Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit310-07-20020702_073200_20020702_122000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/07/02 |
Start Time | | 2002/07/02 07:32 |
End Time | | 2002/07/02 12:18 |
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 | | -21.54 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.38 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 153.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit310-07-20020702_073200_20020702_122000-constBx0 |
Minimum Dst Value | | -6 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Geotail for time period of this run.
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAxOSAwMjozMjo1NiBFU1QgMjAxOLI6pvkAAAGbdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiR2VvdGFpbCAocGxvdCBvZiBJQl92ZWN0b3IgR1NFIGZyb20gY2Rhd2ViLmdzZmMubmFzYS5nb3YpIiwgCiAgICAieGF4aXMiOiB7ICJsYWJlbCI6IiIsICJtaW4iOiIyMDAyLTA3LTAyVDA3OjMyOjAwLjAwMFoiLCAibWF4IjoiMjAwMi0wNy0wMlQxMjoxODowMC4wMDBaIiwgImxlZnQiOjEwNCwgInJpZ2h0Ijo3MjIsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJuVCIsICJtaW4iOi04MDEuMCwgIm1heCI6ODAxLjAsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiMC4xblQiIH0KICB9CiBdfX1WIV4AAAAEZ0FNQQAAr8g3BYrpAABSnklEQVR4nO2dCVgUV7r+E838b0zucMFxxjGTmHjn5mbuM4/3TnzuJSAoivsao8bgGtdo1IxGw6LgEhOXJGpi1EAkmk0TjRlj0uwqiAKKCqIomygSFGVREIwGVPi/XUdq2qa7baAQivP+nn76OX2q6pzznfPV+d46XV39UDUhhBBCCNGUh5q6AYQQQgghLQ0KLEIIIYQQjaHAIoQQQgjRGAosQgghhBCNocAihBBCCNEYCixCCCGEEI2hwCKEEEII0RgKLEIIIYQQjaHAIoQQQgjRGAosQgghhBCNocAihBBCCNEYCixCCCGEEI2hwCKEEEII0RgKLEIIIYQQjaHAIoQQQgjRGAosQgghhBCNocAihBBCCNEYCixCCCGEEI2hwCKEEEII0RgKLEIIIYQQjaHAIoQQQgjRGAosQgghhBCNocAihBBCCNEYCixCCCGEEI2hwCKEEEII0RgKLEIIIYQQjaHAIoQQQgjRGAosQgghhBCNocAihBBCCNEYCixCCCGEEI2hwCLELh56yPLJsnz58kGDBtXv2IaQkJDw7LPPNkbJLZXm02ON0QbNy2w+3aU5AwYMWLlyZVO3grR8WuDJQ4iGqAHGYqS5fv16u3btsrKy7CxEQ9zd3Xft2qV5sS2Y5tNjuhBYzae7NCc9Pf33v//9jRs3mrohpIVDgUX0xKVLl2bOnPnMM8/85je/cXJy6t+/f2hoaP2KqmtAsrj/V199NXTo0IbXVY/o6ODg8Ouvv9oo6qEaHn744fbt23t5eeXl5dW1ljqhSYy3McSlpaV+fn7PPvtsmzZtsOnFF1/cu3evWrUZtUu21mMPHl0IrObTXY3BgAEDvv3226ZuBWnhUGAR3XDhwoWnn356/vz5aWlpuPosLi42GAz9+vWrX2maCKyXX37566+/bnhd9YiO1g6pveR2586dixcvot/c3d3rWosmTbIf20OMxLRp07KysioqKgoLC3fs2OHh4WF/1c3n2y5dCKzm012Nweeffz569OimbgVp4bTkU4i0MCZPnrxgwQJrWyEj3nnnnWeeecbJyWnSpEnXr18X+bgKnzNnTnsFJMRFee2ljszMzBEjRrRt2xYX7i+99FJRUZHIt/0VYadOnbKzs9WP2Oe99977wx/+gHJmzZoFHWB2rJ2NMaWuh1hrcGlpaZs2bSx23ZUrV9q1a3f16lXTHFiBHGu9euvWrUWLFnXs2NHR0XH16tUWm2Sx5WLPtWvXPvnkkw8//LBZS2wPMdoPKyxuskfCmjbPrA02mvrJJ59glP/f//t/f/3rXw8ePIjA/Oyzzz766KMuLi7p6em1K6rdMwCeMHPmTHgFyn///fdte92f//znU6dOiR2++OILkUAO8qut+7k13zMFds2YMUM0Azurzdi7d+/zzz8Po6Bug4ODa3eXRaPMujcwMBCHi55JTU21YaDFGm3sbI8JtUfQhlcjDZku+pOQxoMCi+iGDh06YAq2tnXNmjW9evU6d+4cJtBx48bNmzdP5CMw9O7dO0+hZ8+eixcvFvlmIfm///u/o6Ojb9y4gRA+e/bsqVOnmu1mMYQj5P/yyy/qR+yDui4oILF06VKzY+1sjCl1PcTiCtalS5d8fX3V9Z7aIGitWrVK/bhy5cq5c+dWW+/Vd999t0ePHhCXyBd71m6SjZa/+OKLFy9erN0M20M8YMCAUaNGxcXF1b57pq4rWGZtsNHUQYMGwUzomOXLl//2t78dOnTo2bNnxUeL/WmxZ5YsWSIcQ5SvtsSi10GKQdUhgZ1RY1lZGdIbN26EbKq2PiLWfM+UgIAA9OFFhb59+6rNQLd///33ECW5ublTpkyp3V0WjTLr22HDhuXk5KBn3n77bTc3NxsGWqvR2s72mGBxBK15dbVy96S16w1CtIICi+iGRx55xDSymq2X/OUvf8nIyBDpy5cv48pYpP/93//99OnTIo0La/Wy1UZIvnbt2pNPPmm2m8X9cQluJrDUutQlB9Nj69GYuh5i2mBTnJyc1HWR2qSnp3fs2PHWrVvVynLFM888g8hXbb1X/+M//kNdpahd9X1bfv78eYvNsD3EGBfE0f/5n/9Bt6Pwt956S13QeqgWNnqmdhtsNDU/P1+kMdD4CKmqfrQYoS32DAo0Ld9i81Sv+/HHH1955RUkIA5+//vfiwUeKMuffvqp2vqIWPM9U2CmuuqGndVmPPXUUx9//PHPP/9surNpIy0aZbbzfXvG9LSyWKO1ne0xweIIWvPqagos8kCgwCK64Y9//GPt5Q11hsV0aRpfW7VqJfIRjG/evCnSSOCj2YGCo0ePenp6QoWIw1u3bm22m8Wg2KlTpzNnzpg2xnZddjbGlLoeYrHBhYWF/v7+MNBaLdXK+tD27duR+Pbbb8eMGSMy7enV2lXft+VVVVUW22B7iFVwODTEq6++qj4gox4rWKZtsLOTbX+sXZS18tUDLXpdeXk5ZAESnTt3DgkJ6