Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Andrey_Samsonov_021822_5 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | June 01, 2001 |
Start Time | | 2001/06/01 20:00 |
End Time | | 2001/06/02 06:00 |
Key Words | | southward IMF turning |
Model | | LFM |
Model Version | | LTR-2_1_5 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 29.80 |
Dipole Tilt, in Y-Z GSE plane, deg | | 16.80 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 136.80000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Andrey_Samsonov_021822_5 |
Minimum Dst Value | | -27 |
SW Source | | OMNI |
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,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAVHVlIE1heSAzMSAwODo1MjoyMSBVVEMgMjAyMpKeILMAAAGbdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiR2VvdGFpbCAocGxvdCBvZiBJQl92ZWN0b3IgR1NFIGZyb20gY2Rhd2ViLmdzZmMubmFzYS5nb3YpIiwgCiAgICAieGF4aXMiOiB7ICJsYWJlbCI6IiIsICJtaW4iOiIyMDAxLTA2LTAxVDIwOjAwOjAwLjAwMFoiLCAibWF4IjoiMjAwMS0wNi0wMlQwNjowMDowMC4wMDBaIiwgImxlZnQiOjEwNCwgInJpZ2h0Ijo3MjIsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJuVCIsICJtaW4iOi04MDEuMCwgIm1heCI6ODAxLjAsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiMC4xblQiIH0KICB9CiBdfR4RLB4AAAAEZ0FNQQAAr8g3BYrpAAB6TklEQVR4nOy9eXAVVfr/P1Uz/PhQfqbmO1XW1NSUX8uyypqZmvJr+U9YDSFssomAICIChkUQGASEgRhFETCK4AeRVUAG44ARBD83yU1u9n0PCVkv2SEkkIRAEhZjwPzeuU9yOOm+t3OTdJabfl7Vdatvr+d0n+7z7uc85zm/aWEYhmEYhmF05Tf9nQCGYRiGYZjBBgsshmEYhmEYnWGBxTAMwzAMozMssBiGYRiGYXSGBRbDMAzDMIzOsMBiGIZhGIbRGRZYDMMwDMMwOsMCi2EYhmEYRmdYYDEMwzAMw+gMCyyGYRiGYRidYYHFMAzDMAyjMyywGIZhGIZhdIYFFsMwDMMwjM6wwGIYhmEYhtEZFlgMwzAMwzA6wwKLYRiGYRhGZ1hgMQzDMAzD6AwLLIZhGIZhGJ1hgcUwDMMwDKMzLLAYhmEYhmF0hgUWwzAMwzCMzrDAYhiGYRiG0RkWWAzDMAzDMDrDAothGIZhGEZnWGAxDMMwDMPoDAsshmEYhmEYnWGBxTAMwzAMozMssBiGYRiGYXSGBRbDMAzDMIzOsMBiGIZhGIbRGRZYDOMUv/mN/Ydlx44dc+fO7d6+PSEmJuaJJ57ojSMPVgbOFeuNNOh+zIFzuXQHD+yuXbv6OxXM4GcQPjwMoyOigrFb0zQ1NT3++ONlZWVOHkRHRowYERUVpfthBzED54q5hMAaOJdLd4qLi//0pz/h4e3vhDCDHBZYjCtx/fr1tWvX4sN6yJAhjz322LRp00JCQrp3qK5WSHa3P3Xq1Pz583t+rm7UjkOHDtU+1G8khg0bNmvWrE6FYA/RpY7XuMX19fXr169/8sknser3v//9nDlz4uLixKkVqI/s6Ir1PS4hsAbO5eoNUHj8/Pz6OxXMIIcFFuMyoOpF5err61tbW9tisx6ZzWZUwN07mi4CC+rq3LlzPT9XN2pHR7vYNbndvXvXx8fnueee6+pZdEmS82jf4ilTpmzcuLGyspJW4cp7eHg4f+qB09rlEgJr4Fyu3sDf39+ZTyOG6QmD+RFiBhmrVq3as2ePxgbe3t5//OMf8eW9YMGCxsZGWnj//n3s+JgNzOBvS0eDB21WUVGBj9phw