Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit356-07-20021019_190300_20021019_234800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/10/19 |
Start Time | | 2002/10/19 19:03 |
End Time | | 2002/10/19 23:46 |
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 | | 7.32 |
Dipole Tilt, in Y-Z GSE plane, deg | | 11.21 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 178.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit356-07-20021019_190300_20021019_234800-constBx0 |
Minimum Dst Value | | -31 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for GOES-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAxOSAwMjozODo0NyBFU1QgMjAxOKYpdCEAAAHMdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQzNTYtMDctMjAwMjEwMTlfMTkwMzAwXzIwMDIxMDE5XzIzNDgwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIEdPRVMtMTAgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMDItMTAtMTlUMTk6MDM6MDAuMDAwWiIsICJtYXgiOiIyMDAyLTEwLTE5VDIzOjQ2OjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzIyLCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6MC4yNDU2NjM0OTk1LCAibWF4IjowLjk3MjAyNjUwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyNDgsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX0z0QrTAAAABGdBTUEAAK/INwWK6QAASSdJREFUeJzt3X9cHNW9P/4NkEAAERI0JEIkJlH0ojfNRS8xRDESxRotKteiIRGV3kTFK635gRUNaVHTXuIDLRpqEi8+HtRgylUeLUnTSqX3gVeq0aDFBhWV6NpLDCoqtqug8H1/9/3pPKa7O7OzuzM7P87r+Ucew2Z25pw5s3Pec+bMOa4pAAAAANCVy+wEAAAAADgNAiwAAAAAnSHAAgAAANAZAiwAAAAAnSHAAgAAANAZAiwAAAAAnSHAAgAAANAZAiwAAAAAnSHAAgAAANAZAiwAAAAAnSHAAgAAANAZAiwAAAAAnSHAAgAAANAZAiwAAAAAnSHAAgAAANAZAiwAAAAAnSHAAgAAANAZAiwAAAAAnSHAAgAAANAZAiwAAAAAnSHAAgAAANAZAiwAAAAAnSHAAgAAANAZAiwAAAAAnSHAAgAAANAZAiwAAAAAnSHAAgAAANAZAiwAAAAAnSHAAgAAANAZAiwAAAAAnTkzwHK5nJkvAABDGXHxfOGFFxYvXhx0y0bsGnUBmMiZJ5/Sjwo/NgAAFUZcJAsKCp5++mlTdo1rvo5wMEPlzOMV6q3S/v37L7jggvj4+Llz595www3Hjh2TVpOTf+XVV1+95JJLkpKS5s2bt2fPnoB7mZyc3Lx5c2pqalpaWk1NDf0ZcLMpKSkBv/6b3/xm5cqVCQkJlKqbb775o48+Ut+s0udK25GnREuyldYfHR1dt27drFmz0tPTt27dGjAvciFtRCkxSkUW6sEJyJFHXikxSkeSjYyMZGVlyff7zjvvrF69OtWLFujP8A5O1PgcNOlITps2bc6cOWVlZW63W+XrYaR/eHj41ltvzc7Onj59On2ruLiYDnLAxPh8SAtnnXWWfBe0fOaZZ8pXkP5rYGDg6quvptKfMWNGXl7eL3/5S/78008/pXQuXrx45syZtPfvfOc7XV1dQdPsn5iwV/BHl7gvv/wy8l2HweiYQKWsSX9//2WXXZbsRQt/+tOf5AkLWL+EVHyhXkbkX4w055qJHJY5M+ehXiMuuugiusGi6urzzz/ftm0b1UPq23nzzTep1mltbf3kk0/ee++96667LuBqzc3NS5cufdeLFnbt2uW/zoMPPrhx48aAX1+1atWBAwfGxsY+/PDD9evXX3755eqbVfpcaTtKRyNosn3Wr6iooFrqmNe11177+OOPB8xOeBtRSoxSkYV6cAJy5JFXSozSkWRUedx///3y/S5btuzuu+8e9brrrrvoz/AOTtT4B1i88M033/zlL3+58847CwoKVL4eavo/+OCDU089lTZ75MiRv/3tbxTI/vrXv7700ksDJsbnQ1qgUOlXv/qV9F/PPPMMfeIfYL311lsUHTY0NND1h2KXP/7xj9dccw3/F+3re9/7Hq3w1VdfHT9+/KmnnrrwwgvV0xwwMWGvEPZXbBdgqZf14ODgSSedtGPHjmEvutTTn/ShesLCKL5QLyMqezcCAizboEvJHXfcMceLFqS7IipCOn0zMzPprpT//MlPfnLyySfT7d1tt91GZ6q02tQ/3jr474JqoMTERPn6/iiiampqCppaqnuoSuNlWli+fLnPCpSwBQsW0K806Kao8ktKSlLfbNDd+WxH4pPNoNvxWX/27NlUZ/My1fTq1VWoG9GSKXmRRXJwAnLekVdKzNQ/HklC1cbChQs9Ho98v7QCfZ2XP/vsM72O/MTExD333DN//ny686a4gT9U+b3v3LmT6raEhIT8/Pz+/n7+nO71v/Wtb9GH9F9cr/j/2H2O4aeffjpz5kxa2LBhgzxC3bNnD32inv6A14ebbrqJ4s6AeVT6ijxt+/btk++CcvfLX/7SP/HXX399fX19wF1QdihTSgmQ71TlIjmlcPDVL56hfsX/uh2wWJVOAzm66aUQk/KSkpJy1VVXjYyMaMmO+k7pBKAN0vp0oMIo6zVr1vi0K997773l5eU+CfOhsfjkwriM+P8o5AUR9GDSzcmPf/zj7OzstLS0G2+88YsvvuDP/X/F/vvSUomvWLFi7969