dq1K9LIEd8GWhsRa75n1gz120/TZiQlJQ0bNux3v/vds88+GxYWVts6i0bZ0zPWTiuLNVrb2R4TrI2gRa+uVr4ihCazYREhDYcCi+gGBFQ/Pz+zTHWGfe6553JycmofZW1xwuwGIOR/+eWXV65cuX37Nt5ryxSL0fTll19W75KpvncVAQn7V7Bq34103/bXSWCBsrIy25fskZGRrq6uSLi4uCQnJ4tMa72KuFh7ScPMinos19keYjNKSkp++9vf3rdMi+XYv9hmoyUWK7XYM6YrWJCG6oHWvK5Hjx47duxwdnZGGu+7d+/u2bOn2GRtRKz5npmZFpd/BFCc0HPQuLWts2iUWe0WP1oz0GKNtne2bYK1EbTo1dXKTe5eXl42LCKk4VBgEd1w/vz5J554Qv2J2dWrVw0GgzrDfvTRR71798amioqKkydPii9ZgL+/v3pzBq6PAwICRP7vf/977KwWjln+hx9+wMXx2bNnR4wYYafA+uqrrwYPHqx+xD59+/YV98EgUft+KTsbY4q1Q+oksIqLixctWoQYY/EQlb/+9a/r169HdWqOtV5dvnw5RAD6yvSmHDMr6try6vsNsYeHB2TH5cuXKysrz507N3369AEDBty3zNo9U3t/O5tqj8Cy2DPofNUxUJF6oDWvW7Vq1Z/+9KePP/4Y6XXr1j355JPvvfee2GRtRKz5XvW97qfewNSvXz81H1ID6gQFQu6g/2tbZ9Goautnx30NtFijtZ3tMcHaCFZb8mowaNCgbdu21R4+QjSEAovoidzc3MmTJ2NGfuSRR373u9+99NJLCQkJYtOdO3cQkP7yl7/8y7/8S+fOnXHRL/Jv3rz5xhtviJ8XIaF+j7BmzRpHR0d1gg4NDX3uued+85vfdOzYEeXYKbB++eWXdu3aqd9qPVTzSy4nJ6fXX3/d9MdodWqMKdYOsUdgqbRt23bo0KGmP3i0SHBwcKtWrXDRr+ZY61VInIULFyLww9K1a9datKKuLRfYGOJ9+/bhI2p89NFHO3XqNGvWrCtXrtQ2VmCjZ2q3wc6m2iOwLPaM+O0bcuAbpr8itOZ1x48fh/mFhYVIFxQUIJ2SkiI2WRsRa75Xfa/7vfbaa6IZy5YtQ70i/9tvv0Uz0KvPP/98dHR0bessGlVth8CyZqDFGq3tbI8J1kaw2pJXZ2Rk8EGj5AFAgUVIg1ixYsXAgQNF2p51FEKaAydOnIBIbepWNIh6m4ATln+VQx4AjAeEaAYFFmnmzJ0799KlS+fPn+/Vq9ebb77Z1M2pDy3ABCIJjAeEaIYuBFbtb9N00WyiCR999NGTTz75hz/8Ydq0aaZPGNERLcAEIgmcWAkhhBBCNIYCixBCCCFEYyiwCCGEEEI0Rt8C6+zZs4MHD3ZUQAIfRX5VVZWPjw8ynZyc/Pz81Ec2W8snhBBCCNEQfQssV1dXf3//EoUFCxaIJ/aCoKCgLl26nFNAQv23dmv5hBBCCCEaom+B9dhjj4m/mq9W/hwUH0UaSkv9fysk1L92t5ZPCCGEEKIh+hZYI0eOXLx4cWlpaUlJSUBAAD6KfAcHh6KiIpEuLCx0dHS0nV9XLP7QnRBCCCH3pWGRXzfo284LFy48/fTTYsCQuHjxoshv1apVZWWlSCOh/iu7tXyL0D8IIYQQbZEngOrbzt69ey9YsEC9B0v9O88HsILVsIYTQgghMiJPANW3nW3atGmSe7Dk8Q9CCCFEQ+QJoPq2E4IpICBArGAtXLhQFUyBgYEWfy1oLb+6jkMuj38QQgjRKcePH586dWq7du0a8XYqExwdHf/3f/93w4YNtlslTwDVt51ZWVn9+/f/N4UBAwZkZ2eL/KqqKm9vb/F8LF9fX9PnYFnMr6bAIoQQ0rL4y1/+snr16pKSkgdTHSravXv33/72t71799rYTZ4AKoud2iKPfxBCCNEpCFW3bt16wJWeOXPmmWeesbGDPAFUFju1RR7/IIQQolOaKlTZrleeACqLndoij38QQgjRKRRYTYssdmqLPP5BCCFEp1BgNS2y2Kkt8vgHIYQQnUKB1bTIYqe2yOMfhBBCdErDQ5X6CIaHH364ffv2Xl5eeXl5DaxXngAqi50Nx+yBH03dHEIIIcQWmggskbhz587Fixfnz5/v7u7ewHrlCaCy2Kkt8vgHIYQQnWIjVBUnJZWmpdW1hNLS0jZt2iAxY8aMLVu2qPmbN29Gjj313ndrS0IWO7VFHv8ghBCiU6yFqvzoaIOzM1731VimK1iXLl3y9fX18PDAx4qKiu7du+/YsQPp7du3I11ZWXnfeu3Z2pKQxU5tkcc/CCGE6BRroSovJEQIrKIjR+5bgilOTk6nTp0Smy5fvtypUyc/Pz+8I21PvfZsbUnIYqe2yOMfhBBCdIq1UFV1+zY0Vn50dJ1KKCws9Pf39/T0VHMWL16MHVavXm1nvfZsbUnIYqe2yOMfhBBCdIqGN7kLysrKxD1YICUl5cknn9y1a9ef/vSnM2fO2F+vPAFUFju1RR7/IIQQolO0FVjFxcWLFi1ycXFB+vr16507d46NjUX6p59+ev7552/cuGFnvfIEUN3bCRHdt2/fxx9//Iknnti8ebPIrKqq8vHxcXR0dHJy8vPzw0fb+XVFHv8ghBCiUzR8DhZo27bt0KFDs7OzkT9hwoRNmzapu61du3bSpEl21itPANW3nZmZmU899dTWrVuvXr2am5s7evRokR8UFNSlS5dzCkgEBwfbzq8r8vgHIYQQncInuTct+rYTimrDhg21811dXcPCwkQaCTc3N9v5dUUe/yCEEKJTKLCaFn3b2b59+0WLFnXo0KFt27YTJkwoKSkR+Q4ODkVFRSJdWFjo6OhoO7+uyOMfhBBCdAoFVtOibztbt249bty4AgUvL6+JEyeK/FatWqkPPUMCu9nOt8hDNmk0mwghhBANoMBqWvRtp4ODQ2FhoUhDY7Vr107N5woWIYQQmaHAalr0bae7uzt0lUhfvnxZFVi8B4sQQojkUGA1Lfq2c/PmzWPHjlW/IlR/JhoYGGjx14LW8qvrOOTy+AchhBCdQoHVtOjezsWLF7dr187JyWn8+PHqTe5VVVXe3t6OCr6+vqbPwbKYX02BRQghpGVBgdW0yGKntsjjH4QQQnSKhg8affjhh9u3b+/l5ZWXl9fAeuUJoLLYqS3y+AchhBCdouFf5dy5c+fixYvz5893d3dvYL3yBFBZ7NQWefyDEEKITrERqoqLk0pL0+paQmlpqfiz527dun377bdqfm5ubocOHbD1vvXed2tLQhY7tUUe/yCEEKJTrIWq/Pxog8EZr/tqLNMVrEuXLvn6+np4eOBjRETEf/3XfyFTbJ0yZcqqVavuW689W1sSstipLfL4ByGEEJ1iLVTl5YUIgVVUdOS+JZji5OR06tQpsen//u//tm3bhkRWVtaTTz75yy+/3Ldee7a2JGSxU1vk8Q9CCCE6xVqoqqq6DY2Vnx9dpxIKCwv9/f09PT3Fx927dz/33HO3b98ePXr0xx9/bE+99mxtSchip7bI4x+EEEJ0ioY3uQvKysrEPVjVymOPOnfu7O3t/cwzz1RUVNhfrzwBVBY7Gw7/i5AQQoiO0FZgFRcXL1q0yMXFRc3Zvn07dvjss8/qVK88AVQWO7VFHv8ghBCiUzR8DhZo27bt0KFDs7Oz1a07d+