDoSvUWxeajTnyktP+R77rnn5MmT1g3vlltuUdc9pQxuTr/pkVEltps1a5b1i9SofpKuPnryEEAbGQFWYm/gcyOFfvZyQakOGj6x3n//fdlRutmfhruKJInSqefm5v72t78Ntyf96quvZKdpf2uQkaEcQ69YsWL37t3Op83++7//e+jQoR5e0pLurXv37hJMZGRkDBw4sKKiQgrwxRdfPPDAA6NHj37ppZd8GIFJkdavXy8hckT3m6tGVKegZEH1V9a6T58+hYWFM2bMkDyDdmbxwoUL+iRNampq/FdfX1bTZ7AkSGr+/rSWwQgvDh06JNGYHLGo17YYQzTdfffdTzzxhJqWJlaLSKws8YEsEukNdnKgJb8L+aWH/K8cI1k/rlmzRu9YNm7c2GolfPbZZ2ozvuOOOz7//HNrVrLf+N3vfqemO3fu7MMzWPrc544dO2QHMn78eL89z5FCP3u5oFQHDZ9w0lXLYa46zZOZmSk70CieEVNUDrJbP3z48CeffCIH3G0Pg3RMoE9EtTHD6EhvMWTIkKlTp65duzYhe09ppnfffVeqVN0y5abMMps05c0336xO6cW/zMlCQmpdaY899licv11aVp12+s1vfqOLIWFEyFb+0Y9+1LVr18GDB+/Zs+fMmTPqVT+KOstltWnTJml39xu5/MS6dOmiT4KquwWkbLfffrt8lyrtuXPnnK87jxgxQsI+mVM2PJUi88uxis4hJDUyqsypLjobA3zo1dQvck2sp556ylq8hx56qLnlTKSuGTlg8+SoTPKcO3euHPy0cVDGFPrZywWlOmh435IdhBwQxyig8fDeIOfwS1Kkz7jxxht79+7t4bpkZGSEzE3W69prr5UgNTs7e8KECW25RUnq/6233po0aZJ0Ku4jKjnEz8/Pr6ysjNHNc+2VHkBOwpQ4B6MTJ05UX71t27bJkyentJynWbVqVatt7bBVXHPNNb/4xS/UkYDz6011blIMlwX+t3/7N33Pu/U9YIoOBdTACprxVGBzy6svXnrpJTluse4N1Ck6iS+ffvpp6+VOvV6e1XsbjBo1yloqdfn14YcftiYOHTq07RvST37yE5VbG69CptDPXi4o1UHD+5/09LLflz2p7KkfffTR//iP/5BdyaxZsx555JF77713wIABsh90EwFIDHTDDTfs2LFDMjx16lReXp4cmGZmZm7dulUOx63vq3ZDjuPlODLcYeJHH320bt06e3wjuzzpAE6ePCkLHj169MiRI2PHjpXeQl018/AGJk06D3UO6eOPP/7kk0/ke6UM1dXVf2zx29/+9s477xw+fLhUo3qpkYoUI8q/f//+0iI8B9oWn332ma7S6667LkYXhdUJieuvv760tFRfT9dnnjZt2vTpp5+qqEJfT+/evXukm5xsVNYvVWNiGWQby8rKko3/zTffbOOWo1/LI3lOnz7d+i9941RKS+RqrdUXXngh5OGQvmW+ueXGLONIbPPmzW0pqlcKCwutpVq+fLkk2m+BkJRz585F/S1FRUU6q8GDB0vKsWPHpE6iGPEkhX72ckGpDhq+fZBd5xtvvCE9k3FjR7du3SQmi/Samhy//su//IvsthYsWDBs2DB14VIOXnv16iVBngQir776aoxWpLllLHLZ+2/ZskXtyB566CE9loGr/i3GJByUg+NXXnnFnyNLJS/rOEzjx4/3PH/jDMdNN93U3HLXjk6R8Mu4uSel5YzOBx988Oyzz4bb/CQCk4MTfVlfNg/7z+3Xv/71bbfdJrHdP//zP+/evTtu17iN1VE3iskBxtVXXx1yXTIyMowc/vSnP+n/Zmdnx6fYrXrttdesxZaCjRkzJuQayV5Lh5VS7bJnUx/r6+ulLX70ox9d0aK4uFgOwNRs6iDw888/t556lP2PHJWpvWufPn0iPQBIoZ+9XFCqg4ZvlyJ6uXVyeeyxx6Qzk/2ddBISAsoR6smTJ1etWiW9l+wl9YNg3t6DL5GlfJfzXSxoI+n8rLcx/dM//ZOHmcvPIeQJGz19yy23yGzr16+3ztC3b1/dlc6ePTul5W6kFStWqHLK4tY3/EifbR00wQ+kSmXT1auj3pV06623hqwH+SsxqD0TPduTTz4Z9zUITT/zaCcHmXKo6ckIvcYGYx3hLNI7/VPoZy8XlOqg4dFeSeAlx7XW25Ad9qTqNrL09HQ55B02bNgDDzwgB6ztMkL1s927d1vb5a677vLkWmFDQ0O3bt2ct4GdO3eqma2JPXr00JmoYTz99niaG2+99ZZeIzVEi1ZSUtJqDeunETdt2hSX8rbu7NmzakWs4aOyZ8+e5pbnpu13p0VHP3BgTQwZiTpIoZ+9XFCqg4YH4B/GoFBdu3b9r//6r7ZkKNGV9f7CCRMm/OxnP7P3o3p+PZS5KC0tbfMKJZ4EhSHP3rk8I6sfrty7d2+sixop4xqoHBfpfx09etTNeaxW77lULzsy2J8YcJZCP3u5JKuOioqKri3Ky8sjWpCGB+Ar6p0tVtddd110z8n/5S9/sZ7C7N69e2NjY319/bXXXis9a2Zmphq13D4KqMxz+vTpdnMKc8WKFUYYcf/997tfXKrCn6+jOXbsmI6ipDWN84vSiK+//rr0ib/61a8efPDBLVu2SNT1xBNPTJ48WUKx3bt3W2eWZdetWyfVsmrVKplH31GnRzILSWbr1q1bdnZ2enp679697733XvWAZ2pq6rBhw4YMGTJgwAD5Sz9rSKbq2LBhw6hRo75uUVJSIh/dL0vDA/Abe0Cg+zPpurp06ZKfn3/XXXfdd9990v99+OGH9kExmpqaRo4caV1WusCTJ08mZHX84G9/+5t+/2n//v19OHhvdCT4q6qqWrt2bYwGRpGKGjRokNr25syZY30pZERiUbbklUzVIdHVgQMH1LRMFBcXu1+WhgfgQ9Jf5uXlRdeZ2UlMFuToSjt//rwfhmJPXhLMEWC1XTJVhxyXXLp0SU3LhP1RWwc0PADfevPNN90M1OmsoKCg3VzsQ8IdO3asvLx8+fLlK1asyM3NVada9QOw6qFjNaSfenpGjSWW6FL7SzJVh9F40tL2GYisASSvHTt2TJw48Qc/+MFVV12lBkVzMxKHzFlVVZXosiPo6GcNyVQdnMECEGTHjx9/88031ej8f/jDH9auXfvOO+8wbhl8gn7WkEzVYdyDJR/dL0vDAwAQO/SzhmSqDvUUYV1dHU8RAgDgK/SzhiSrjvLycsbBAgDAb+hnDUGpDhoeAIDYoZ81BKU6aHgAAGKHftYQlOqg4QEAiB36WUNQqiPiMfsAAEAkEt3V+0uAqsPztvd/hrHIk0IGJ8NY5Ekhg5NhLPKkkL7NMEZ5JrUAVYf/N9Ck2OIpZHAyjEWeFDI4GcYiTwrp2wxjlGdSC1B1+H8DTYotnkIGJ8NY5Ekhg5NhLPKkkL7NMEZ5JrUAVYf/N9Ck2OIpZHAyjEWeFDI4GcYiTwrp2wxjlGdSC1B10PbBQVsHCs0dHLQ1kkiANlZ+mcFBWwcKzR0ctDWSSIA2Vn6ZwUFbBwrNHRy0NZJIgDZWfpnBQVsHCs0dHLQ1kkiANlZ+mcFBWwcKzR0ctDWSCBsrAACAxwiwAAAAPEaABQAA4DECLAAAAI8RYAEAAHiMAAsAAMBjBFgAAAAeS+IAq6KiomuL8vJyN+leLYv4C9cuJ06cGDduXEZGRl5e3ubNmyNalrb2rZTvWRP37ds3ZsyY9PT0zMzMuXPn1tXVhVyW5k4uIdv6zJkzpaWlGS1k4ssvvwy5LG0Nn0vWAGvDhg2jRo36ukVJSYl8dE73alnEX7h2qampGTBgQHV19aVLl6S7Xbx4sftlaWv/Mzpd6Wj37t0rbd3Y2Lh06VIJtuyL0NxJymjrgoKCF154oalFZWVlYWGhfRHaGv6XrAGW/IQOHDigpmWiuLjYOb3Z8huOYlkkULh2KSsrC3fWirZuBxzG7JYwKy0tzT4nzZ2kjLZOTU21fkxPT7fPSVvD/5I1wMrIyJCdrJqWCfnonN5s+WVGsSwSKFy7ZGVlrVu3Ljc3V/a/06ZNu3jxol6Etm4HHAKs6upq6xksmjvZGW09derUysrKSy1WrlwpH+1z0tbwv2QNsIwfpD6cDZfu1bKIP4f2mjdv3nfffdfY2Dh//vyZM2dGtGzIdPhHuADrxIkTQ4YMOXPmTKuL0NzJwmigc+fO9evXT92bJRNfffVVq4vQ1vChZA2w2nL4wqFPcnFoLwmt1LSEWdbrCG6Wpa19LmSAdfDgwfz8/OPHj4dchOZOUkZbjxs3rrKyUt+DFfJ+O9oa/pesAZZxoV0+Oqd7tSziL1y7lJSUWAOskHtS2jp52QOsnTt39u3b99ixY+EWobmTlPNpp5BnoWhr+F+yBljqUZG6urqQj5DY05stv+EolkUChWuXzZs3z58/v7HFvHnz5syZoxehrdsBo9Nds2ZNXl5eTU2Nw5w0d5Iy2rqwsHDlypX6HizrU4S0NZJIsgZYory8PORgJ+HSrb/hSJdFYoVrl8rKypycnPT09OnTp4e8yd1hWdrat1IuFzLR2sQ0d/IK2aa1tbVqzDMhE/LROr+epq3hc0kcYAEAAPgTARYAAIDHCLAAAAA8RoAFAADgsWQNsBze/BruTZ8h3yrqkG4Ime3FixdnzpwpxcjJyVm5cmUUpXXzumIAAJBckjXACvfm11bf9BkukHIOsMJlO2fOHOtg4hs3boyotG5eVwwAAJJOsgZYVtY3v7b6ps/oAqxw2aanp+uxLmUi5IjDDqV1eF0xAABIXu0hwLK++bXV9yREF2CFy9YaYIUbTNyhtA6vKwYAAMkr6QMs482vrb7pM7oAK1y2s2bN0oOJy0SrLxa1l7bV1xUDAICkk9wBlv3Nr16dwTLufA+X7cWLF6dPn56enp6bm7tmzZqsrKyQizuUttXXFQMAgKSTxAFWyDe/tvqmT0/uwQr5AtHNmzdbX4fnprRuXlcMAACSTrIGWOHe/Nrqmz7b8hShPdtFixZJ4qVLl6qrq/Pz863vzHJTWofXFQMAgOSVrAGWw5tfHV72HO5NsSHTDSGzlQhJ3aI+bty4EydORFHacK8rBgAAyStZAywAAADfIsACAADwGAEWAACAxwiwAAAAPEaABQAA4DECLAAAAI8RYAEAAHiMAAsAAMBjBFgAAAAeI8ACAADwGAEWAACAxwiwAAAAPEaABQAA4DECLAAAAI8RYAEAAHiMAAsAAMBjBFgAAAAeI8ACAADwGAEWAACAxwiwAAAAPEaABQAA4DECLAAAAI8RYAEAAHiMAAsAAMBjBFgAAAAeI8ACAADw2P8BLc7S3hNoKu8AAAAASUVORK5CYII=)
| VMR Tools created by Darren De Zeeuw. |