UoLpLmLu3LmhHhYrsFmARYVXVFTk9qI7bzpf+XMqm+985zt0Pyr9Sat94EULdXV10uc+Cz7oRHnggQekm3taLT09naqQ3Nzchx566Ouvv+bP6cyglFCR0ym4bt06upUPuDU6O6VTk+5F6JzzWYHqADo7tWS8o6OjsLBQfbNBd+ezHYnP0Qi6Hf9qnlbjZarvA+7Xn8aNBE2MT5FFcnACct6RV0qMz5Ek3/72t3/xi1/47Le0tJR+d3Sxo9O+traW/lRPvMYjT+ECJentt9/+5JNPqqur+UOV33tJScnQ0BCledu2bVIVQj/J9vZ2umTTFfnmm2+WVpbvSF5JDA8Pb9myhVsIKMK44IILnnrqKVpua2uj5fHxcfX0B7yMUBqofgqYR6WvyK9LlKrFixf/7//+L/3Z3d1Ny/SJ/4WLLkHSw1kfl1122bXXXvv888//7W9/U0rGlIaLpMrBV9pmqF/xv24HLFalzcqdc845zz33HGWZzsyqqqrKykrt2Qm4Uzq36Uj+xeuSSy4Jo6ypjOh8ln9Cf2ZkZKgfE43FJxfqZcT/Kz4FEfRg7tix4+KLL3733Xfp10oh4w9+8AP+POCv2GdfWirxgwcPnnnmmXTm83/Rb3n79u0aj4al2CzAOu200/785z/zMt1q0O01L1PZHD16VFqN/pRWe/311+Wr+SzIcZRNt3RSKy6j6/WhQ4fohyedMbGxsXRWfehVVlZWUVERMLUxMTF8jSa0QN+S/y+dPaeffvqRI0eC5vrw4cMLFiyQfslKm1Xfnf925BnXnmz/9deuXUv3anw06MY6Li4uaI60b0Q9Mf5FFvbBCciRRz5gYvyP5O9+97vzzjuPO3DI98uPRXh9WpAuyhEe+UWLFkmNBxKV3zvFRrz817/+lZugSFZW1sMPP/z+++/7ZM0/pxK6BadLBP/XsWPH6MjU1NTQv1JftFDPHCoFedXo31Tg/xWf//35z39+5ZVXTnmfFj322GP+K/BePB5PwAR89tlnVIf98z//c0JCAh3AjRs3Brz1D3qRVDn4SnkP9Sv+1+2Axaq0WSV0BDIzM7VnR2mnAwMDvExfDJgF9bKmU8WnjGhl6Ufq8iMlXkvxyYV6GfH/ik9ByAU8mDk5OW+88QYv0y+FrgO8HPBX7LMvjZX4ueeey3d3b731FiWAiiZg8izOZgEWnXPSKUsL9CcvU9n49AhWWs1nwQedTFu3bl2xYoX/f9E9sfymXN5ykJ6eLm1W/lNRv5Ogu+QrrrhC/onP1xndxc6fP//FF1+UPgmvqcB/O/L9yv8MtR3l448/ptqdKiq6Y7vvvvukWzR1GjcSNDE+RaZjC5Yjj7xKYnyO5Nlnn93T0+O/X7r7vOuuu6Q+WPSneuKVPvc52+U/bYnK7z3gYXnllVdKSkpmz569ePFi6SmJ0sqcnrvvvlve7Yzup2kF6RmlSvqVUCmoRNLTp0/3ecJF+aIaUb4arTB37twnn3yS/pWesvlsR6UFS0KXRIqcbrjhBv/Of1MaLpIaD75cqF/xv277/K/6ZuXoHpjKkX4LfFJJUUWo2ZGvL5WUz1NyiXpZ0+1KGC1YEv/iC1hB+G8qvBYseUEEPZgUhspDQ+kEDvgr9tmXxkq8o6PjjDPO+Prrr6+77jq6a/LPgi3YLMDSeIckvzmjBf/V+ElzQFTNBOye4na76aLGywUFBfK+L1KA5UP9WfiSJUuef/55pWQwCsLmzZv38ssva9msyu4Cbkfic/RC7Qkk98gjj1CVr56pkDaipQePvMj06oPlyCOvnpipfzySSnfYdG01og8WhUQhtWDJV/P5ky7TnZ2dUk3m82P3WZnyIjVavPrqq3Sv/PTTT59yyilSS16oZw7ViDU1NT4fSjs988wz//jHP8r/q7e3Nzs722e1Bx54IC4uTnos4h9gUVnff//96ilhFAefcMIJ/p8HvUgqHXyVi2cYLVha/tTSgkUfPvHEE3TLQVUy/et/xEI9l7S0YKmXNUUG/n2w1qxZE3C/SpSKL+AemZYzVv1HEfRgUugzNDTkv9mAv2KffWksCPoV0z3epk2b6NchdRC0HZsFWHS7KT2+pRC7traWP/f/kVxyySXcvYAW/LsCnHTSSfJnc2vXrqU/x8fH33///aqqKumOoaysjM4AKl36X9rv7bffzp/v2bNHejRD6yj1o9q5c6fS2xz79+8///zz1TO7Y8eO+fPnSz/yoJtV+lxpO/LDpTHZAdenQ0HFQReCvXv3ZmVlSU3H6jRuRCkxSkUW6sEJyJFHXikxSkdSab90+abfHbdg/fCHP5Qu3xEe+fvuu6+wsPCdd96R997Q/nvnBfox0rWbfrAUYFEoyR/6/Njl3/3oo4/uueee/Pz8KW8XNLqg/8///A8t/+pXv/rWt77FT39U0h+wjjx69CjtWnqzjLLz61//WlqT4mDayx/+8IfPvLq7u3Nzc3/605+qbHAqUID11ltvUQT54IMP0pH58ssvX3zxRektwgsvvPCpp56iGz8qU0rz+vXrL7vssoDbVL9IKh18n+Mpp7G8lA6g0p9Km5Wjo/HMM8/QoaBTiA6F/xEL9Vyi9aU+WJdeemkYZU2/R7r3pjKS3iKkP6UWL6VjorH4VI6bll+cyo9iSsPBbGxspINJW6Df2p/+9Kfvfve7/HnAX7HPvrSfJHRDSB/u3r1bJbMWZ6e0TnlbFCnK4RcQaEFqafT/kfALMmlpabfccov8PQVeoMomNTVV+nPfvn3nnHPOjBkzqJaiE5pidvnn8fHxFGXTaSFv/KTrEf1aaPtUPyl1cqcYnAJwHjFoy5Yt8vbPgoKCjo4O9cz6NyGMjY2pbFbpc6Xt+P9X0GQHXJ/CTbrKJCYmrlq16vDhw+qZCnUjSolRKrJQD444R14pMUpH0ue70jJV7cXFxSd60aVfeggS4ZGn6oTCtczMTPpNUVXEH2r/vfMCBZp0b52QkEDh0XPPPccf+vzY5Udg1qxZV155JWdh3bp13OGJURr4xkm9UALm5b333rvpppuoaOLi4mbPnn3VVVe98MIL0tH4r//6r7y8PD6AtPDEE08E3aDLr4ab8r7jSVumVFHZnXvuudI4WL///e/pczqMdBwWLFhw2223KZWp+kVS6eD7HE85jeWllF+lP5U2K0e3rFT006dPp7uIhx9+2P+IhXou0Qr//u//TgeHDtGPfvQj2nLALKiUNXnttdfox5LkRVHaq6++Kt9RwB+1xuILuBH+UMsvzv9HEdLB/Oabb+jznJwcqhzphkGqywL+in32pf0