589tlnb926Vad65QmgstipLfL4ByGEEJ3S2KFqyJAh33zzTV3rlSeAymKntsjjH4QQQnRK44WqO3fufPrpp507d1af1GB/vfIEUFns1BZ5/IMQQohOabxQhZKfeeaZo0eP1qNeeQKoLHZqizz+QQghRKfwz56bFlns1BZ5/IMQQohOocBqWlqCnUVFRU899ZTpmFVVVfn4+Dg6Ojo5Ofn5+eGj7fy6Io9/EEII0SkUWE1LS7Bz5syZK1asMB2zoKCgLl26nFNAIjg42HZ+XZHHPwghhOgUCqymRfd2pqWl/fnPf75586bpmLm6uoaFhYk0Em5ubrbz64o8/kEIIUSnUGA1Lbq3c+DAgeL/Jk3HzMHBoaioSKQLCwsdHR1t59cVefyDEEKITtHwQaMPP/xw+/btvby88vLyGlivPAFU33ZGRUU5OzuLW6lMx6xVq1aVlZUijUTr1q1t51vkIZs0ij2EEEKIRmj4Vzl37ty5ePHi/Pnz3d3dG1ivPAFU33Z27tz54MGDIs0VLEIIIUTFRqhKKk5KK02rawmlpaXqnz3bWHSgwBLo205rC0u8B4sQQojkWAtV0fnRzgZnvO6rsUxXsC5duuTr6+vh4WG2z6ZNmwYPHmxPvfZsbUm0HDtNxywwMNDirwWt5VfXccjl8Q9CCCE6xVqoCskLEQLrSNGR+5ZgipOT06lTp0x32LNnz/PPP19WVmZPvfZsbUm0HDvNnoPl7e3tqADFbfocLIv51RRYhBBCWhbWQtXtqtvQWNH50XUqobCw0N/f39PTU805ffr0s88+e/78eTvrtWdrS0IWO7VFHv8ghBCiUzS8yV1QVlam3oNVUFDw3HPPxcXF1bVeeQKoLHZqizz+QQghRKdoK7CKi4sXLVrk4uIiPiLxxRdf1KNeeQKoLHZqizz+QQghRKdo+Bws0LZt26FDh2ZnZ9fexF8RWkQWO7VFHv8ghBCiU5oqVFFgCWSxU1vk8Q9CCCE6hQKraZHFTm2Rxz8IIYToFAqspkUWO7VFHv8ghBCiUyiwmhZZ7Gw4Nm7oI4QQQpobTRKqioqK/vVf/9XGDvIEUFns1BZ5/IMQQohOgdBJT09/wJXOnTt35MiRNnaQJ4DKYqe2yOMfhBBCdMrEiRPHjRtXXl7+YKorKSlZunRpu3btUlNTbewmTwCVxU5tkcc/CCGE6JSioqIePXo89KB45JFH3N3djx8/brtV8gRQWezUFnn8gxBCCNEQeQKoLHZqizz+QQghhGiIPAFUFju1RR7/IIQQQjREngCqbzvDw8M9PT0fffTRDh06TJkypbi4WORXVVX5+Pg4Ojo6OTn5+fnho+38uiKPfxBCCCEaIk8A1bedffr0CQsLKy8vLygomD59+qBBg0R+UFBQly5dzikgERwcbDu/rsjjH4QQQoiGyBNAW46dZWVljz/+uEi7urpCeIk0Em5ubrbz64o8/kEIIYRoiDwBtOXYuXv37h49eoi0g4NDUVGRSBcWFjo6OtrOryvy+AchhBCiIfIE0BZiZ3JycqdOnTIzM8XHVq1aVVZWijQSrVu3tp1vEdsP/Gg0UwghhJAWizwBtCXYGRMT07Fjx8TERDWHK1iEEEJIM0SeAKp7O7dv3/7EE08cO3bMNJP3YBFCCCHNEHkCqL7tXLNmTceOHWv/mWVgYKDFXwtay6+u45DL4x+EEEKIhsgTQPVtZ+1bo8S/WlZVVXl7ezsq+Pr6mj4Hy2J+NQUWIYQQ0vjIE0BlsVNb5PEPQgghREPkCaCy2Kkt8vgHIYQQoiHyBFBZ7NQWefyDEEII0RB5AqgsdmqLPP5BCCGEaIg8AVQWO7VFHv8ghBBCNESeACqLndoij38QQgghGiJPAJXFTm2Rxz8IIYQQDZEngMpiZ8PhfxESQgghDUSeACqLndoC/7h160ZTt4Jow507FXg1dSsIIUQKKLCILeAfsbETzp3bnp8f3dRtkZpr1zJ/+SXfLBPaF4IpPn7anj2D09LW798/Oj19fWRk38OH5xQXJxUUxOF18uSq3NxdsbHjTp5cGRHRC1sTE+fi/fz53VlZW4qLjyUnLzl1am1BQfzZs1sppgkhFrl6NfXmzYJqZdox21RVdZtXbhahwCK2gH9ERvYyGJzxKivLburm6BtMQ9XKMpKak5OzMzMzODv76wMHXv35558gdC5dioWQun49Dwl8zM3djU3Hjy8VQ5CQMANa6uzZbUePemdmfgbBtGfPILEpNLQr3sPDPcVH8QoLc8d7RERf00zxgsZSduhhmpmcvAglFxYe+vXXYtFaG4jZtjG472QNuVlRUYJGlpfnQPqjzQUFCbgMKC5OhkyEcLx69QQSRUWJx4755eb+WFlZZls7wtgrV1LM4gRqQSH2dAUhzRBIIuXaKS49feOFC+HwZMzh8HC4uo1Drl3LiokZFRc3+cSJ5XjHsZgrjhx5C/NDSIjrvn0vYtrBjIRMFB4VNeDIkXmYlPAxK+sznG5XriRfvBh140Y+akQC1aFezBU4lS5dilFKnpSYOAeHZGQE4sIP+UlJ/tnZX2LGw6l648YlHFVRUSpmQjEZ4uRFw9A8cZFp8XyEaagI1WFmwAvTAnbGBItLTaTz8kJKS9MxRYjysQn54pTHUTgcaRxbVHSktDQNswpqRyHYE1vRgSgcRWVkBJWXn0dmSclpWIrSUlM/wBUsyk9LW1dUdBTvSCMHPYNZGnZRYDVmlfrvXJiA00CcWmlp61NSljVeWNUXOPFwlorTD+84/TCz4HzDOZaT811y8pKcnF2Yns6c+erw4TmYj2Jjx2JiwmkZGuqOrdHRw+PjpwpZg75VFU9IiEtNppuS2Uf56GIqgyIiPBVt1E18jI9/DRWlpLwdHu6BcxtzVmLiXLFpz54heD98+O/YdOzYQpzwGMGTJ9/fv380tBo27d07FO2JjOwXGuqm6rOIiD5oEmZAGAKxUllZjkkHE1x8/DRYh7qg+WAO9sTkqHnHorvQpPT09aguM3Mzpm+0GR2LBqenb0CrkpIClKZ2F/0WFuZh0ntda5Rld7xj9lekpxsKROfDBAyW2eyMeRbTekLCTOwZFzcFux08ODEhYTq6SJR54MA4HI4+xHwKezFBY/K9ffuGmII1N18roA4RMISLIj6JqyOMI9oMTY/ghxcSFy/ugVcg8iGOIjagfxA/CgsPY6DLy3OFb1ssH/2GMhGW0HvoDVSHjkXhQqQKOYuPkLY4NbC12kpctIG6PxIQ/bBFLbk22CRqEYMijsU7GlCnSjVEtAETppgzxUfRPLH2jLYhliMNX0Ia0R0fIQUwLqWlGeg3eCyc//z5XWJcUA4SQkNUK2IIAyoyVYc0HZd9+4Yqp3Nv03lm795heId4QndhcDEj4ZWe/glON1yoKGdNP9PZJjy8h3ISdTPNxBlR+3JOlL9nz0D1KKU64xQUE+OlZPa89/LPQ31XX+KcxfQoCqkpc4CY6PAeGzsG+0DnpaauwpyQkbEJc8KxYwvE5CnmrujoEfgozBclqLXjQNOW79s3TDnxp4rJsMY6N3VPs0IwVSrtGWzJ8AGmU5B4tQANYCcUWPVBmHD6QlTWzz8KjzlyZP6hQ7NxMjd10xoXMS+LiyeRgwRm+ZKSUzA/NfW9GlXUTzkJX1KDuokM6m16ZpoGfnVOEXIKwVsJ4XNMZ0MR3RMT3xSCDKEd8ywSuAQ8etRH2TQXh0BRWWy/mJEx7Vpbd8Q0LaZ12IWpH9EL8ztmc2U2fMW0zWKKFDaavFwU8fHqN3uHpGUEiss+lIl3VI2JLy/PgBBu41rZIogWNbNhr9q9J2Zts37ev99LmSInKZu6iUMwzyqZk5WWD6/pfGNUgJJAn2BkId3QnzW93cvwTzmrjmCv2pOpmKajo0eKnsGlKjQo+hmGCxPKKsu+zP4y6mIUehV9K9wGV+QInAhpGEQINQwNujonZwcCSVraxwilyDfVHzgK1/ToQAgdtBOHoEtzc3/AcCONuhBc8cIlNd4Rj1EFjEL52B8egpNUNRwdIgw5cGC8kjmitkPWyFNX00wx7vBwRBqlnevhb+fPfw//R3g2dWDUqJQ/Eb6Ko6Ki+iOBgC08REQsRDKUg0t/NBWW5l89AW+BpMNHWIEy8/JCMRwFBQdhdXHxUYwd4mhGxqfYlJy8WBSCAULJKSnvoD3oBzQDboYBVZS3cSk3IeF15X16aNSg6P1eqPT7EJfTpz9G72H/0ISZx06sOnzkzb2xE86c2bIvfipOgUNnvigqOZV35fi5wkM3foXc3o3mZVw9cetOxYHsr47m7sopOhKatv769QsHMj69UpK2//jbJzI3JZ18H6Vdvnwg8sRymLA3aVHm2W3RCbMMsWOPnFwVtGdg8qnVG8PcI+OnbA9xxSsibjI+Jib5fQQNcWDipyFuX4f3+i6i18dwsJhRa+FXe1/cZXD+seZSKjKy9y4lZu+sNaXgMmCn0e1fMT0phEOa+arIxBWXwUTxiMlHqAd1tqkpv6+yp2ds7PhDh2ZhCOA5uLZBsVlZm+FmGCN4INwgI+MTlACXwEAkJy/CwEGcoWHq+YgrOktzyDBct+BwzGBIYBwxmtBGcDz4jKmNYn9VrIiEOD1NFcxOpbU7a+k/safoDaGWDEbp1tdQo6iEQFQd2Gw5X2QKqRcZebdhhlC3XYr63Kl0rLKYNxz9I3xecfUJSssHi8s5KDPs0wI0gJ1QYNUHmBCdH+1scO4V4bkrwhMeIwIMLlPgfzhVxAUrYgxO47y8MOXbmVTTEjDvn1DmIPER10zYAYck//wT3s8Wp9y8VV5t8q0QggTOVegJRBEci8CPyIR4c0MROthNjUMlFSUheSEFNwtSr6YW3LuuVnGnAhEuuyz75wsRWcaAlItCrv9avDMj8EzJqdKys3jlXdyLabGoKPngqY+uXj2B3bAzdsOEgmsj2Hjo0EwRZWEaztWaKWxQ7fiEuWaXclbvCHX7Ibw79tllVKJv/RDiilAXEtEL09Dx40sxy5858wVCDqaq7/cMTjgyF72BSF9dc3WrLDCUpmQF4/VrZempi/uQKfrHDAgRdMj2c9uj73dvXIXSsaL30GMI/znlOeEXwnPLc7dkbUkvTUcJ6MDMa5lIHC06uvz40qjzu/2iR31y+O/vhbgsMTh/FNr9dYPz1r1DMHFgDt1/4NV9sWPPnPkq4ajf/Mi+8I2hBmdEiA0181pE1ECEDUP4XRkEIYiZWtUf9yXp9LqvYseknFy5PsQlLnHuPyJ7h+8diulYWZ9bCa/DXI+QjJHak7Zh6zH/azcL4/P33lL0IrwFPSPeEbzhLUhARCIqYEyFgBABQMyz6mSamroaUik/Pwqy4MSJlT/Fjt8aPfwKgm5eRFHRUWQiGIj9vw/pukGZu78y2tgDhn9icH491G2YwTng4Ks9Qt0mx4xCn+A1JKRrb8MLG6MGvos99w3bivAZ2vVHg/MP6ExDV2R+Gu451uCMHp5vcPZFP8eMeCO020fx04eg2/cNfdPgvNDg/LbB+Q2D8+dh7th/Z3iPXRb034BdynqnKBk5u1SlGOoumof8bUoU+VwJYEEG529CXPFCIubgeAzWgbhJWxVzNihD+VNkfyRC9760wuD8RYi7aN4sZaAXhnYbbHB+K8RlqpIzP+SF8cgM64ZNb4W6vWRwnmJwftXgPAK9EeIC69aEe2K3FaFdfRUz54e6Y8/Zkb1dDM6jQt36GZxR2isG5x4G53lh7kj7hbhPMjj/XekWvK8LdZtucN4U3mOVwXmz4YVVSn6QwcXb4Lw+oscYg7OPwWWgUoiPUt2SMA+kZxpecDM4exqcBxicuxqcp4V27Y5WhbhgULphKjM4Y+tog/HjmFA34+QW4uxqcEaT+oe44qNXeE+89wvtKsaxm+EFvA9T9hxqMGa6KuUg8aJS5ggl08Nwt5A+yv4DQ4zv3ZUcF2UrPg5Wyu+t7CDKUfY0Zg4KdUFT0SEvhWAH5wlh3ZA5KbxnV6MjucK0lw3OU0Nc0VGvhXVDgehqYfhYwwvI9A839sayMHfhNh+GuCyCv51Y/vZRn8MFhz47/eHB/OhtKe9sTHwzOnvrqrip/4ib5mc8Z103RvTGa2/clE9C3XBm7T+x/HLhYUwat6tu4/3yDeNXcjnKyYs5FjlppWmYKLKuZWH2yCjNwLXEwcsH5x2ZNyNhxkenPxq732vrmS2vxYz6Mn3D16c/3pERtCRh5oiIXj+d+XJdUsCxywd35uzEzFz8azHmHJR2rCgR77mlGb/evlFw9WT6xShMFAfSPi4vP38kc3Px1ZM/nly568Q7Kbk/bD4yN+n8P97d7/V96sqxkX0m7xkwLKw7Oue1vS+io6bHjOgf3nN89PCxe4f0C+sekPhmz7Duq1LeHhs9YkmS398TXpsSO/bLzE0zYsd/nRk8as/glUkB/odm4rXk0Oto3vrkJcMj+76f5D8hesQbcZNmHJjYN7zn+8eXYc91J1aO3TdsfsKMQVEDu4d1mxk3FdX5H/XpE9HnzcS5bybOmR4/7aNTH47aN/zzM5/jfd3pD5GDTZsyg+Ynzm0BGsBOmkZgWaOxq66qqvLx8XF0dHRycvLz88PH+pWDpk5PmC6mg42n16/D1UzSQkxz38WMwPS30uC8OLyHX1j3oJAXcD5/EtETc+vS0K7eMaP89o9ZdWyh154h7+8bhin4g7BuuCTChcvCUFdMoJPCehgnJmUS6WF44buoQV+H94hN8lsT4WnYPxZFrVem79eVGRmh6609gzGnTIzqPyu029wwj5kxo3qHdhu/f7Rxetoz0DhVhbgGJAdMi5+Gs3ftqbUrUt5FZtcQV09ljpsa2hVz0Oiw7sbpMsS5pzL59lOmuVFi3gxx6W6c+Jy9lHefMGMYCAh1QxR5C61VZrfZoW4o5M2IXp6GF6aG956932vqvhGrkxe/EjUIp6JriMvE2PHuoW7uoe5jY8cg4XfMD62amzi3V0SvF/e9uPT4UjRvc9bmcbHjVp5ciUoHRA6YFDdpVMyomEsxW89u/Sn3p8F7Bs9LnIcS8Bq2bxj2mXtkLgp588ibcw7PQYGJRYmYob4882XfyL6zD80W4zIlbgrKX3FiBTK/zv4aO2A3dMLyE8tROw5feGwhCpx4YKKx5BD3bkq3oy68e4Z7ikJclFDRK7IX3ntG9BSZdwNMqLuxo6KHT46b9N7J9wZEDcALlaK04VHGznep2XOSMu97hRsHd3h496lKTH0HnWZwPnbqA3v8DbNtX0W0jYkdYwxg+15E+z3CPZYcXzItfuqG9A3ozPdT30fjJ8dNvqtj9gzB++sJryNn7em1H6R+sOrkqrPlZ+EJKC3lSkr5rXIEA/Tw3PjXMG9uUpbiIiI8vwjr9uO+FxcfmfdqzKhDBfHYIb4gHoUsSl4kSp4WNw21Ix+h5cbtG8FpH21K+7BfRG9sGhfrZWxeVD/TjnJXYqq74lcv1GT2UD4ODjHG4N4hxugOL+qh9Haf0G7KnnfDrTiku/LR1aRY44HKEAwJ93BTwu2riqPODOsGN3493BNhZrjBxVPx6leUj35xUzxDu82InSAO76Mohon7XzGqh30jxPniqrRhePRwvI+PHW+UFBF9xf79Fbtejjbu6aE0Un31UAzpqhxr5iHdlFNJfYl9eitVuxju2d/j3i4Sr+6KznANeeGekoUiUc7crkpa2VPpzDD32oV4hnmYdqlpId1qDr8rbpSKhDmqA4tET6W1auYLJpnuZs1TMj3MekOpqJ8yxbnWbHJV9uynnG7dle5SqjCW1idCnHQ97vElZZ9eNafnvTb2qN2lIrNrSNd7MiOMh/eO7G2a2VMZkYFR/U27tJfSBkxHzsqph3MQp9hA5ezGrGXcdHASfEadLkSZmAdMWyISvcKNRbnc2yfipBZV4+UWYnSVUcqliNd+46nUL7IfTnNUIU58yDXnmrldPXDo3qHG7g27xyGFjW5h9/ie2MdsHnMVvhRxT2/cLUSxy6xLeyjzWHfF99RXV0V2i0rNC7GUSYHVmFU2XecGBQV16dLlnAISwcHB9SsHJsBvEK0/PP2h8BhxUg1W3k3mFOXUUmZYsylPzD5uhhdwETb+n/u/oLzfM4X1Uqabvspp4HJvISLqmGX2UvbsEXrPWdFdXJIq05PFKdL13kwR6sziWXflLDILGK6hrsqpfs88KM5JcdKanZ9iznK9d1oXp6uHEgbMzuT+ypT3z5JFDI7sY1qIyBRnsihK3SRmZFxXOdea8syaJ2ZhEVkH1IyjKFlMeeMPjFfbr+750r6XahsOCbIsZdnaU2tMN/VRqlMnU/H68Pjb9vhbWWWZMET0htnsJvqt270hX1QkZnCzzFcUSYG523TTtAMTZu0bhqtV0z4RXWRWiOhboXTF5K72nijTvSZSvrJ3aK+wbgv2vTTY4PzevpeCI/r8dGDc9H3DXonsPSjKWObAe6WYMAT9jCogbhCG8eqtRIXXY15GFH89xthyt9CuYqxF7WaGiOZZnNZF/DMLcsI3eoTd48Cio/rd2zzR7UKCwzkVNeb6+qHXe0V4Lk9ZjkDoc9QHtsN5huwdgkRAUgC8BZ4glPfY2LE4dtahWTh89uHZYjRFITMPTu4W2nXt8cWvRg3akLxkfMzI1w9MXJK8ZOz+MdDN3dGHSX5uIV0HRfXrHm5sA65GjN2r9IZqjmitCPkTDo5/LW7KzPgZ2BMflyYvRfPeSXkHVyPQ2VDk847M+yLri5ejR35x5ov3TqzckbMDEtw/yf/bc9/+/dDskJ9/WpgwY0fWZ6uPvLXi8Bu7Mjb5HJiwK339nD2DdpxYueXke9+mrYvO3fXRMd+4/EifuKmRuT+sPL70qzOfbz+3ffXJ9/dd3LMocc6eC5ErkpfswpVP9pfr0tYlFiYGZwafLjkNWY9LnaCMoI3pG5HAR2Ri07GiYzg8/EJ4XEEcDjl59SQyIe69j3p/lPYR3qHyv8j+AtdU35//Hh9R5uj9o3GxAYtwhqLluLiCOZA+2AfXUbB92fFl6JOpyvqKW6ib8A2hXcS7W81sNmjPILy/HPOy0Q/DPWp7tdmUJdxG3VO8hG+MjB5p9Jbw7hggNA99jt0WJy9WdRJeuD6Hb8ArnE0E092SlcnNTPEIbSQ2qSMuzpcRiuKHL6EudMj6tPXoHHQROgHdhU576+hbC5MWvnrg1cD0QHQU+g1n9Iz4GegBHILJCodjB7RnTuIcvOMFL8X7yhMr0XJcosMulIxLLHQpLiaRKbx6avxU+KdwG1SH61jsgGtm1IKSvY94Y09cNuMdnSCah02u/Iqwcatsus51dXUNCwsTaSTc3NzqVw5M2KrcyFz8a7E4x8T5CR8Sk6+4COunRBERmEfuHeoegks951Ehrrjgfl05K4Ypywx49QozHrI+5d03YkZ9n7FxbvSIAOXcU6Z+5TJdOckxxfcM6waJMzNuiluI67uH33wl1H3xwfFdDS49Qt0mhXn0Mzh/HDVgicF5c2h3P4Pzu6hCWRsYpoTMCaFd3zE4fxLi5p84d27C9BXHlwyK7L0j89NPE+dFn/167oEJeO04u21h4rw9FyN9E2buOrf9jfipi456+x9bOHLfS5igETZw9uIMGRQ1CNMHzrEVJ1bAapzVEBw4i/COs3Fu4lzsiUxccm3O2gwliskUL3zEVI4ZEL2HKR7HTjgwAWc7Tm/svzp1Nc7bbWe34VzFiYoohTa/Fv8aysSemBfw2nV+FwLP7tzdKOqTjE/QAExnYpaclzgPe6LkI0VHzpefR/k4n3EImodNzsoFIuKu2rDvzn2H902Zm7AP2naq5NSPuT9iQGMvxZZUlGCiP1R4KPVqKjIr7lRkKncK55Tn3Lh1A+9JxUm3q26LLxDhADMTZmKWgfkoDWWmKl8HY4eoi1GIFsjBbLXj3A7UgpkIDcCULSIlarHT5dAYxKSUKykoJO5yHMIh6sK1tVi7go0i3mB0DhceRrHJxcnYExELzcMcit2QELpB+Kq74lcYStFvI5QlHFWlYR7EuLwc/bII5zgco/Z9zveIfN+c/Qbp6fHGFVxIMSER0JloXlxhHEYnJj8Ghh+q+fq7WvmC2+xW7rzreTtzdiKyYsSRwFHovWPFxzC+UJMlyt3KBTcLMBzo/GyTG+byf8nHDuIrXaRhII6Cw4goqzokvA7djohiOi7IxCbIC9E81IswjDT2wTginKPf8ELIR5noPewjmodBxG5Hi47CxjPXzqCRaJJontkwwT0w7niVWb+LXFiHEmAaSiiw7/cxomQUi64TvofD4ZxwNhSFdxSLdiKz5N4fGZQ0498cPACE+cJt8I7JQfQeMpFGDhwJpxW2ovdu3L6BdzEJwCVwKmHEDxUdgn+iq3FywR/gcqrbwFvgeDgpUEJIXggOFIXAc8Sw3jZxe9GStNI0UXu1sjKNilA15hM0Qzjh8SvHjb5XdEjUhRxUEZYXhupQKTLREtQivpGEK4pKUfjt+v6qV/iqOBxNqmjkR0ugOgqsxqyy6TrXwcGhqKhIpAsLCx0dHetXjqkJ8GycG5j1cDLgpMJkBweC0yNTnKhiGsWeZTev4HXzZsGF/Jg7dyrEbVIIY5j0sUPteRAnD84uBH7xdQyKwnSAedb0fBAgp0K5DauioqSsLDstbV1hYWJmZnBOzs6YmFFhEb0Sj/psCnE5nb6+oCBO3N5UP0Sl6sls8VQUm+w/263tjz7BJGL7bBdHofMxxdioEZuwA3oPpdmIfPXDHktNrUDviSiYY/cNWA2pXR0pGI6ZXcgaqDHEAPSbGt2h2CCY/n7473A5OJ44EIdgCPBeuxb4OWZ87Ileza/1KLKmot4xhhDywKDAapm0atWqsrJSpJFo3bq1jZ1t3CumoX809uVCdc2d8nzkHbFN89FJhJAWDAVWo5Oamurm5tamTZsHeZN7Y6xgEUIIIcRO5AmgTWani4vL22+//csvvzzISjW8B0u7RhFCCCGyIE8AbTI7H3300evXrz/gSgMDA639irBOQy6PfxBCCCEaIk8AbTI7n3766ZycnAdcaVVVlbe3t6OCr6+v6XOwmkpglWVn3yxoxL/ZuVNR8WtxMd6vpKRU3eYtwIQQQpoSCqxG55NPPhk2bNilS5eaqgENoSH+URAXl75xI0RVRUlJfnS0wdk5xNX1+NKlCTNmQGxhh8qysoygoAvh4ed37coMDi5ISEhbt6687mIU5UBaRQ0YgPJjx45FRUfmzat3swkhhJCGQ4HV+BU3xZPctaJ2U69lZkI2QSFBCd2+cQPC6NTatZA46g53Kipydu7M/uqrUHd3aJ39Y8YY3728TB+FeHLVKlGOaWZ4jx54PzhxIsosPHQI+gyyDMoJaRsrUtiKiiL79BGFRPTsifeYV145sXz5ue3bG6tfCCGEEJvoKNY3EFns1BbVPyBxkvz94yZP3jNoEBTMvmHDVDWD17GFCw/PmXMhIgLK6fSHH97VOr164V3sH+bhkfHppzk7dsSOGxfu4YFyVO0V3r17iKvxUerRI0ao7yEudx/DHqEoJxR7PS9PlVnQcL/k50M/GYuaMkXsmfLuuynLll0+cACC79iCBSIzZtSofS++CBGWFxICFWhaCCGEENJ4UGARW8A/bhYUJC9Zcvztt4Vk2TNwIN73Dh0qPoa6uRkfcN21K9JiGQk5YlNhYuLV1NQrKSlHvb0vRkWpZUIeRQ8fbixq8ODStLRfi4vxupaZKW6fyggMVFezjMpMWQaDTsL7gQkTMoODs7/8EpoJH6MU6QZ9hualrVtn2uzcH380blIUnjHh6Yn32NGjjUW9/PKZzz9HIbdv3BD3hKHe6sa/RYwQQohUUGARW8A/0j7+WMiU/V5eUQMGXElOLjpypDw3N/WDD6BjxP1Ph+fMwQ6HZs8WYuhaVpbtW6kgpE4sX453i1uLk5IqSkrEt4SQaFlbtsS/9ppxWUuRceorYcYM1GXte8DreXm3ysuPzJsXP20amq2upalrY3uGDDGuvS1YAIEY//rr4haxQ7NmQfxdiolBsSih4R1ICCFETiiwiC3gH/teeinU3R0axfRGq9qIrdBVYkFIW65lZqYsW5a5aZOQQZmffYaPv+Tb+zxuSKXzu3ZdPXkyecmSzOBg5T/lXIXSiuzdu7Z0i+jb1/hl5fDhsePGHfX2PvP55ydXrYLmw0tz0wghhLRIKLCIOWb34+978UWIp2Zy6xJE1a/F5v87W1duFhTgBckFvZW7a1fc5MnZX3+dtWVLzs6dkFNCVxm1V//+pqprv/L7xIygoOKkJLQBHdIYUpIQQkjLgAKL2AL+UY/nJugdCMoL4eEFhw7tGTw4fvr0iF69Qlxdwzw8jDd+KbegRXh6RvXvH9m3b8amTcf8/C7t35/6wQf50dEnV61Coujo0XPbtxcfO4b0z7t3Q6FCwx1fujR+2rRTa9agtHPffHMpNlbc9YV39dld+NhMhGxLRWjiWzdu1Omoq6mptpdvCSGkNhRYxBby+IcNbim3w0NyHZ4zJ/HNN01v5BK/f4zs18/0e0aRiFIWwMK6dzddBgvr1k3oM3GsOFz8YiBu6lRxB9uBCRMOvPoqqkvfuDE/JgYCDnJt/+jR0Gf8mrIhoAPDPTySAgLQ7ZDC9hwCvZsRFCR+kEHtSwipE/IEUFns1BZ5/MNOfi0uzgwOvrx/f8qyZZA+cZMmGW+3V+7B3ztkCOJ3eK9e4Yqo2q/8aDF2zJjYceOOzJ2LPSP79k1dvXrfiy8efuMNVZyJZ1gYVZpy45dF6RZas+ce5WGq0F7NakEFfYKuQIeYfWd6PS8P7RRPx2iqtgmupqYWxMebPj0E76Y7/JKfn7NzJwwpz8lR17dOLF8e6u4OvWscDjc3jC/G7vjSpdHDh+cq3y9fio1tSKvEnYV5oaH50dEFcXH2Hwiph0bm/vgjJOPPP/2EQpBG5/M7a0KaFfIEUFns1BZ5/KPeiCWl0rQ0hDeICbzfLChAvEQURKbpsoeaRnQ8v2vXlZQUvGdt2VKYmJi2bt3lAwcQs7O//vrAq6/itXfwYOOylvKUL3yEXMO7kAixyvPDEFbr+lVXXRH3mcEcxG8bK2dnt24VDTs0ezbU5JXk5MJDhy5GRYmHaIjlOtPndDxgMBZ3n5S2bFnCjBlnt22Lmzw5Iyhoz+DB6NJz27efWrtWPAfk7tPd+vTZP2YMtJQQuwfGj0/fuDH1gw9MVyLFE0nCunXbN3QoTFb1bll2NtTkUW9vcUiSvz+kmxgmsU9eSAiUXEZgoHFAhXSrWfhEqyD7sj77zPhIufBwdLtYOhU/thXf1BcnJZWdORM1YACkfIjyPJQI8SsNFxc0CYdfy8oSD3srOnJEeCMX3ghpKuQJoLLYqS3y+EdzA8FVRFbTH0tmf/klYrb4SjHc0xNRNnr48LPffINwXn7+PETMr8XFl2JjEYyRhnpDcLX/t5YqOAqFXDl+HBIEMXuP8pCLQ7NmQYjkR0eLRSlxxxjkQmTfvmgS3qNqfhMgHochblZTX2hhAztELM/YWKQRd7DBcMjB8z/8cMzPL2fHDkgoyB3RBmgOdWezfxEQP2gwa/ORuXNxuFimgr48Mm8eXscWLIC+EWWK57HhlfnZZ5BNSQEB4senpoVAnxmfBuLnF+ruHj1ypOmmvcrhexVVp77Ew9vC3N1DXF0hT8VT5cSvLoQgC60RZFCB2Ed8Zx2lrHSqJggtvlcM3+DBaBsUfGFcHDTfpZgY6HjoS+hOeEhpejqc6tqZMxCa6B/bP91oyAoZShbeiAGqKC0VChK9auMiQVQHvYgLFajPk6tWXU1NhXZHPoQmSsMJAleEt2MfbILQh/8jEzuoNzjCY3FqwEbsJp66p5YvTg3hNihHNMb0pMMhSAhXr7fhRGbkCaCy2Kkt8viHjkCMOTxnztH58++RCEqI3ffSSwaTZ72KYH986VLEJ/GMVgShklOnEHERdRBTr2VlQSQh1mKTMe5u2gT1cEQp+Z8P01eWoPYoK2rINEZ9d/eYV14xVRgImYhDaBWUllgNQqRHUEd1YonI/lvHEPvjp03L+f576DZox/2jRydMnw4xYbx9SnlomViIglaASDqxfDnkFOTLaeVpbarIE42/u7rj6npuxw6YaVoLYif6BJaKbwzP/+MfKOdaRgaKRVo8Ps22NkVQxwu7HZ416+73ucqyFipF/+wdMgRCEwlx1536zFvxOvz3v6NeiAyx2oT+h7hB1RBSKe+8oyqqf6ou5S8ThDliQDFY0ApCnRi/ii0vR1egZ0RLxIPfRNX/9BDlO+jwmn9fuJupNEzsj2PRbKSTFy3CcJ/77juMIAQKGoZE/GuvwZyTK1diB4wRKhXfqMIbhS+VnD6NfKHs4Wx5ERHGEdy2DUUlLVyIdxwoenuf4pbwWBSIYT2xYgW6MX/fPtSCww/Nno1OgBdh5/jp07FnzL3CVCh4oVwja5SlWM+LefllQ81Njeo9jkJ03n0usYdHckAAHPXQzJn4mDBrligQ+cZRU5z8oPifCcWN1eqSFy9G+yHy0DDRQjhh7j/+Ad8zLitmZ4sVSq4XElPkCaCy2Kkt8viH7kCEQ5zARC/+81GEgb3KuyqwxNdPamA2zRTPWY24N/CLW/LDlMfoIzghqEBqFCUnI2SKJ+yrRQkFc3DSJGgss9UpBBvkXMvMrIdRiNl3A79SkWqIweTfKi3/bqDmzyjvru4o+i/Z3x+dAy1io0ZolAbeIgbtKIYA4gN1IdyiTLFggwSEHSJxzo4diMrQH+ic0rQ02wWK1RTIGqhe6BvjPX8HD4pbvpC2feMXRBtkFuQa6rocG2u8N+6dd4S0EooE0k081k6ID+EG+8T/U937NLi7NwXemymUosgU/+Kg+l7UvY81uTsulhxMCKCwmn9rMJj8KZaZ/hO3J8LHUE6s0n61EFGd2jyxp1BIasnCS/cqNopG2nYb4W9mv1m52zzFIc00q6hI7B/u6Rn98svo2PTAQIw4lCKGoPDwYVzM4HXj0iXxn6o27p60+DQc8WRBnBd2rqIJ38O1AXwArigc0p4DSWMgTwDVt53h4Th/PR999NEOHTpMmTKluGahu6qqysfHx9HR0cnJyc/PDx9t59cVefxDvyAYi29Jzm3fXn7+vPGRqqmpiOJXUlIwyyf5+2d99hliqviVohokxOKW+qUYwhWC5fG330aEOLttm7hFzKwiaKaK0tK0deuMyzzKClP9VJRtIETQWrGKFjdlinEFa8aMEytX4j3766/jJk9OX78e4Rb54vEZ4ncGKW+/jVhi/M4rLQ3mV9fcG/dgVhQQz2z/JXnTgsgNYafeFCgCOXxG3Kdl/Nq3vLwgLq48NxdjCkmdumoVNI34GnTPwIFinenkqlXx06aJe9cOKws/6sv0/0nDav5aNLbmu1EUlbxoERIoEDWK1VO8Xz1xwrgMuWFD/NSpKF/8W0PsmDEY1phRo1LefReeoC4Rib5FI6EgoVrghCgKOr7g4MGzW7fidSM/Xzz6xPhlaGJi1pYt6m2OcFpswhih8bk//IDCoR3PfPEFjM0LDYXbiK9Qjd+f7t+PREF8PDb9vHs3BK5RHimunvXFFzg1UlevNq5gzZoVO3Ys2pmg/AOE2T/Z313OvFeeCuEozkEcblw9nTfv+NKlB159Fa2CM6e+/z76GX2FfkMPH1+8GH1y1NdXFBWqfGWMkwKZaCH2P/3hhzgjcIl1YvlyiOZTa9dik/gmGoLvbhsUUYgRRMux84WICEwRGG4cUnzsGLpIrL3hBWcw/ltreblwCei5ZvUzGv0iTwDVt519+vQJCwsrxzxYUDB9+vRBgwaJ/KCgoC5dupxTQCI4ONh2fl2Rxz9aNuJ2FnFPCV6YZBF1xD1bUAbiDv2GP8FVK0RrbXxDJ8Kt2uZ63GdG7AEC5daNG+KuO9N8fIQsgPhAPEbM/uXSJeOdVSUlRgleUoJBQcyuVm5vsrMicTO+uH3qAfwWUpMqVC+FvZB6eQYD9A1EIZST8U+3ZswwXSET32CKVTf1R8H3rMveuzYm7rQT386bvcwWpO8WouxptuIrvqw3u/Pv7vqfWKWr2V+0QewPQYb2G5d+Fy+GELx84ACEZmlGBoYbc4X431i8Q+ni3XiLW06OuDcO0wj2RBpq7/L+/RBw+Aj3gLA+t2MHVCA+Qu/iELgHJK96h6i4Nw7vENC3ldvgxCaxDGx63aK738nKE0Bbjp24HH388cdF2tXVFcJLpJFwc3OznV9X5PEPQgjRBHFvXHFSkrgHHy+IBgiOy7Gxh+fMObNli3Glaty4Q7NmGe/rWrkyolev1NWroc/SN2wwPvxl8uT0Tz4x/tHqd99BrPz800+QJtBwyNw/enTaunXYH7tFDx+Oj9BzkX37pq9fj3RmUFCSv3/qBx9AFZ3duhXNELf2o8CjPj53VZdym9oB5SY/9QtZ8QWr+L7Y7Ct4sRQXqSpF5VvXu98sK3d8/lOlKaXdvZ/P7AtWk2+W1ULEGqf4QYaqL0XJ4ja46BEjxK17SQEBSKQoj01BB8JSWHTqgw/ip027cvy48XJRWcW3c9Fa7KDuJi7S0Eu3lS/0IfLEwufVkyfR+VdPnEAaFxLIz/3xR1wzqCu+4ksDDM3Pu3ej2/OjojAo57//XtyzmPPdd8iUJ4C2HDt3797do0cPkXZwcCgqKhLpwsJCR0dH2/l1RR7/IISQFoxYaoKwEN8XQzSIfwzL2bmzND3d+COPM2eMPy9NSICwyNy0KUH5E4u7v0gVvxuo+eGLUF3ijk/1eX5iaU08RAZ6SPzIIHrkSLxDIYV7eByq+Wb57m9QlFU3s1U6odJE+RaX7tQ2iJf47YJoHuTXfi8v4x9sfPoptBck5qHZs9M+/jhl2bKj3t6nlGcQQv0YWzJ7NtJ4iR/riK9uhbZTq7j7m5V7byIU91REK/csijsvVeEYYemeRXkCaAuxMzk5uVOnTpk19760atWqsrJSpJFo3bq17XyLPGSTRjOFEEJIs+bWjRuXYmMry8ogyMStWpnBwaUZGaZ3fBbExV2MioJcw553KiquZWbi/Zf8fPEdsenCkrjrSywRFSYkQPdcio4WPz4tPHQIhRcdPZq+caN4KODZb74Rt+6lvPMOxBA0H2QTtsaOGxc/dWrc5MmQSuIXpua/pRC/YLj3BxMGE1Vn9rr7WLuapTvxTav4GanQUv/8SbVS0Z6a3xIJcSn2hGgz6svRo8U9i0LzyRNAdWanRX0TExPTsWPHxMRENYcrWIQQQiREPAZZPHrGeFPgjh0py5ZBhCX5+0PcHFu4UKxp7Rk82Pi4voAA43epGzdCmaWtXy8ea5f91VfQcJdjY0+tXQvxJ+4kg44USlHcFCh+PIF8bEXC+Ey1s2ehL7EVIlI8AVhISXFLGcSo+C0nMuUJoLq3c/v27U888cSxY8dMM3kPFiGEEGKKuA1OvNt+fG6jIk8A1beda9as6dixY3p6ull+YGCgxV8LWsuvruOQy+MfhBBCiIbIE0D1bWftW6PKy8urleddeXt7Oyr4+vqaPgfLYn41BRYhhBDS+MgTQGWxU1vk8Q9CCCFEQ+QJoLLYqS3y+AchhBCiIfIEUFns1BZ5/IMQQgjREHkCqCx2aos8/kEIIYRoiDwBVBY7tUUe/yCEEEI0RJ4AKoud2iKPfxBCCCEaIk8AlcXOhsO/yiGEEEIaiDwBVBY7tUUe/yCEEEI0RJ4AKoud2iKPfxBCCCEaIk8AlcVObZHHPwghhBANkSeAymKntsjjH4QQQoiGyBNAZbFTW+TxD0IIIURD5AmgstipLfL4ByGEEKIh8gRQWezUFnn8gxBCCNEQeQJoS7CzqKjoqaeeMh2zqqoqHx8fR0dHJycnPz8/fLSdX1fk8Q9CCCFEQ+QJoC3BzpkzZ65YscJ0zIKCgrp06XJOAYng4GDb+XVFHv8ghBBCNESeAKp7O9PS0v785z/fvHnTdMxcXV3DwsJEGgk3Nzfb+XVFHv8ghBBCNESeAKp7OwcOHLht27bqe8fMwcGhqKhIpAsLCx0dHW3n1xV5/IMQQgjREHkCqL7tjIqKcnZ2FrdSmY5Zq1atKisrRRqJ1q1b2863yEM2aRR7CCGEkBaNPAFUZ3aa6ZvOnTsfPHhQ3aTuxhUsQgghpBkiTwDVt53WFpZ4DxYhhBDSDJEngLYcO03HLDAw0OKvBa3lV9dxyOXxD0IIIURD5AmgLcdOs+dgeXt7Oyr4+vqaPgfLYn41BRYhhBDS+MgTQGWxU1vk8Q9CCCFEQ+QJoLLYqS3y+AchhBCiIfIEUFns1BZ5/IMQQgjREHkCqCx2aos8/kEIIYRoiDwBVBY7tUUe/yCEEEI0RJ4AKoud2iKPfxBCCCEaIk8AlcXOhsO/yiGEEEIaiDwBVBY7tUUe/yCEEEI0RJ4AKoud2iKPfxBCCCEaIk8AlcVObZHHPwghhBANkSeAymKntsjjH4QQQoiGyBNAZbFTW+TxD0IIIURD5AmgstipLfL4ByGEEKIh8gRQWezUFnn8gxBCCNEQeQKo7u1MSUnp27fv448//sQTT2zevFlkVlVV+fj4ODo6Ojk5+fn54aPt/Loij38QQgghGiJPANW3nZmZmU899dTWrVuvXr2am5s7evRokR8UFNSlS5dzCkgEBwfbzq8r8vgHIYQQoiHyBFB92wlFtWHDhtr5rq6uYWFhIo2Em5ub7fy6Io9/EEIIIRoiTwDVt53t27dftGhRhw4d2rZtO2HChJKSEpHv4OBQVFQk0oWFhY6Ojrbz64o8/kEIIYRoiDwBVN92tm7dety4cQUKXl5eEydOFPmtWrWqrKwUaSSwm+18izxkk0aziRBCCGmxyBNAdWanmb5xcHAoLCwUaWisdu3aqflcwSKEEEKaG/IEUH3b6e7uDl0l0pcvX1YFFu/BIoQQQpoh8gRQfdu5efPmsWPHql8RTpo0SeQHBgZa/LWgtfzqOg65PP5BCCGEaIg8AVT3di5evLhdu3ZOTk7jx49Xb3Kvqqry9vZ2VPD19TV9DpbF/GoKLEIIIaTxkSeAymKntsjjH4QQQoiGyBNAZbFTW+TxD0IIIURD5AmgstipLfL4ByGEEKIh8gRQWezUFnn8gxBCCNEQeQKoLHZqizz+QQghhGiIPAFUFju1RR7/IIQQQjREngAqi50Nh3+VQwghhDQQeQKoLHZqizz+QQghhGiIPAFUFju1RR7/IIQQQjREngAqi53aIo9/EEIIIRoiTwCVxU5tkcc/CCGEEA2RJ4DKYqe2yOMfhBBCiIbIE0BlsVNb5PEPQgghREPkCaD6tvPs2bODBw92VEACH0V+VVWVj48PMp2cnPz8/PDRdn5dkcc/CCGEEA2RJ4Dq205XV1d/f/8ShQULFuCjyA8KCurSpcs5BSSCg4Nt59cVefyDEEII0RB5Aqi+7XzsscfKyspE+tq1a/go0lBaYWFhIo2Em5ub7fy6Io9/EEIIIRoiTwDVt50jR45cvHhxaWlpSUlJQEAAPop8BweHoqIikS4sLHR0dLSdX1fk8Q9CCCFEQ+QJoPq288KFC08//bT47xokLl68KPJbtWpVWVkp0ki0bt3adr5FHrJJo9lECCGEtFjkCaA6s9NM3/Tu3XvBggXqPVj4KPIfwAoWIYQQQupB/UWArtC3nW3atGmSe7AaicZ2O72X/wCqoAlNXv4DqIImNIcq9F7+A6iCJugdfRsPwRQQECBWsBYuXKgKpsDAQIu/FrSWX908/EDvvs7poDlUoffyH0AVNKE5VKH38h9AFTRB7+jb+KysrP79+/+bwoABA7Kzs0V+VVWVt7e3eD6Wr6+v6XOwLOZXNw8/0LuvczpoDlXovfwHUAVNaA5V6L38B1AFTdA7Uhvf3NC7r3M6aA5V6L38B1AFTWgOVei9/AdQBU3QO1IbLxuS+3ozgaPQ5HAImgMcheYAR6FRYedKBM+l5gBHocnhEDQHOArNAY5Co8LOlQieS80BjkKTwyFoDnAUmgMchUaFnSsRPJeaAxyFJodD0BzgKDQHOAqNCjtXInguNQc4Ck0Oh6A5wFFoDnAUGhV2LiGEEEKIxlBgEUIIIYRoDAUWIYQQQojGUGARQgghhGgMBRYhhBBCiMZQYBFCCCGEaAwFFiGEEEKIxlBg6ZWqqiofHx9HR0cnJyc/Pz98FPlnz54dPHiwowIS+Gj/sdbyiTWs9VhJScmECRPatm3brl27JUuW1OlYjkJdeagG00x7upFDoCEWR8FGvgpHQUMs9nZ4eLinp+ejjz7aoUOHKVOmFBcX1z6Qo9AYUGDplaCgoC5dupxTQCI4OFjku7q6+vv7lygsWLAAH+0/1lo+sYa1Hps4caKXl9dlhVGjRm3ZssX+YzkK9cMsqNjTjRwCzbEmpGwILI6C5pj1dp8+fcLCwsrLywsKCqZPnz5o0KDah3AUGgMKLL0C5YRzRqSRcHNzE+nHHnusrKxMpK9du4aP6iHqWWftWGv5xBrWeux3v/sd5jKRhsZyd3dXD+EoNBJmQcVGN3IIGg/7BRZHofGwIWcRHR5//PHae3IUGgMKLL3i4OBQVFQk0oWFhY6OjiI9cuTIxYsXl5aWlpSUBAQE4KN6iHouWTvWWj6xhrUeg8DCR5GG0jLtSY5CI2EWVGx0I4eg8aiHwOIoaI4NgbV79+4ePXrU3pOj0BhQYOmVVq1aVVZWijQSrVu3FukLFy48/fTT4mt4JC5evGj/sdbyiTWs9dj48ePHjh1boDBmzJhHHnnE/mM5CvXDLKjY040cAs2px1eEHAXNsdbbycnJnTp1yszMrL2Jo9AYUGDpFWsXFr17916wYIF6DxY+2n8sL1bqirUeu3LlCnSVk5NT+/btly9f/sc//tH+YzkK9cP+Faz77sMhqDf1EFgcBc2x2NsxMTEdO3ZMTEy0eAhHoTGgwNIr1r4ab9OmjbV7sO57LL9uryv29NjGjRshtuw/lqNQP+y/B+u++3AI6k09BBZHQXNq9/b27dufeOKJY8eOWTuEo9AYUGDplcDAQGu/IgwICBArWAsXLrR4b6+1Y63lE2tY67GxY8fm5eVhCL799tunnnoqIyNDPYSj0EiYBRUb3cghaDzqcQ8WR0FzzHp7zZo1HTt2TE9Pt7EnR6ExoMDSK1VVVd7e3uJ5V76+vurjSbKysvr37/9vCgMGDMjOzlYPUc8la8dayyfWsNZjmzdvxvXiY4891qdPn+TkZNNDOAqa89C9iEwb3cghaAwsjoLtfJHgKGiIxd5+qBbl5eXqJpHgKDQGFFiEEEIIIRpDgUUIIYQQojEUWIQQQgghGkOBRQghhBCiMRRYesXa/3fW9T877fkfUBuHm9076eDgUKfD7aydEEII0RcUWHrF2v931vU/O+35H1Abh5uydu3at956q06H21k7IYQQoi8osFoCpv/f2ZDnxZn9D6gp9z28oqKiU6dOFy5cqN/htmsnhBBC9AUFVkvA9P87G/KPB2b/A2rKfQ8PDg6eNGmStRY2sHZCCCFEX1Bg6R6z/++s93922vgf0PsefufOnf/8z/9MS0uz1sgG1k4IIYToCwosfVP7/zvrt4JVuxyzZwHbPnz79u1DhgwxzanT4bb/hZQQQgjRHRRYOsbi/3fW4x6s+/4PqO3Dwd/+9re4uLj6HW5P7YQQQoi+oMDSK9b+v7Ou/9lp439A7SkWhIaGdu3atX6H21k7IYQQoi8osPSKtf/vrOt/dtr4H1BTbPzlp7u7++7du223toG1E0IIIfqCAosQQgghRGMosAghhBBCNIYCixBCCCFEYyiwCCGEEEI0hgKLEEIIIURjKLAIIYQQQjSGAosQQgghRGMosAghhBBCNIYCixBCCCFEYyiwCCGEEEI0hgKLEEIIIURjKLAIIYQQQjSGAosQQgghRGMosAghhBBCNIYCixBCCCFEYyiwCCGEEEI0hgKLEEIIIURjKLAIIYQQQjSGAosQQgghRGMosAghhBBCNIYCixBCCCFEYyiwCCGEEEI0hgKLEEIIIURjKLAIIYQQQjSGAosQQgghRGMosAghhBBCNOb/A00qll1L19xWAAAAAElFTkSuQmCC)
| VMR Tools created by Darren De Zeeuw. |