koVN68eLFExMTPllWOhoWZKe0AgCALuxVUZmL4iSKdcxOhcm+/vprja/R6OWKK6548skno7lH3eE3BgAgHARYQVVXVw8PDx89evTiiy/+/ve/b3ZyTHbo0CHpbUGjffPNNz//+c/PPvtsaaQGm8JvDAzh3wBuwQu6LRIZKkdmCnSHsyKoxsbGzMzMk08++Xvf+55NhwnQUXJy8qOPPhqdfdHJmZ2dTSFddHZnHPzGAAAAAHSGAAsAAABAZwiwAAAAAHSGAAsAAABAZwiwAAAAAHSGAAsAAABAZ6IEWAHfXQcAAIAoMzsiiBIn51PMEgUAALAscapjYfIpTIkCAABYljjVsTD5FKZEAQAALEuc6tjJ+cQjQgAAAEsRpzoWJp/ClCgAAIBliVMdOzmfaMECAACwFHGqY2HyKUyJAgAAWJY41bEw+RSmRO3l7bffvvPOO998802zEwIAANEgTnXs5HziEaH1JScnU9HExcU1NDR4PB6zkwMAAMYSpzoWJp/ClKiNNDU1ySPg7OzslpYWsxMFAAAGEqc6FiafwpSoXQwMDHDz1R133LFv374lS5ZwmEULXV1dZqcOAAAMIU517OR84hGhZU1MTOTn51OhVFRUSJ+0tLRkZmZyYRUVFfX19ZmbSAAA0J041bEw+RSmRG2hvr6eSoTCqdHRUfnnHo9n+/btqampHGZR+DU0NNTV1TUwMGBWUgEAQEfiVMfC5FOYErW+vr6+uLg4KpHu7u6AK1DUVV1dnZCQQOtMnz6de8G73e7oJhMAAPQnTnXs5HziEaEFeTye3NxcKo6qqir1NQcHB8vLy6Xi6+/vj04KAQDAOOJUx1bJ5+Tk5ObNm1NTU9PS0mpqauhP/3VGR0fXrVs3a9as9PT0rVu3hrR9cUrU4jZu3EhlkZOTo3FQhh07dtD6F1xwgdEJAwCAKBCnOrZKPpubm5cuXfquFy3s2rXLf52KioqysrJjXtdee+3jjz+uvk20YFlNd3d3nFdvb6/Gr/T19VHZLVq0yNCEAQBAdIhTHVsln8uWLTtw4AAv08Ly5cv915k9e/aHH37IyxRjFRQUaN++OCVqWWNjY9nZ2VQQdXV12r81MTHBnbF8usMDAIAdiVMdWyWfKSkpIyMjvHz8+PHU1FT/dSjAov/iZYq0Aq6jRJwStazKykoe5opippC+mJeXR1/E4FgAAA4gTnVslXzGxMSMj4/zMi3Exsb6r7N27do1a9Z86HX99dfHxcX5rOBSZXgeQFlnZycVQUJCQhgDLlRVVdF3GxoajEgYAABEkzjVsVXyqaUF6+OPP6a4Ki0tbc6cOffdd19GRob27YtTohZEJUuFFXaQ1NLSQt8tLS3VPWEAABBl4lTHVsmnlj5Yco888ggFW9q3L06JWhDFRnT8CwsLw/t6f38/+rkD6GhoaIjudo4dO2Z2QkBE4lTHVsnnzp07ld4ilApjzZo1brd7dHR07969WVlZb7zxhvo28YjQdH19fXfddRcd/OTkZLqmh70dnrUQ/dwBIufxeHj83vj4eAqzNA6YAqAXcapjq+RzcnJy06ZNqV5btmyRj4MlFcaePXvmzZuXmJi4atWqw4cPh7R9cUrUOrjlibW0tESyqYKCAtrIwYMH9UobgLCeffZZ+Z1ndnZ2hD9PgJCIUx07OZ9owTLXz372Mz7yubm5EW6qurqatlNfX69LwgBEVlhYSL+mSy65ZN++fUuWLOEfKS3gRV2IDnGqY2HyKUyJWsHExERdXR1POLh48eLh4eEIN9ja2kqbKikp0SV5AMLq6Oign1J6ejo/cKefaktLS2ZmJodZRUVFfX19ZqcRHE6c6liYfApToqajcIou0y7vDM0UZoU66lVA/LSRqoHINwUgLPox5uTk0E+psbFR/rnH49m+fXtqaiqHWRUVFZH0mARQJ0517OR84hFh9HV1dfGIDPSvvk8cuJ+7NJYHAIRq9+7d/EJuwNue0dHR6upqnjghPj7+0ksvffXVV6OfSHA8capjYfIpTImaRf5YsKioKPLHgj64Vayzs1PfzQIIwuPx8M1PW1ubymqDg4Pl5eV8U0rBFt4xBN2JUx0Lk09hStQURjwW9LFx40b0cwcIG/0w6ReUl5enZeXLLruMVo6JiRkbGzM6YSAacapjJ+cTjwiVUDx0+eWXL1u27LHHHuvu7h4YGIjk0ZtxjwXl2tvb0c8dIDz0k+cuVvR717I+xVXz588P2twFEAZxqmNh8ilMiWrR2NjoCiQ7O5tucIuLiysqKv7lX/4lJSWlqqpKJQIz+rGg3ODgIL/9ZNwuAJyKJ/RcvXq19q9wh638/HzjUgViEqc6dnI+0YKl5JlnnqEDMm3atCuvvLKwsHDRokXSC0Tq5BHYddddx/1hjXss6IMT6Xa7jd4RgJPQzUmcV39/v/ZveTweup+hX9yhQ4eMSxsISJzqWJh8ClOiWpSUlNABqa6uln9IEdLQ0FBvb29nZ2dLS8v5559/4oknrlixImgE1traGp1kczevjo6O6OwOwBl4MlC6KQr1izU1NfTF8vJyI1IFwhKnOhYmn8KUaFA9PT10NChgCvWJnk8ERpddisC++93vGpROf9zPvba2Nmp7BLA7+sG6vO8DhvEE3+12x8XFhfddACXiVMdOziceEQbEE2XU1dWZnZCQ8SDUIfUjARAc/97Dvi3h1i+8vQs6Eqc6FiafwpSouu7ubm6+4oky7IXup9HPHUA7n4lxwsAN3hkZGVHoZAmCEKc6FiafwpSoury8PDoU27dvNzshYeJet+jnDhCU0sQ4oeIJoaPW1RIcT5zq2Mn5xCNCH3w7Szej9h2defXq1ZSF9vZ2sxMCYHXqE+OEuh2NI5QCBCVOdSxMPoUpURV8Jxrh7ay5amtrKQsbN240OyEAlqZxYhyNm+KW497eXl3SBoITpzoWJp/ClKiSlpYWvp21b/PV1N8b4YqKisxOCIClhTQxTlA8XkNZWZkuWwPBiVMdOzmfeEQomZiYoNCKDgKFWWanJSLczz01NdXshABYV6gT4wTF4zUQjNcAkROnOrZKPicnJzdv3kwXhbS0NLpboj/913nnnXdWr16d6kUL9Kf27YtTogFJzVcOeBWIH3wMDg6anRAAiwpjYpygeLwGjEIHkROnOrZKPpubm5cuXfquFy3s2rXLf51ly5bdfffdo1533XUX/am+TbRgMak3hjP6hvMw9M7IC4Dufvvb307zeuGFF3TcrDReg637GIAViFMdWyWfFC0dOHCAl2lh+fLl/uskJiZ+/vnnvPzZZ5/Rn9q3L06J+uOpnZcsWWJ2QvRRX1+Pfu4ASuhayreUuk8qhfEaQBfiVMdWyWdKSsrIyAgvHz9+PGAnm9LS0nvvvffTTz8dHR2tra2lP7VvX5wS9TE2NsbNV46Zwq+zs5OyU1hYaHZCAKyIf+/nn38+/fb13TLGawBdiFMdWyWfMTEx4+PjvEwLsbGx/ut88MEHp556Kt+c0cJf/vIXnxVcqgzPgyXxy0ROCkcoEKccJScnm50QAMvhB3nZ2dlGbBzjNYAuxKmOrZJPLS1YRUVFd911l9QHK6R39cUpUTk6UPq+TGQRmZmZlKn+/n6zEwJgLTxQXHV1tUHbx3gNEDlxqmOr5FNLH6yZM2eiD1ZI+GrrpOYrxv3c0RcEwAePxmLcDRXGa4DIiVMdWyWfO3fuVHqLUCoMCsIoYuAWrB/+8IcBgzA5wR8R0hUwISGBMt7X12d2WnTG/dyNu00HsKOBgQGXd2pnQ0djwXgNECFxqmOr5HNycnLTpk08xtWWLVvk42BJhfHWW28VFxef6HXZZZe9/fbb2rcvTolKKP6gXJeUlJidEP0dPHiQslZQUGB2QgAshG88KisrDd0LxmuACIlTHTs5nyK3YA0NDSUkJMTFxTmv+WrK27cM/dwBfOTn50fnfWGM1wCREKc6FiafwpQoq6iooCzTv2YnxCjc1wT93AEYzyJFdx1RaFjCeA0QCXGqY2HyKUyJkhdeeCEmJiY2NtbB88lwRxC60JudEABLaGpqilqXAIzXAJEQpzp2cj6FfUS4YMECyu8JJ5zggJkHlTQ0NFAeq6qqzE4IgCUUFRVF87GddcZreOihh5KSkn7wgx+YnRDQSpzqWJh8ClOiU95BxbgXqtkJMVBXVxceUgCw0dFRHj2BFqKzR7fbHetFC9HZoxJuS4uJiXn55ZfNTQloJE51LEw+hSlR7gA+ffr0kN6ytB3OZkJCgoNb6QA0am1tpZ9DSGMvR6i3t5efDFx99dVR22lAc+bM4ZTQ1aC5udncxIAW4lTHTs6nmI8Ieao+EYYw4H7ujnxNEiAkPPRuU1NT1PbIgzWQpKSkqDWb+RsaGqI0pKambtiwgdNTVlam+ySMoC9xqmNh8ilMiXLfCPrX7IQYrry8HP3cATweT3JyMv0Wovy07uDBg+eddx7tt66uLpr7lWtubpa6grW1tfFxoFsv3HdZmTjVsZPzKWYLFo+FQ9c+sxNiuMbGRvRzB+jo6KAfAv3wo79rimO4AcmsRiyft4kHBwd5jC48LrQycapjYfIpRonSvSxPjyNCIzk/pKDrqdkJATBTZWUl/RDq6+tN2Ts/nTSlEWtiYoKbrIaGhqQP6RqIx4UWJ0h1PIUAy2G6u7vFiTno0kmZjYuLw5QdICwKMvg1uoGBAVMSYGIjFt9i5eTk+P8XHhdamSDV8ZSzAywBHxHSfaRLpFmQc3NzKb+HDh0yOyEA5uB7KgojTEyDWY1YfLlT6iSAx4WWJUh1POXsAEtOkBItLi6mnLa3t5udkCjhfu7RfHkKwFJ4Tvfa2loT02BWI1bQ/qbyx4VnnHGGiW87gpwg1fEUAiwnkXokDA8Pm52WKOF+7pWVlWYnBMAc2dnZ9BPo6ekxNxnRb8TisVUTEhKC9rK66aabOMa69tpro5M2UCdCdcycnE/RHhEeOnRIqUeCU/Foh4L0OQPwwU1HmZmZZifEhEastrY22mNhYWHQNenCOGPGDFo5JSUFjVhWIEJ1zITJpwAlKmBzjsfj4RlC0M8dBFRbW2udn3yUG7H43cnt27drWZniqhUrVmhfHwwlQnXMhMmnACXKF7iWlhazExJV3I+1t7fX7IQARBuf/F1dXWYn5P8X5UYsfjaq/QUXfhsgIyMDN2OmE6E6Zk7Op2iPCOnS5jMkjAj4RraxsdHshABE1eDgIJ35ycnJ1okYotaINTAw4Ap9PnuOR3GtMJ0I1TGzSj4nJyc3b95MIUJaWlpNTQ396b+OT8CUkpKiffuOL9HwrjgO0NTURBkvLy83OyEAUcVdAix15ketESu8Xz0PeZ+ZmYkZ4s3l+OpYYpV8Njc3L1269F0vWti1a5f6+g8++ODGjRvV1xGqBUs+J5dQuGt/bm6u2QkBiKqCggI689va2sxOyD+ITiMWj0cTRncIbsQSrR+F1Ti+OpZYJZ/Lli07cOAAL9PC8uXLVVb+6quvFixY8MEHH2jfvuNLlEeEEnA8Pe7n7hJjdiAANjIyonGQgiiLQiOWNLl1GOPRUGjl8o7LikYsEzm+OpZYJZ8pKSl0yeDl48eP0+9TZeVdu3bdeOONIW3f8SXKXT7FnBQiJyeH8v773//e7IQARMnu3bvpnC8uLjY7IQEY3YjF3dXDa7SmuIqiK5dIozFbkOOrY4lV8hkTEzM+Ps7LtBAbG6u05jfffHP66acfOXLE/79cqoxKugUMDQ3xXaPZCTEBxeV0tlD2V65caXZaAKJk9erVdM5TmGV2QgIwuhGrpqaGtk//hvd1jk0xeJ6JnF0dy1kln9pbsNra2q644opQt+/sEm1tbaUM0o2j2QkxwfDwMAdYVhhuESAKxsbGEhIS6JyXrplWY2gjVl5eXiSDU3g8noyMDNpCR0eHvgkDjZxdHctZJZ/a+2DRncfzzz8f6vadXaI835awY+g999xz06dPj4uLwzDNIIL29nb6vRcUFJidEEXGNWLRDZXLO39zJINT8AuYVj6Azubs6ljOKvncuXOn0luE8sLYv3//+eefr3Gb4jwi5E5IIg+2WVRUREegtbXV7IQAGI7faGloaDA7IWq4Eevee+/Vd7PcWh9h5zMKztLT02k73d3dOqULQuDs6ljOKvmcnJzctGlTqteWLVvk42DJC4PuOcJr13VwidI9oss73qDI78VYcEwgACNIc7oPDg6anRY13IhFamtrddxsRUWFLsFlXV2dS9tUhqA7B1fHPpycT0FasHj0PMGvFDyqNUXnIkeZIIIdO3bQqX7aaaeZnZDgePyU9PR0HbfJ3acGBgYi3A7dl/LUF2K+eW0uB1fHPoTJp3NLtLq6Ogoj+1kfPydFmz8420knnUTneWJiotkJCW7r1q2U1BkzZug1f1d/f7+Or7Pw24hivhtkLgdXxz6EyadzSzTCd2ocI8KXtwFsISsri87z/Px8sxOiCT/R0+vZ/fbt22lrtE1dtjY8PMwvY6IRK8ocXB37cHI+RXhEODY2FudltQGdo4+HH8zJyTE7IQAG0usZWXQMDQ3pGMTwuyw6zg7Ezf96RWygkVOrY3/C5NOhJXrw4EEb3c4aamJigjtVWLzzL0DY6D6KBykwOyEh4KblyDuJejwe3Uf/crvdfIManYvGiy++ePPNN/f09ERhX1bm1OrYnzD5dGiJ8rswQee9FgS/vt7Y2Gh2QgAMwVOb22sUcqk7eWdnZyTbMehmkh9iVlZW6rtZf9LwsDExMRs2bBD5PtCp1bE/J+dThEeEdF/owpDEf8dj5BQVFZmdEABD8FzFZWVlZickNDyKSm5ubiQv+dJtpO6DPkx5X0DmabPDmDo6JFRqPlVSSUmJmK1ZTq2O/QmTTyeWqNRmjhHMGR0HvlaiRxo4EgcZ9fX1ZickNNIUy5FMnkjxmUGvCZeWltKWb7vtNt23LKG4kHaRlJTU1NT0+uuvb9iwgS/d3CZHd8hCjS/jyOo4ICfn0/EtWL29va5wZ5V3qoKCAjom7e3tZicEQH88x7MdT++2tjZKeUZGRnhT3LjdbpdhwylLY6IaNDg+t6zTvd/BgwelD4eHh+vq6nhAeUIBKMVekcz/YyOOrI4DEiafTixRfmmZbobMToiF6PsiN4Cl8GBv/f39ZickHPn5+a5wR+zjZ6MUX+qeKjZt2jSOcnTfck9PDw+42tzc7P+/FFFRXMXNe2TWrFl0i/jQQw/pngxLcWR1HJAw+XRiifLtrI4vLTvAwMCAS+/BowGsgCpjbgix6eMkHkglOTk5jN5O3IEpYIyii//4j//gtOnb3WJwcJCH1aiqqlJZjQq0o6ODA1BmXE6twJHVcUD655OuArW1tQsXLkxISKB/77333i+//FL3vWjh+EeE/G6O2+02OyHWkp2d7RJ76mtwJH6SZesuATwDdBiN7vwozdA37zhtOk6JMTY2xi2OxcXFGmNifiucUUzm1L6kjqyOA9I/n7fffvvKlSv7+/sp0qJ/L7roojvuuEP3vYTKeSXKV1sKJsxOiOXQhcmIt40AzMXdmGw9tQu/skdCGiiVB6cw+lrHV1S6a9WlEYsiKh4WlQLikOKk119//cc//jF3gacsO3LuL+dVx0r0z+ecOXPkbSq0TJ/ovpdQOa9E+c1ndDby19XV5bLbWEEAQXHzht0ng9qwYUOoYWJ9fX10Opvq2IjF2czIyAhvHkYKQKUnhs5rynJedazEyQGWsx8RGt0pwb48Hk9ycjIenoLD8GgCdu9zOTw8zD9P7W0zPNpfFN6d1KsRi+9+ExISIumoMDEx0dDQ4MimLOdVx0oMeURYVFT05z//meo5+peW8YjQCPaakizKuCrSN/qk8xmTwoKJeCAoB5yE3BSXl5enZWVputXojPYXeSNWZ2cnvzaoSyjsyKYs51XHSgzp5H733XefdtppFHrTv/fccw86uetucHCQ25/NTohF7d69W9+Xuulukk5m2mZ1dbVe2wTQjs5ArrYdUMVSHcH3h0FDEMr1NddcQ2uee+650UlbhI1Y/f393D6nY2d55zVlOaw6ViFMPp1VojwqjK27uxpqeHiYm+gjHLhvaGioubm5tLSUX9gk//RP/6RXIgG04/FHHPNSC98CLVq0yP8XSvFEb2/v9u3bi4uLExMT+Xd3/vnnRy1t4TViUbJvueWWpKQk+m55ebnuqZI3ZV1++eW2nr3DYdWxCqvkc3JycvPmzVSNpaWl1dTU0J8BV3v11VcvueQSOonnzZu3Z88e7dt3WInyBKWY1VgFX4zCmF92bGyso6Njw4YN0uh/LCUlhf4977zzjEgtgDo6J/VtlDUXhSP8xJMvYvKgiluAJNOnT6d/n3jiiailLbxGrPb2dk4wBcEGDchOR2nbtm28l/nz54+MjBixlyhwWHWsQv989vf3L1++fObMmSE9nmtubl66dOm7XrSwa9cu/3XefPPNrKys1tbWTz755L333rvuuuvUt+ngR4Rc9zugN4Zx+M2jyspKLSvTletnP/vZ1VdfTacuP4hhdJEtLS2lk3NoaAgTHYKJeIqCjRs3mp0Q3dDND+UoMTFx2bJlPkHVkiVLqqurKaakHx0FK+G9iBeJUBux6Jpw7rnn0lemTZv23//938YlzO12x8bG8lHKyckxeoJqgzisOlahfz7z8/Mpyv7rX/8a0rfoN3bgwAFepgWq5/zXoYiqqakpvFQ5qUT5+ZdB03I5Bo+dk5mZqWVlfmDBKIoqKCigayvdUvscYZ7oMIxWMYAI8VvDkUyWbEHcr9E/qDI7XaE1YtFVgt+qmTNnzmuvvWZ02np6en7605+eddZZLm83XDu+5+Sk6lid/vmkW/wvvvgi1G+lpKRIDZ7Hjx+nM9t/HTp977nnnrlz586aNWvdunUh/Q6dVKKXXnopZYcqe7MTYnUUXWlp56OANSsri6/y9fX1Kg1U/PYTJn+E6KP4w+W4+Qm2bt1KmYqNjY1CXBIq7Y1Y5eXl0Y916DLF93vp6ekUckVtv7pwUnWsTv98nnrqqWG06MbExIyPj/MyLdBPzn8d+pBO5Q+96H7Of4xNl6rQs2JF0sTv//qv/2p2WqyusrKSYyaVdSi64uks6LyVz3UfEFVvLgd1NAYb4YdoVmjd0ZHH42lpabFm1KixEau6upqfJ0Q/yqGjxy1ntHd7Nas7pjoOSv98PvrooxT7h/psWEsLFq1D/8XLFGOFNKGvY0qUhymfNm3a3r17zU6L1XEnj/z8fKUVpOhKe28GnhPNjs3yYF90y+rCsCxRF7QRizvGxcXFmTV0wsTEBA8ZT2lobW01JQ1hcEx1HJQ++VRvOtJyNLX0wSooKKC4ipePHTsmYIBFPyd+UqDjICsORnd4PHhMwOApjOhq6u+PA8LuCwgQBr5VKC4uNjshYlFvxKKLAEc2URhiXl1tbS3Xs3Z5r9wZ1bEWVsnnzp07ld4ilApjz549a9askR4R3njjjerbdN4jQu6LbdxrwM5DdRIdsZaWFp/Pw4uuCN0moqqDKGtoaHB5B/I2OyHCUWrEoqCKXze2yGRlFFpxemwxErIzqmMt9M/ntGnTwvjW5OTkpk2bUr22bNkiHwdLXhj33ntvenp6Wlra2rVrRevkTvnVOPwxSOjyR0estLRU/mHY0dWUfkOYAmjHj4HQbhp9ARuxurq6OJqhwNfEtPmQYr7y8nKLv2DugOpYI/3zecopp/zf//2f7psNg8NasGpqalx4eTBEbrebO4FK8VAk0RXLy8ujrwftEQ+gFx411wFzpNiRTyNWT08Pv3BgwbYiOkM4bWeeeeYrr7xidnIUOaA61kj/fD744INXX3310aNHlUZjN4XdS3RwcJC7Ex06dMjstNgM91qjm84pPaKrqb/3eHDSkI9gcTxTk31H7rY1eSPWwMAAv+bi/w67RVAFER8f7/KOgB/9AVo1snt1rJ3++Qyvk7vRrJCGSPDruJb9VVsZx0NVVVW6RFdT3ltY3oiOiQRQwk+lA75YDdHBjViVlZXcSYOuxlZ+BscDJbq8r51acwgMu1fH2jk5n1YL8sLW3d3Nz7lsOjGCuTgeys7O1iW6mvK+y8ktCpa9QQQn4ZFZVEYbAaNJow9yJw2L978cHR197LHHVqxYwb1Fwxu+4fDhwz/5yU8MGnfN1tVxSITJp21LVBqaQX3ATFAxe/ZsvjjqNXsXNyha5AUicDYeDgDzB5hrwYIFVAoxMTEffPCB2WnRRBoii9TW1ob03d27d1NO6YunnHKKEW119q2OQyVMPm1bohiaIXJ8cYyLi3O73bpskAulpKREl60BqKiqqnLZZ4gjp1q/fj2Vwoknnmiv6zDdBPKrhXSx0jJL/cDAQGFhofzJj88r2Lqwb3UcKifn0wGPCDE0gy5Wr15Nx3DevHl63Y1JLydauSsGOANXeHhr1VwUV3V0dNixV0BXVxd3aViyZInKHSZdyurr6/lVqvT09O3bt995551JSUlGvC9p0+o4DMLk054liqEZdDEyMkJ3coODgzpuMzc314U358F4fItlx6odLGJgYIB7oCp1e6cP+YLGr1JJXa96enq4AUzfDio2rY7D4OR82r0FC0MzWBnHvvSv2QkBJ6OqjttKzU4I2BudSEVFRf7d3sfGxqqqqjiKWrRokf8dozR+qY7j3NqxOg6PMPm0YYliaAYr43e76LbP7ISAk/X29tJplpeXZ3ZCwPb8u713dnZmZmZy/1S6V1TqXsbzYeg466Idq+PwCJNPu5UohmawOLoY8aDJKCAwDtdt5eXlZicEHELq9s7jkfIIIH19ferf2r59O8dYunSKsF11HDYn59O+jwgxNIMtcN95/5mkAfRSXV1N5xhVb2YnBJzj1ltv5ToxISGhsbFR45s6fCrSXWXkg5faqzqOhDD5tFWJYmgGW+DWhbKyMrMTAo7FQXxHR4fZCQHncLvdZ5999sKFC1966aWQvkjXOu4pPzAwEEkC7FUdR0KYfNqnRDE0g10MDQ25vHOYYLAGMAjdZdE5FmF9BqALutBxxJ+ZmRlJ1wgbVccRcnI+bfqIEEMz2MiiRYuosHp6esxOCDjQ2NgYP8cxOyEA/w+dk1Q3ubyzYhw+fDi8e0sbVccREiafNinRP/zhD7GxsRiawS54lO26ujqzEwIORBcBvKkKVjM6OsqjapH58+eHEWPZpTqOnJPzabsWLLo5mDt3LqfWmrOgg4+DBw+6MBEvGKO1tdVlzFwlAJEYHh7md6jJa6+9FurXbVEd60KYfNqhRLkL4bRp0+bNm6dl3igwncfj4cFgR0ZGzE4LOA33FkD7KFjQb3/7W46xcnJyQu2PZYvqWBdWyefk5OTmzZtTU1PT0tLoskJ/+q8TSYuU9Uu0traWX4J96aWX0GnaRoqLi6ng5IMjA+iipKSETi29RncE0BfFVfysMDMzM6T3MKxfHevFKvlsbm5eunTpu160sGvXLv91wgiq7PKIkJ8FxMXFYUpX22loaHBhKEgwANde/f39ZicEILDR0VHu8640y2FAFq+OdWSVfC5btuzAgQO8TAvLly/3XyeSUrFyiUoTalKUaXZaIGR068bXF7MTAo4yMTHBd4YYDA+sbGxsjMduSE5O1jjOu5WrY31ZJZ8pKSlSL5bjx4+npqb6r0Olkp6enpiYmJub+9BDD3399dfat2/ZEh0cHORRr6qqqsxOC4SJByvCi5+go/7+fu7gYnZCAIKgmwHuQKxxvkLLVse6s0o+Y2JixsfHeZkWYmNjldb88ssvqSZbvnx5dXW1z3+5VBmY+nBR7M9PAYqLi9Hvyr54ClXMawQ6ooqKTqqSkhKzEwKgCc+lQzFWU1OT+prWrI6NYJV8amnBknvvvfeCriNnwRKliKqoqIjHucE7g7bW0dHhwtiwoKu6ujo6qWpqasxOCIBWPCd00LtNC1bHBrFKPrX0wZJzu91z5szRvn0Llig3e2RkZAwNDZmdFogIxcdxXqOjo2anBRyitLTUhanEwW6am5u5S7H/IyaJBatjg1glnzt37lR6i1AqjLKysv7+/q+++urIkSNFRUW33367+jat/IiwsbHR5Z0EAwOKOkNhYSHeqAcdLVmyBB37wI7oMsgx1hVXXPHGG2/4r2C16tg4Vsnn5OTkpk2bUr22bNkiHwdLKox9+/adc8458fHxCxcuvPvuu0N6ucZSJdrZ2cnnH6ZzdgxuG6+srDQ7IeAQPIAtOg+AHfX09CQlJXHTRm1t7cDAgLyTsaWqY0M5OZ/WbMHq7+/nAXAxQLOT8DtfmZmZZicEnIDH/sjOzjY7IQBham5u9qmCFy1atGLFirS0NOtUx0YTJp/WKNGurq6UlBQXxqV0ovT0dCrZLVu2mJ0QsD1+baK4uNjshACEr6am5txzz7344osptLJme4fRhMmnBUp0YmIiPj6eUnLCCSdg8EDnWbhwIV878NYCRIifOKt0EwawF6r+BgYG9uzZw6MGmp2cKHFyPq0WMldVVXFKVq1aZXZaQH9cvhRDY0gziFBFRYULUzuAQ1mhOo4OYfJpdolKsw0+/PDDaL5yJCrWWbNmUSkPDg6anRawt7y8PDqR8IoxOJLp1XHUCJNPU0u0r6+PO7bv3r3bxGSA0SorK/H6AkSOLxcYVg0cCQGWE/g8Ity0aZMpFyzaKXfxq6ioiP7eIZq6urr4ZRmzEwI25na7Xd55V81OCIAhEGA5DcdYp512WvQ7IBcXF9Ou8/Ly8GTQ8SYmJvhdwr6+PrPTAnZ18OBBOoUKCwvNTgiAIRBgOYFPC9a0adNc3qlpuru7o5YGnlCMKl28WSYIngGptrbW7ISAXfE0D1VVVWYnBMAQCLCchkr06NGj3JgUFxcXnb5QfCdKu+vq6orC7sAKenp68JQQIsExelNTk9kJATAEAiyn4RKdmJioqanhBi26ihn6Ov3g4GBqaqor2Lzi4DyZmZlU7hRpmZ0Q0BNdLqLzlD8/P5/OH7o9i8K+AKIPAZYTKI2D1drayvN8FRYWjoyMGLHrsbExnqu1pKTEiO2DlVVXV2OUSIcZGhqaM2dOSkrKiy++aPS+uBvf8PCw0TsCMAUCLKfxKdFDhw5lZGS4vLN99ff367678vJy2nhOTg7mahUQPyXEvIROwuPYkbPOOsvQlm+65aO9pKamGrcLAHMhwHIa/xKlG0Ruik9OTu7o6NBxX01NTbxZI0I3sAUemANPCR3j6NGjsbGxHGOVlpYat6Pu7m7aBV2ajNsFgLkQYDlB0KlyPB4PT0nBg0NG3tpEW+js7IyLi6MNtre3R7g1sK/a2lru52d2QkAfPDlgXl4eDwFq3PNffhHnuuuuM2j7AKZDgOU0KiXa0NDAIdG0adMeeuihsHcxNDSUlJTEg0Fs3Lgx7O2AA/T19fHwHJiX0AGoEPnFha6urp6eHr5cGPHyyvPPP8/3eytWrNB94wAWgQDLCYK2YEl4PAWycOHCsHfX2dnJGzn99NNRrQI/JcQIHQ7Q3t5ORZmbmyv9yTGW7iMp3HDDDXyn9+STT+q7ZQDrQIDlNEFL9M4776R1ZsyYEfaIoPv376ctxMfHv/baa+FtAZyEx5itrKw0OyEQqYKCAirK5uZm6RNa5iHudOwJsHv3btpmQkLCs88+q9c2ASwIAVa0TU5Obt68OTU1NS0traamhv5UWnNkZCQrKyvUEtKyPvfHKi8vD2nLzOPxcItFY2NjGF8H5xkcHOSnhJgiydb4aS9dmnzKkXtlUYyly8wQvb293CrW0tIS+dYArAwBVrTRHeHSpUvf9aKFXbt2Ka1566233n///VpKSPsjQjY0NMTjY4UxkVx9fT0/RMDDQZDwWGj6vqMKUVZZWanUq5IHPEtOTqbwKJJdDA8P86gxmB4HRIAAK9qWLVt24MABXqaF5cuXB1ztyJEjCxcupFtJI1qwCI/zHuo0q1JkhtfyQY7D7vDaRMEKRkZG6KcdFxen1HOgrKzM5Z3hdGBgILxd0C0ZjxdDlx3cnoEIEGBFW0pKijSo+vHjx5XG2fv2t7/9i1/8Yir0EtK4/ujoKM9v09nZqX3jJSUlqEfBHz8lTE5OxlNCm+LngCrzMVBItHr1apd3XNnwxl7nFrKwvw5gOwiwoi0mJmZ8fJyXaSE2NtZ/nd/97nfnnXced88KWEIuVRpTwlPZa3/Yx28gUliG6yP44/7ReEpoR/LRGVRWGxsb41LOyckJdeotqWP7oUOHIkssgG0gwIo2LS1YZ599tvQMzqAWrCnvVZW7q9O1L+jK6NsO6jhex5SUduQzOoOK0dFRiq5o5TPOOOPo0aMat4+O7SAmBFjRpqUPVtiNUlMhlmhbWxv3qwj6ZAd920Gd2+3mJgrMSmk7/qMzqBgeHp4+fTqtT/82NDQEvXSgYzsICwFWtO3cuVPpLUKlp4FBtxl2NEa422ldXZ3KOujbDlpwPd3a2mp2QkLj8TI7FaZRGp1BBQdMLDs7W6VdCh3bQWQIsKJtcnJy06ZNqV5btmyRj4MVdoAVyfo85WpycrJKzyr0bQcteFBKez0lHBwcnD179gknnPDKK6+YnRZzcN/zkOYcpIPW1NS0d+9eHp6D0ELA/lvo2A4iQ4DlBJG0YE39PX5Smq8XfdtBo5GRkbi4uISEhFB7QJuir6+vtrZ2zpw5/Ks56aSTwhgWzu54dAbKPsVMYXx9YmKipaWFO8iToqIi+TFEx3YQHAIspwmjROnaGuflP8IN+rZDSKiK1fjahFk4ruKzmsXHxycnJ7u8g5WLdp7z6AyrV6+OZCN0laDt8LAvpKKiYmho6Omnn0bHdhAcAiynCa9EN2zYEPDhDvq2Q0i40YLCLLMT8v9Q3d/Z2TkyMuIfV6Wnp1dWVnZ1ddG5TavxYOWkuLjYFi1wkZNGZzh48GDkWxsdHaVjyO1h3Aue3HLLLZFvGcCmEGA5QYSPCKe8b/rwDah8ujH0bYdQSQOCWyRGueqqq+T1vU9c5bMyhWL0vy7ve7XqI0I5A4/OkJOTo+M2BwcHy8vLpaP9+uuv67hxAHtBgOU0YZdoXV0dfTcvL0/6BH3bIQx82mh8598gFN41NjbSySzV9LNnz1aKq+Tcbjc/5SQ1NTXObrjltz6bmpp03/L+/fsvvvji++67T/ctA9gIAiynCbtEPR4Pv33d1tY2hb7tEK7W1lY6c6jyjv6u6Ryms3f16tXc+4ekpKRQmPXoo49qD5Voze3bt/MW6LtKc/PZnTQ6A8YtAzAIAiwniPwRIWtpaaGvL1q0aHR0FH3bITxUYfOTZbfbHbWddnd3V1ZWcl917q5eUlLS3t4e9gBXvb292dnZLu8IJnzL4TBhjM4AACFBgOU0kZQo3bvn5uZyr3b0bYew8VPCKETn69evP+WUU04++WTp7iI/P7+pqUmXHmB0m1FWVsabjY2N3bFjR+TbtIgIR2cAAC0QYDmBXi1YU39/MsjQtx3C09HREYWnhHv37pXO1ezs7NraWiPCBX4vkiQlJRn9uDBqbX66jM4AAOoQYDlN5CXKL1IRi7wIBrbj8XhmzJhBp9BLL71k0C6kblL07wMPPGDQXtj3v/99bu/JyMiQv2arr3Xr1tEu/u3f/s2g7Uv0HZ0BAJQgwHKayEt0586d06dPX7VqlS7pAQHx/EvkvPPO033jFPcXFxdH+UW/sbEx3inFc0YMo0q5mDlzpss77rnROTJidAYA8IcAywl0fETI0PUKIjE8PHzCCSdw1yV9p0np6enh1pf09PQoN8DQj4LiOf6JbdiwQd/fSFVVlfT7LS0t1XHL/owbnQEA5BBgOY04JQpW5vF4brnlFu51rtc2pceCFCJE8xVFudbWVn5cWFhYqNczdB7YgrLW3NzML0Ia93LfI488wu1kGJ0BwGjiVMfC5FOYEgWLoyqcW5siH3TUlMeCSg4dOsQjxmVnZ/f390e4tb6+Pg6q+MljT08PB5H19fV6JPYf0HGTZgxEgAVgNHGqYyfnU/dHhAC64O4+VKlH0thj4mNBJcPDw/n5+S7vKFkdHR1hb0cacK6iokL6kA4ax1i6P8XjB5ExMTFlZWX6bhkA/IlTHQuTT2FKFGyBW57kAYR2Y2Nj999/v+mPBQPyeDyUKb6lqaur6+rqCmPOAz44eXl5PgOiNjc380NDCrb0SrD0IFLfXnEAoESc6tjJ+UQLFljW4OBgeFOGd3R0xMTEWOSxoJKGhgZpWp74+PjR0VHt3+XZP9PT0wMOr8VDVdHGdRkYwudBJABEgTjVsTD5FKZEwS7q6+tdIU4MMDw8PHv2bA5cKNQwNHkROnjwIIVWnNT//M//1JhHHtGX4qeuri6ldaqrq/kpZG9vbyQpDPggEgCMJk51bJV8Tk5Obt68OTU1NS0tje7L6U//dfbv33/BBRfQVXvu3Lk33HDDsWPHtG9fnBIFu/B4PFzBawyVKLrKyclxeadqXr9+vTXbruReeumlU089lWOsvLy8oG11g4OD3Nk8aE92nqsnIyNjYGAg7OQpPYgEAEOJUx1bJZ/Nzc1Lly5914sWdu3a5b/ORRdd9PTTT9N95+eff75t27aVK1eqbxOPCMHiurq6uDEmaD8qKbqif8Po1WSitrY27oxPysvLlXI6Nja2ZMkSWqekpCToNim4XL16Na1MWw7vaKg/iAQA44hTHVsln8uWLTtw4AAv08Ly5cvV16fLcWJiovbti1OiYC/cGKMeVdg3umIej6e2tpb7nFE0WV9f799oRLEXZ1DjQAm0Gg8NSl959tlnQ4qTtDyIBACDiFMdWyWfKSkp0ivrx48fT01NVVn5iy++eOCBBy6//HLt2xenRMFe3G43PxdTGmrB7tGVhGKg0tJSbspatGiRfByHpqYmjr1CGkBrdHSUjwxHSxrntNb+IBIAjCBOdWyVfMbExIyPj/MyLcTGxiqtydfTk08+2f966lJlYOoBItDY2Ojyjs/p367jmOhK0tXVlZubyz/JoqKinp6eXbt28SuHYQy+QMdk1qxZvLWVK1cG7eYV0oNIADCCONWxVfIZUgvWZ599tnXr1hUrVmjfvjglCrYzMTHBtX5tba38c+dFV4zy29TUJA2ezjZu3Bje1l577bWzzz5bGrqCorfm5mal54yhPogEAN2JUx1bJZ+h9sGiGCspKUn79sUpUbCj3t5el3cuPOm1OKdGVxK6obrmmms4KjrttNMifCnS7XZTeMpz9bi8o+RXVVX5vGMY3oNIANCXONWxVfK5c+dOpbcIpcJYu3btkSNHxsfH33//fbp6Bu2DhUeEYCOVlZX81GxKgOhK8qMf/aisrOzo0aO6bI2itLa2Nu78Lj2FbG9vp8+l2Qx1HAUeAMIgTnVslXxOTk5u2rQp1WvLli3ycbCkwti3b98555wzY8aMrKys9evXf/zxx9q3L06Jgk2Njo6mp6fTiUo3D2eccYYI0ZVx+vv7N2zYwKO0k1mzZiUmJkbyIBIA9CJOdezkfKIFC+xl9+7d0umK6CpyFLM2NTXxaK5kzpw51h+dFcDxxKmOhcmnMCUKtjZz5kw6V2fMmIHoSi8UVHHfrG3btpmdFgAQqDoWJp/ClCjY2rPPPnvhhRfSv2YnxFE8Ho/GUbIAwGjiVMdOziceEQIAAFiKONWxMPkUpkQBAAAsS5zqWJh8ClOiAAAAliVOdezkfOIRIQAAgKWIUx0Lk09hShQAAMCyxKmOnZxPtGABAABYijjVsTD5FKZEAQAALEuc6liYfAIAAIAFmB0RRIko+TRCdM4S7EXkvURtR9gL9uKYHWEvIu/FUoTLsI6cdFJiL9bcS9R2hL1gL47ZEfYi8l4sRbgM68hJJyX2Ys29RG1H2Av24pgdYS8i78VShMuwjpx0UmIv1txL1HaEvWAvjtkR9iLyXixFuAyDiQT8gdkFisaaUC6WhaKBoHCKQPTgkmRZKBprQrlYFooGgsIpAtGDS5JloWisCeViWSgaCAqnCEQPLkmWhaKxJpSLZaFoICicIhA9uCRZForGmlAuloWigaBwigAAAADoDAEWAAAAgM4QYAEAAADoDAEWAAAAgM4QYAEAAADoDAEWAAAAgM4QYAEAAADoDAEWhOk3v/nNypUrExIS5s6de/PNN3/00Uf8+eTk5ObNm1NTU9PS0mpqauhP/+8qraPluxCUUtFMeQfvYUrfRdEYR6lcVMpLgnIxlFIR7N+//4ILLoiPj6fPb7jhhmPHjvl/F0UDShBgQZhWrVp14MCBsbGxDz/8cP369Zdffjl/3tzcvHTp0ne9aGHXrl3+31VaR8t3ISilopGoBFgoGuMolUvQ8ppCuRhMqQguuuiip59+enR09PPPP9+2bRsFYf7fRdGAEgRYoAO6+iQlJfHysmXL6FLFy7SwfPlyaTWpXldaR+W7EB550Uj8AywUTZQFLBf/z1Eu0adUNBR+JSYmSn+iaCAoBFigg46OjsLCQl5OSUkZGRnh5ePHj6empkqrSZckpXVUvgvhkReNRCXAQtFER8By8f8c5RJ9AYvmiy++eOCBB+SNiygaCAoBFkTq8OHDCxYsePPNN/nPmJiY8fFxXqaF2NhY/68oraPlu6CdT9FIVB4RomiiQKlclD6fQrlES8Ai4G6LJ5988uDgoP9XUDSgBAEWRKS7u3v+/Pkvvvii9ImW+zbc80WBf9FIVAIsFI3RlMpFpbymUC5RoVIEn3322datW1esWOH/XygaUIIAC8LX1tY2b968l19+Wf6hlp4H6LVgtIBFI1EJsFA0hlIqF/XymkK5GC9oEVCMFbBvFooGlCDAgjDt2LGD7vYGBgZ8Pt+5c6fSuzNSva60jsp3QTulopGo9MFC0RhHqVxUygvlEh1KRbB27dojR46Mj4+///77VVVVAftgoWhACQIsCJPLz9jY2JR39JdNmzalem3ZskU++ot0SVJaR+W7oJ1S0fj/l/wrvICiMY5SuaiXFy+gXAylVAT79u0755xzZsyYkZWVtX79+o8//lj+FV5A0YASBFgAAAAAOkOABQAAAKAzBFgAAAAAOkOABQAAAKAzBFgQplAne1b6XMtMtyzgRMXaZ1QN+PXR0dF169bNmjUrPT1969atYR0JAAAAXwiwIEyhTvas9LmWmW7lfCKkUGdU9fl6RUVFWVnZMa9rr7328ccf134EAAAAlCDAAh1omexZy7B7StOsyvlESKGO5ufz9dmzZ1Ngx8sUYxUUFKh/HQAAQAsEWKADLZM9a5k4QmkGXDmfCCnU+Sj8Ayz6Fi9TpIXpLAAAQBcIsCBSGid7Djr1qcpMt3I+EVKoM6r6fH3t2rVr1qz50Ov666+Pi4tT/zoAAIAWCLAgItone1ZvavLfTsA+6VOaW7A0fv3jjz+muCotLW3OnDn33XdfRkaG1pwDAAAoQ4AF4QtpsmeVzlJBp1mV07cPltwjjzxCwZaWNAAAAKhDgAVhCnWyZ6XPg85M7MMnQgp1RlWfr69Zs8btdo+Oju7duzcrK+uNN97QmAwAAAAVCLAgTErTo4Y69anKTLfqe1TfrMav79mzZ968eYmJiatWrTp8+LBeBwcAAASHAAsAAABAZwiwAAAAAHSGAAsAAABAZwiwAAAAAHSGAAsAAABAZwiwAAAAAHSGAAsAAABAZwiwAAAAAHSGAAsAAABAZwiwAAAAAHSGAAsAAABAZwiwAAAAAHSGAAsAAABAZ/8fXbasdKcrtnAAAAAASUVORK5CYII=)
| VMR Tools created by Darren De Zeeuw. |