4YNGTIEFXl1dTUt124ihBqg+l5sgxT+6U9/QhqWLFlC55L3dTIxMl3dRSPBjmwSuFaPP/54fX29vAS5oCV2ryr417/+9Yc//OH3v//9/v377SbJbsppS+zy5z//+be//a0iJdq3GLfm4cOHdlc5I2Hl5CnSoJHUAwcOkM3sH//4R1xc3IkTJ55++mn8ff7553Nzc+2eS3FlWmxyEOUB1xBXdffu3dql7q9//Wt+fj5tcObMGZrBkmeeeYbm7d4RR2VPxlEyoGKfffZZLH/qqaeQQfXlspspxeU9duwYXShcmaysLI0M2j2jxsbOZEF9B7VLNUl5u7ePYfSCBRbjMuB1WVdX52jthx9+OHPmzNra2ubm5mXLlq1du5aWb9q0CcvrbcyaNQt/abmiSkb1mZCQgPobu6MuwUtcsZndKhw1gfwX2+AU4lw4jmJfJxMj09Vd7CYYVYuPj4+7u7ujs6xbtw7VlfiL+Y0bN7Y4vqoffPABqkAsR4WnzmanKV+0aJGs1QTat9jT09PLy4tuk6NcayBvo0iDRlLnz5+Pyhhn3LdvH6pn+e+oUaPUZ7F7ZTAjFwyRErulDveCNAe0O9QGuQpBvtDFd3RHHJU9GUoGco1tIGVEMnDZQ0NDMQNNIx9QO1OKawu1hw2QF+g8Nzc3jQw6OqOjjZ3Jgt076KhUE4O7DZQZCLDAYlwGtZqRv7CfeOKJK1eu0Pzdu3fxtU3zf/7zn4XvEWZQR4rdHZ0Ir3h8qSs2c1JgiTTgXDi1Yt9uJKaru8gJlkGV5sjiAgoLC+UP+qeffrqioqLF8VX9y1/+ovboUiRJI+XUAqhG+xZDe0EmPvvss5AdSBgqS6HGfqNC48qo06CRVCHCUCoUfxWpJexeGSyUC4bd5IlSZzKZIFYw88UXX+BGkNiCsMPyFsd3xFHZk8FCuq0tNnORSAZu/f79+2VbbEvHy2U3U4qNhc3M0ZWRHyu7Z3S0sTNZsHsHHZVqggUW09uwwGJchj/+8Y9q84YjPSGanxSVmXj1K5bj09nd3R01t6Pd7VaKTz31lKKJUPtcTibGbgad3MXuuZqamnx9fTUsWGDatGnnz5/HDH69vLzEQZy5qnYXdiOz2rdYBpXo6tWrPT09Oz2m3eN0L6naf51fKP7aLXXNzc1QUZh57rnnQkNDx4wZ02LTVVje0vVy7kwysrKy5s6dC63217/+1Ww2qzfu9PJ2KYOOzuhoY2dO5Cj7dkt1i806yE2ETG/DAotxGfB+lA3+hHixogay67SBT1v5y96RBQi7m0wmqsPwq35x261j5s+f7+/vLyemUwuWM4npRvrlNDjaQPuTPSYmhupy/Apbl6Or6qQFq6uZ1b7FapwRbXaP072kOiOwumTBclTqJk+eHBgYSE2Q+JU9/R3dka5asLCxOv0oA+pC6yhTirPb/esog3bP2OnGGllwdAftluoWm3MbO7kzvQ0LLMZlwAsUr9Fdu3Zdv369xdaIEBISIt6wvr6+M2bMoJdvYWGhcOAQ7i+NjY0zZ84U7jWPPfYYHYf44x//KJxCFi5c6KTA+s9//oODi7+/sfnBNNqw64PlZGJkHO3SJYGF6grX7fnnn7e7i+C55547duwYanexxNFVJaccXCvZKUeRi66mvKWzW+zp6Xn+/HlqiqqtrcUBhU2uhwLLyaQ6I7DsXhnhOUTHFzs6KnV79ux55plnDh06hHn8Pv3001988QWtcnRHHJW9lo7Fb86cObTN3LlzxXIchPQT5AiSpM6d3Uy1OH46Os2g3TM62tiZLDi6gy32SnULh2lg+gQWWIwrgXpl2bJl+Dz97W9/S5GQ8IIWa1H3PPXUU1iFV6owLKE+Xrt27VAbq1evFtEFUWNhiXhBm81mVGPY98knnzxw4ICTAgvCBYkpLi4W2+zevZt6eCGd4lxiXycTI+NoF2cElgD7olYW6XQE6iFsKV/SFgdXtcXmVgxFJXcrU+SiqyknNG5xXFwc6tRhw4ZhFXTYqlWr5M6eCjSujDoNTibVGYFl98rggMjUkCFDUDYU3ffslrrc3FxsTK2l+MUGsvXF7h1xVPZaOhY/Ly8vkQxh/8NB/v73v+Pvs88+a7eJ0G6mWpwQWI4yaPeMjjZ2JguO7mCLvVLNgUaZvoEFFsP0CNR2oq3BGTsKwwwEIDKg0vo7FT2i21nAA6tuiWYY3eH6gGF0gwUWM8DZtGlTY2NjXV2doh3NhRgEWWAMAtcHDKMbLtHxe6g9+jtRTB9x4MCBP/3pT8OGDXMUjHTgMwiywBgEFlgMwzAMwzA6wwKLYRiGYRhGZ1hgMQzDMAzD6MzgEVhlZWXTpk0bZgMzco90Hx8fGgTU29tb3sXRcoZhGIZhmJ4weATWc889t2vXrmYbO3bsEDEVjx075u7uXmvDw8MDf7WXMwzDMAzD9JDBI7AUA1eJjlFQUVFRUTSPGRo2QWM5wzAMwzBMDxk8AmvOnDk7dux4aGP79u34S8uHDRuGJTSPGfzVXu4M6rDRDMMwDMM4g341/4Bm8OSzoqLiqaeeopuHGTEmmuJeOhodVj34PJcPhmEYhtEX41SggyefEyZM2LFjh/DB8vT0pOW9ZMHSL+EMwzAMYxSMU4EOnnwqTFDir8LXCn+1lzuDccoHwzAMw+iIcSrQwZPP559/fvv27cIHS9GLsLq62m4vQvVyZzBO+WAYhmFclNjYWOE50zf813/91/z582tqajRSZZwKdPDks7Cw0NPTkwZWwwz+ilXe3t524105Wt4pxikfDMMwjIsCdfX111/35YiNkFZbtmz529/+prGNcSpQo+RTX4xTPhiGYRgXBVVVv4yHrV1FGqcCNUo+9cU45YNhGIZxUfqrqmKBRRgln/pinPLBMAzDuCgssPoXo+RTX4xTPhiGYRgXhQVW/2KUfOqLccoHwzAM46KwwOpfjJJPfTFO+WAYhmFclJ5XVXIIhmHDhs2aNausrKyH5zVOBWqUfPYcRbSP/k4OwzAMw2ihi8AS83fv3vXx8Xnuued6eF7jVKBGyae+GKd8MAzDMC6Ko6rql4aGy8ePW48ebbp1q6tHGDp0KH5Xr17t5+cnFmIeSzo9rzNrBxNGyae+GKd8MAzDMC6Ko6oK6srk5oYJGsv5IzQ2Nvr4+NCwcg8fPvTw8Pjpp58wf/78ecVYcyywCKPkU1+MUz4YhmEYF0UXgSXz+OOP5+bm0qrq6uqnn356+/bt+MW8M+d1Zu1gwij51BfjlA+GYRjGRdG3ibCpqcnX11c2Vu3atQsb7Nu3z8nzOrN2MGGUfOqLccoHwzAM46Lo6+ROkA8WyM3NffLJJ0NCQvCr6FrIAoswSj71xTjlg2EYhnFR9BVYzc3Nu3btev755zF///79Z599NiEhAfPQWFjY1NTk5HmNU4EOqnxmZ2dPmDBh2LBhTzzxxMmTJ8VyHx+fx2x4e3vL2zta3inGKR8MwzCMi6JvHKyhQ4fOmDGjuLgYy5ctW3bq1Cmx2aFDh7DEyfMapwIdPPnMz89/+umnzWbzw4cPq6ur165dS8uPHTvm7u5ea8PDwwN/tZc7g3HKB8MwDOOicCT3/mXw5HPJkiWy1UoAFRUVFUXzmBkzZoz2cmcwTvlgGIZhXBQWWP3L4MnnH/7wh0OHDv35z38eOnTo3Llz6+rqaPmwYcMePnxI85jBX+3lzmCc8sEwDMO4KCyw+pfBk0/cs2XLljU1Nd2/f3/FihULFiwQy+XNhgwZor1cPqAGvZYPhmEYhtEBFlj9y+DJ57BhwyCtaB4yS3QlZQsWwzAMY0BYYPUvgyefHh4essASgknhayWCpDla7gzGKR8MwzCMi8ICq38ZPPk8efLkihUr7ttYtmzZokWLaDn1Fqyurrbbi1C93BmMUz4YhmEYF4UFVv8yqPK5Y8eOP/7xj0OHDp0/f75wcgfe3t524105Wt4pxikfDMMwjIvCAqt/MUo+9cU45YNhGIZxUfQNNDps2LBZs2YpRsXpxnmNU4EaJZ/6YpzywTAMw7go+g6Vc/fuXR8fn+eee66H5zVOBWqUfOqLccoHwzAM46I4qqp++aXh8uXjVuvRpqZbXT0C9dD38PDw9/cXCysrK//yl780NjZqn9eZtYMJo+RTX4xTPhiGYRgXxVFVBXVlMrlhgsZy/gjQTz4+PtTjPiYm5tlnnxWrVq9evXv37k7P68zawYRR8qkvxikfDMMwjIuii8CSefzxx3Nzc2nViBEjzpw5g5ni4uInn3yyqamp0/M6s3YwYZR86otxygfDMAzjoujbRAgJ5evrK2JGhoSE/P3vf2+xDQS8f/9+Z87rzNrBhFHyqS/GKR8MwzCMi6KvkzshRkkBzz///Pbt25966ikxLIoz5zVOBWqUfPYcHouQYRiGcSH0FVjNzc27du2CqBJLzp07hw1OnjzZpfMapwI1Sj71xTjlg2EYhnFR9I2DNXTo0BkzZhQXF4u158+fp1bCLp3XOBWoUfKpL8YpHwzDMIyL0ttV1Zw5c86dO9fV8xqnAjVKPvXFOOWDYRiGcVF6tao6c+aMHKnB+fMapwI1Sj71xTjlg2EYhnFReq+qGjp06JNPPpmWltaN8xqnAjVKPvXFOOWDYRiGcS0s1yzbM7efKzvHgz33L0bJp74Yp3wwDMMwrsXIgJFuJjdM3a6qihuKo69H593O697uLLCIwZbPurq6p556SnH/fHx8HrPh7e3tzPJOMU75YBiGYQYslXcrb9y/oVg41jwW6mpM4JhuV1XHLh/72vo1pu7tzgKLGGz53Lhxo6+vr3z/jh075u7uXmvDw8MDf7WXO4NxygfDMDqC6tB0xZRck9zfCWFcA2u9dU3iGkyljaXqtX5FfmSpyq7LlpcXNRShmGEhqqoHvz4obCjE9GvLr86cEZslVieSwDpx+YS8Ckqu8l5l08Om8+XnsTayKtLRQVhgEYMqn1ar9emnn25ubpbvH1RUVFQUzWNmzJgx2sudwTjlg2EYHXkt6jWqEdVWB4ZRkHkzc2b4TCowR+0NGrg9czuthZwSC+8134OOx2+LrarCQcgW9U3hN2k1afcf3Nc+aeMvjbT9qaJTciktv1NOy6OromnmdMlpRwcRVeThgsNIHnJR+3Oteu2gZ1Dlc8aMGf7+/i0d79+wYcNEFH/M4K/2cmcwTvlgGEZHZkfMphoRVWB/p4UZ6Aj9hMm/1F+9geWaBdplXuS8ooYisZA0GUpai62qyriZQXqIprgbcRpnrPm5JvBqIJmvfiz7saVjoNEh/zXk+YnP74nac/zycWyAszs6DlWRW9K2iPSvTFhJmq/FSBXo4MlnTEzMqFGjaF6+f4p7OWTIEO3l8o4a6J8BhmEGO8k1yag1UT89+PUB/uKznpUW44h9eftInZwsPIkCk16bbrpi6tT2KTRNi60Wu/fgXsDVACGwoq9Hyxv/2vJr5b3KgtsFF29ejKiMOGZtc73yK/bDjnQEbBBZFYmFBzIPTHt72v/92//VNl+1tFevwvxGE9KPAr84ZrFxKtDBk8/nnntOxORgCxbDMAOZpodNe3P2jggYgYpHwxLAGBkUEogS8q+y1lupb+CGlA2KzbDBa1GvQc1EV0VDr7+f/j7mfS/5tkhVVcMvDZBWmGp+rqG/UPlHrUejqqJk+5aYoMloRxxBsep3/9/vyHylYXTAX6jDKSFTkODxweNJYH2e8zk+MHrSt9HlGDz5dGRkUvha4a/2cifPpV/CGYYxEOGV4Util4hax5F7DcMIHvz6YHf2btHWJq/Ku503IWQCrSIFtj1zu1jrqKqCuqJd3st4T6Gfvi36NqM2A9pOHEGsiiyNfHPDm/9vxP8raSghEyxx4sSJmTNnysfHXqJ441DrU9bTvF+R31jzWONUoIMzn+pehNXV1XZ7EaqXd/X4DMMwzoMKUm438Qz2TK9N7+9EMQMXSKiRgW1xreZEzEmoTpDXQp3LxQnTlNAp2IYao6mBj6xWkEQQ9wFXA0oaS4TA2pOz58eyH08VnfIr9jtTcgYb0MYChdni8ccfz83NlTcIDQ19/vnn7969K5bgRNiSrLP4kMAS30u+dLpJIZNmhM0wTgU6OPOpuH/e3t524105Wt7V4zMMwziJ7Pm7OnH1icITqCNlTyzUT/gr97piBh8NvzR8bf0aBQDi41bTrRbbfYckgv4+WXgSf6/euYqCcbrk9E/lP8mu4liYeTNTHMd0xUSrvrn8zevRr9P8zPCZ1J1C2J/K75RDaYnmP9FESKfWQK7smpqafH195dYeq9X617/+taKiQt6l8ZdGsmBB6lHBxuk2pGwQuTBOBWqUfOqLccoHwzA9gbx6UeFRrdliq2xir8einiNzAlU5olmn6WHThxc/pCiRqGL7L+FMb5Fem37EemRh9EIhOCjIArSIkEf4uyZxjVhLgUPfSXmHGgGph6Dgxv0b5PmOwkYbzIucRwFBhMCy1luxlroHWq5Z7j24B71V/0s9xBA5s6uB9sJe6spu6NChNFNdXf33v/89KSlJsUHzw2YSWOuS1omFsqXNOBWoUfKpL8YpHwzDdBtoKdEgqHCdIVDV0dqdWTtpidyAyE2Hg4nihmLc3Ekhk8YEjVE06n126TMIa5QWElJecV7YHuqE1gp7FVQULZkWOg2qS7ZjYRXp+BOXT2AVpDnk2tzIuSSwfrry053mOy3Ua9UWKdSv2A/LKdoCdrFrx/qh9AesxRFoX9Dc3Lxr167nn3+e/o4ZM+bMmTOUNUi3Y9Zj58vP06FamybbY3ERFDF1adzS+BvxxqlAjZJPfTFO+WAYptuI5huF67GMf6k/Pu5F33vRs/3VyFcN1Ur44NcHp0tOy5fCpaEOgFAV9HdH1o4RphEKXUVSiWY8gjygrmaHz/4i54v/vfK/4ZXhGTUZuBooHrI7OUrU3py9L1pepL1mhM2ALGuRSppczCDRSGDJlxRiCAlTOLZDdamz8H3p9ySwBEOHDp0xY0ZxcTHWptWmKdyz6FD0VaBdRRqnAjVKPvXFOOWDYZhuk1CdQE02H1/8WHTLUkMaiyrjA/kHoLHwra+xPUFuNBQhSed09zmZNzOF27Uw5rk076W/R9nBbUXu1NJqsmWyV5zXF7lfKJaPChwlugR+X/K9+siTQibJ269NWouSgFOMCRyj6JEKXYWqqqyxTCy59+AetRLi16/Yz1xhhqg9X37ebishdoy+Hp1xM8PuGDtCnCGDidWJ4u/JopOd2qiMU4EaJZ/6YpzywTBMN6AhePNu5124ciG1JlVDLYnaV92GWN5YfrjgsOyJjOPgyPiL348yP6IdgyqCejEnvc+F8guyYnBk6nMtRFPvuynvJt5IpPkJ5gmfZH1yMP9gVFVbhCDcx5WJK9XyS0zqOLTqbchoRKVCobYVVdWd5juy4arTXLSWt3uVdU116lXfFn0rH+rfRf+GrhJ/cV4UXUeHNU4FapR86otxygfDMF1FDMFLk3bM6+y6bNpsedxyocOs9VavOC9xhIUxC6HVsHxxzGL89TR7yseXx6HDZjTKb69mUF+E+/MrEa9MC502PWy63WFhXAho68+yPxPhqXBHYq/H4tdumy9u+snCk1/mfWm5ZoEW352ze3b47FEBbXYsdYPpvrx9UG+QL9sytpGhSzREqlFXVdgY5RMa6IfSHzBfcbfC7o5EWGUYmbvUKW/8pZEcucSUdyuPzGMksOw6HTpK1WDFKPnUF+OUD4Zhuoo8hJybE3FETxWdcg9yJ78rGlROcQRh11FbL7akbSFZht9NqZto4ZjALgxd34+UNpbi4nyV/9Ur4a8o8gX10N+pa4UC7uPiy4P9dYrwT6epG5H6IX1wZbRtk/ea78luXnaxW1U1P2yGPIKKJTEkfNjViDF27Dpp0VoSVf8u+jeO2djcGFEVcaLwBM6L69alVA1KjJLPnqMxLADDMIwAFapncJuRaWbYTNTNWCK8rNSI/vmYRgeOPl1yWgRmJOGFaU3SGhxhffJ6EXOyda3ZPawybF7kvJnhM/9T/B+5Uu/jLHcPIUTejHuzzfHI1JY7ClXQG9xqurU8frkcOEMDSBzthssb928gF0til8yJmCOOKdoHv8r7anf27pfCXsKq8MpwnXPiBBpVFYoZiScII0fblDSWQEVFX4+26+eHhdj3/oP76lW/+93vupeqQYZR8qkvxikfDMN0g7zbeahTIX0o/pCITmR3Y1RUCptHwy8NpismVMlYhTp+VeKq4abhdASFF7zoPrYtYxv1QJweOv1IwZFOA0j2O8gjtXi2KcjENRAx2XXZs8NbI2R+ePHD9Nr03hgJG4d15PSmRsTRoKH91MgdRTHNjZgLPU1R1HGnfij9oX99y/77v/+7qqrK7qrihmIoJ1wNuz7sPeH06dMeHh4aGxinAjVKPvXFOOWDYZgeIsIXaVtl/Ev9qSPYWPNYebkQBG72xtWBIiH1hqm1Kedu5Yr4FW62IUoGssY6WXhynHkc0jk8YLjakwxMsbSNE6z7qXGJqCOeI80kuNd8z6/Ib0valu9Lvrd7MaFx9+fvVzRuyjJajq6p7YrXSyxZsmTLli19eUaoq//zf/5PZGSkxjbGqUCNkk99MU75YBim50A9oK7dnLoZGkvDu6i0sRRbkj+7wFpvletvWaVhFapzERUJ8gu7i0haXrFeFCRJ5kL5he2Z28+VndM1f11GztHenL3QMXJHy315+3q1rROXBTKr00AYInLEVMtUXFWF6z0OIoKtQ7FNDZ1q9waJ6Jq9kZFOqamp+dvf/vabvuJ3v/udh4dHaGiodqqMU4EaJZ/6YpzywTCMXnRbNCRUJ3xX/J26/hYGkhcCXxBrD+QfIEsYpiWxS4obi2lj2Qu+H520kGYovPHB491sPeB2Zu1U+PcIjzTkQqOrfw/BWdJr02t/riV3cruKUwgsmmZHzEbKheO58JNza+/HAAWG6z8xZOIbMW+4VkfOPsY4FahR8qkvxikfDMM4D6rYlQkrUQ2rrSP78vaRx3q33bfDK8NRkctNhMJD6PuS70lULY5Z3KLqhHi29GzmzcwVcSvEEiibaWHTvOK8oDAafmmAVuhqR7luUHC7QA4wsSB6gV0Xq1tNt2jEmIXRC3spJcgytRLiCggr1LrkdWLcZaK8sfyr/K/25ux1N7urLYiQhrRkefxykRGxGW6HoQLxdwnjVKBGyae+GKd8MAzjPKJ5TiM+pLrZrie0ji5nO1dpYym0F+mDB78+2Jq2VeEbJCZh7nKzxai0O8qK7uTdzhsdOFqREkcbC/NSLyVGHlZZ0b1AuIKdLDxJS5JrknFVoQ5Jwr4W9RptgORB72IzWUzTEMuOygBDGKcCHTz5jIiI8PT0HDp06O9//3svL6/q6mqxysfH5zEb3t7e8i6OlneKccoHwzDOQ9FB7VovyGSC375JCWr9E5dPeJg9FJpmbdLal8JecmuP8lDUUBRVFUV/xwWPU3ia65WSoIogYe9pPZHNvX15/HLtHckc2Bsj50CA7s7ejYNDHkGYvhL5KAoXBVPA7VsYs1AhuSiIK7a/cf/G+fLzp4pOKbzlWmx+8f4l/u9nvD84hjDqJYxTgQ6efE6bNi00NPThw4f3799fv349xBYtP3bsmLu7e60NDw8P/NVe7gzGKR8MwzhPwy8Nn176dFrotIXRCxUai6wyfTyS8dU7V5ESCvGAVEETIIUQLm8lvPXxxY9FCo9Zj7k5jlxAoZ6wStGB0UmEKcjNNgCf8wP7aJgDncSvyA/J9r3kq611RNiqI9YjtKXwr8JFwzVUbC8bvWKvx3YvbUbGOBXo4MwnZNaQIUNoHioqKqpt4CfMjBkzRnu5MxinfDAM4yTQH0etR1+NfFW0vvV3itqgZkSFyMi8mbk9c/venL1ND5tKG0up/cuuuUi0IW5N29pVqwwOLsZMdHMiqL0MRcnqiTOT3KFyU+omapwtaijCrUHCIBwp1JZ8KWhHYW8j89W95nt0qMkhk/E7NmisukmRcR7jVKCDM59ms1lYsIYNGwa9RfOYwV/t5c5gnPLBMAJq60GN0mn/dmMyO2K27OMM1dLfKdJCmG00hgomkmuSRb5WJ66W49FTQNSzZWdzb+eeLzuPeeEkjlU48vasNnd7sqJ1yd4DXbUnZ8+00GlIavcc15bHL3eTQm1ZKizzIucJh7PpodMxM8UyRb0jLgW0oAgeIYfab2tpTV47I2zGuuR1fWySHBwYpwIdhPnMzs7+xz/+UVZWRn8V91JYthwtF2gH/Oi15DPMQAEf7qhaqG5DbYfKlWqXl8NfVnufGBxckKmWtkhI2XXZA78H2Za0LSK1Le0DyHiYPdyD3CeETNiUuok2Qxk4fvn424lvC23hGey5MHohjQkjhyqgaXHs4qKGom0Z20YHdXBp756lR6ECu5pBaCCKB0HTqsRVYl4cWcPXXqCwYI0OHI3dsbAbOWJaWGC5LjExMc8880xWVpZYwhYsZhBDGqg33vVQDBNDJrq190tXVKX9Mu7HQIaa2EYGjIyqiurvtDgFGZ/OlJxZk7gGcuGnKz8ppNLs8Nml9aVCh00KnqTYYF3Sug8vfqhY6GYb9EaxBNKte2HlKd7EWPPYboSQUKSBTGhu7Z0HwyvD9+XtQ8blMYmpkVfbzNZzzzDGOBXooMrn+fPnn3zyyYsXL8oLFb5W+Ku93BmMUz6YAQ51C3cmYhBEGOoPa731wa8Pfiz/cUHUgvmR87embz1dclrtxovqUASrxFTeWL4+Zb1cXS2NX8oVDCHMG06aQwYUIlQpdMbE4IkKUSIHdKCQBIoN/l3077cS3xobNHZ0wGix8aSQSRSRYVTgKPrb7aKCsop9uyHOsuuyqQXw5fCXkfKlcUtFmpFT0RJK8nFe5Dz6RBEqWePIG1I2UMOivuE2DIVxKtDBk88DBw488cQT+fn5iuXUW7C6utpuL0L1cmcwTvlgegLe2rm3cvFBrFYwPQeVBL3raTqcfzi5JlmsgmxCvYLKCZ/pE4InPKosA+yYIqaGTsX2+3L3kckK9aJHUHv3/oDW31EBo+jv5zmfHyo41GbASF73Y+mPidWJ2vYzyzXL24lvL4pZhPTgOuzM2olJ3cPOdMUk0u9aCAcdD7PHhfIL/Z2croEEU+LPlZ2DYkipSUFxfSfpHUUJ2Zy6mfQEbhMEyvyo+ZRfkiPCvORf6v9uyrtir/6SIChdJJVmh8+mNKAQjggYgaR+cukTWa4pzFFiVEeNgzc9bOqe5mMExqlAB08+NdykvL297ca7crTcmXPpk2hm8ALZMT1sOr2v8UEfXBH8bfG3WDIhZMKOrB3hVeGoq3piBCq4XSBrIJommCfgFCMCRwgNpG7BcX5aGLNwkqWDGkuvTRfRw8U0O2K2o0RSRzDZeEAzqIbthmdclbgKUu/G/RuuYh5DLrZlbBsT1FqdC78l1wL3FJPCvV0ebwc3S6EnSGSQC7mb5CAlhrXWLhW9jZOja7dIFizSYZD476W/h4+BN2LewPcAB7LqJYxTgRoln/pinPLholjrrZAvPRz6A9XG2sS10CtTLFO2pm3t0uc4NqYWCu1pQvAEchZ2BFRaeWN5SUOJ4uyljaUiLrbsXOL8hCpkY+pGMkU4mnAN/Yr8PIPbhjcRnbn25e5Tb+xh9lgcu1gMNoJfdTBx2eOYMo4MQrHJy0WOXKIDvHBdshtByqWB1KCsyd0GBSgJX1u/XhK7RIQ/aJGUDQp///qA+5f6b8/cTlFDu4TcFXTgBNoYZBinAjVKPvXFOOXDRaEK29Ps6UzDEz7H8SbNu52H6bj1OA2XdrjgsOyEhOmFoBec7zonmo1GBIwgTxRH01TL1LjrcWdLzvpk+MiReFpsddjciLm0GVTOD6U/YGFGbcaB/AOvRLTFnvaK9QqqCFqbvJZa9+xOU0KnpNWm4VJEVkWeLz//2aXPgiuCxdf5vrx9r0a9itzRxhSu+lzZOdGsuTt7N2kjYVXKvJnZdk0CX0AGFacbEzRmUsikkaaRYglyIaKHi+lQwSGIEg2ZSNft44sfD9ioECg2IvuuaL66UH5hZMBIlHO7IxPTc2FXXbW09+8bax6rMG6h8CgGTHQtRBwHTCjn/Z2cwYlxKlCj5FNfjFM+XBRFVa0dqwYKQy1KoBLUVf7OrJ1ORoE6W3b2lchXpoZOhTqBAJoTMWd00Gj3IPelcUs3p24mVw8RnkeeXo189cfSHyHvlscvl12M7U6o3oQBDGoMUvL70u99L/kev3w851YOneXl8Jed6ddW2ljqSIzadTSGAkM9itp3YfRC7UR6xXm1tKs0mnARJgVPmmKZotgS+hIXSn0Ebe3Se/0oO0VE4FyXvM4VXZ7FmNDdMBYO1s50eBC+K/4O74SE6oT+TsugxTgVqFHyqS/GKR8uin+pP2plMRDb+bLzjrbUGBZ3ROCIN+PePFpwdNvFbfJy7Ua9FqneddRsREEdyxrLtKWJMO2orURCkWgkgyJW93bFf/XOVeQ3/Fr4wfyDb8a+KScP139X1i7yZ8d1NleYIa02pGxABUYbkPkKvwuiF5AKRGqhDr3TveXjTAmd8nnO56jR1ySuUbjFiKbYvm+hQ00MOQjR/GrUqy5aGZOHuyMLljY0UCAk2oC1LzIDFuNUoEbJp74Yp3y4LmPNY+WGpyWxS3668pPaa5U+4mmzEaYRrUEUYxbSYLRukpOs+NanaXf2bkf1SvC1YKGHOq31t6RtmRA8AUnFpPBDoumFoBdwrlZDUfvQs0jq5JDJqxJXhVeGD8C67cb9Gz+W//i19evkmmRHycu8mSlaBqFu7W6G+vtQwaFFsYvoYortU2pSOmxW4q+4U30DlCvFnHTjkGC9DAT6UevR0yWnnXc5h/btg08LptsYpwI1Sj71xTjlwyWovFspd/7H61ihh8Tkk+5DPdSoUt+bs1c4WsleI9iAqk+hkFDfKw71atSrh62H8d7/vvR76KR5kfMgzkYGPnI8QpXvyH/FLkhScEXw/Kj5HmYPiK23k97+tuhb0f5C7XQDPz64k0Rfj3ZGg6qHKBkVOCqyKhI38e2Et8WQcFj46aVP+6ZCxW06Yj0ijKOYUAb64LyGRUS4tVyzOLP92bKzFFXkvfT3ejttTPcwTgVqlHzqi3HKRx+j/el5q+nWT+U/YVK4fYhgiQtjFmbWtvlfTwyZCJnlm+0rBt9ta/iTmtuEZ/cbMW8o/LTUnj3YIKUmReyiPU2xTOlGDybjAKW4OGYxNKh2eytkpey8JaZxQePkv2TfgrqdFjrtq/yvemLY0/bsblHZMjVanxldUIy77Aj6yloWt0zcmsHXr3PQYJwK1Cj57DnqIFt4pKvuVaGGQAXP41J1Faio6Krobwq/+dr6tcLHaFPqJlTAqOdERzZUtHty9owwtYd3SlonH+p0yWmxr2gTFMHNcWv8ivxmRcxyJIbGB493Pmwgkv12wtuODkXT3Mi5Lhozc2BC8ZZeCntpSqjSL57EsWLJmKAx3xZ9240gRtD3Im7F1rStWTezFkQtgFJ/L/29c+Xn3kl+h0K2iinkWkhv5JeRUYy73GJ7G2xJ2wJ1fiD/gNhMfGXR5Bns6RJhPowJCyxGC5QP6kQjqvPNqZtRp/ZGI0Vpqb/VevT+ABizHe84fL5r+PNCpnyc+TE+Ivfn7VdcCrwc9+Xtw+6i57NXnJeGRhlvHk+Xd2PKRqhYRXBLXHwc58b9G3iHXrhy4aPMj+aEd+h9NjdirsLKhfRAlrWJsI7d97oRlPmn8p+WxC5BMshx6sWQF73TvY9Zj2Xfyh5knaoGFHjE5HAP2y5uK28sR3XbGuqzY0wNN+dalHDrl8YtFQ5ezk8r4lcUNxb3QZYZBWeKzwgXSQ+zB7XPQhkvjn0U0nZOxBwejHwgwwKL0QLlw+5rV99W/8bG0tDQaSaTG6aYmDfqbc0Wd+9WXrliqulbA0l2Xfa3xd9SHqeEToHiUffbv3rnKkWQEhpIrMLrT9SLXrFe9CUqD9+mHSpzZMBIIYlGBY6ijSeHTKYu/WLVptRNYkSXwwWHHWUkvTadEnCy8OTKhJWOtmQGLKk1qccvH1fEy8A8bq4YmdjNNgTeh5kfZtZmOjJlQXNTMKeuTii6bLHuS3Bzv8z/cnSQfR2M14tot50RNgPal+NXDXBYYDFatAmsAKU4eNPWNnTUetSZyEOdAiFF6oqmhISVNsk1nf72gU0L76k1iWsWRS9SvNGEHxLJHUyozNSBLqF4qNpT9N7/IOODTy99OjNsJvYSUcLJno/t5UB/ignVYe7tXEdrcc0p/AEPcGFkUN2KHpdtmj7Oy65P1RHrEXUpmmKZAuX9P7n/Q39RqrembUVBdbN1azhVdKo3hpVktLHrhydslpjxzW5zhGfHxz7ml4aG2vT0hqJHY2Zcj40t/OabqshIrFJv/3Nt7d3KShZYfcRvf/vb/k1A9yCB5dX+qM8ImeyBd7HJbVar3mpbaLUevdIzJ4Da2vSAgJFCYMnzmO7erYQA6uq3WnptOvRf7PVYZzZ21BdPYxodOPrl8JdFZzp1w41igtiimaCKIHFeGsAO9eKenD3uQe60wYiAEZRsSDG1xavT2FSMcRBxyB7JptApIddCIL5Fy7Xc6OwoVAQzQBB+7jQtj18OGY1JfNSVN5bjBYJ7yh9X3abp1q3UTZsSVq5EreLkLqX+/iGTJrXegZEja1Ja46fUZWeLGxUycWLJ6dNZu3a1/h0xIsjDo/Vj3LaKBVYf4boCa5Rp+I7WyEmt0xcBo07bZuS3wDs2BbbePC714kdNttY0iCHt8X39ivxWJqz0veRLr4m823ljbN4hh1I3LTe5TTC5jTW5jTO5vQhJ19GLSG0wwxEuXLngFeu1JnEN3kQttgYRnLpN8QS4LYpZBPlyuuR0UUPRvMh5L4a++Hbi22Iil3B5jBcInYXRCzembNRuztuStqWlfRgNxYTPUEXUbySmsKEQgg/yyFENh5fmzPCZSKE8sOCF8guzw2dPskxanbgau/uX+vOLlZHJupn10cWPJgU/GqlalFuo/9kRs1fEr6C/65LXsboa4FAPQbwY02rTRBN/iy14Cu7j+pT1eK92KSQKo+BhU1Pali30rGRufxTXDTrWevToFZPp59ra7N27UTkUffutME2Fz5z56HU+YkTuF19URUZ2eOsPH263omCB1Ue4rsD6RjImYfpOKj4KpeUOJREwcqLZgzrBjQ1qHd6EhmeZYpki6y3hlvTxxY+z67KXt7esid5zGtNb0a/n3swQhzpccFjWRruydtmNY9lqcwpwysNXmIgg5qgNVHRoh3A8Yj1ChjHyTcEqnFHsiw/NU4WnsFC0ALb6x1z8kFtbmN7mVNEpjU+CpXFLuVOCS7Mt49EoC4btuvvrgweV4eHZn39efv580y37XXauWSzQSdhSLCny80tYuRJyCi/mwpMnxWMRPG5cqb8/bZO0bp36uYHSorUxixcr19oUVfCECQEOpBULrL49/W9+81t7DBkypA/O7uPj85gNb2/vLu2IZJOuSk//QGisQwmrlkDomNzGdyZWZMG0PWt7UEUQdQ6XLUbDAzoXPYoiPDZgFD7p8m7nfXLpE/XYut2e9uTscXIAPgUQXtsztysGMGaYPgbfKhReQT34I74K+jt1TI+QjeWGjcsAqSQKdcqGDTXJyQqZBcFEa/MOHhQaq4P9qeMUNGbM5ePHsU3imjXqteaxY6HVWmwOVbXp6QWHD5s9POQNINruVlaGTJ6M+YARI6DSblutJadPQ+Th7EgbC6w+oh8tWMeOHXN3d6+14eHhgb/O74vyERo6LSdnz8OHTXV12eXlP9bUpGK+qMgvNXXTd3FLl4RO9zS7jw1SeiBpqXoH08j27+9ViasCrgb8WPbjrqydqxPe+jDh7YDg8V+b3MbIGweOfEE66dTgiR3P3nqo8cHjD+YfnGqZ6hH0KBr1m7FvLotftjF14/rk9WsT1/qk+8Rej20dY64ynFvfGFfnxv0b6bXpFME/sipyS9qWOeFzVsSv4HYlVwdfpwuiF0wOmbw2aa32mO4Dn18aGqBLHjZ17XMUu+R9+aVSIb3wQsyiRWXnztE21qNHxSrMt9gMWpYXX1Tslfj22wGjR7epKA+P0rNnb2ZkxHq1ORtDKkW88grNYyGOj5noha3hBqG0ElevplXB48fj4Fh4/8YNyC8kT51mFlh9RD8KLKirqKg21yXMjBkzxvl9yYJ1t7PGhdLG0i0JK5eZ3HaZ3NaYhm8wuR20+cJTcZZH2xDemhNCJnyQ8cEL7b7h64PHFVXFFNYXXr1zVW0HgqQrLDyZmLhmW8hERbskTV+Z3E6Z3NZFvz4peNLU0Kmf53wOzSQ7M6HKOVt2tnsGKoZhGEYXbuXmmseNw2s7cEzrJ3P88uXO7CWUU8ikSaHTp6srgeBx43Co2EWLLFOn0pKIOXOqExICRo5Ub1yTnHzn6lUoJLEEicnYtq38/PkqW13ZWFoa2K7AxEQpab53D4nBZLfzoAIWWH1E3zQF2mXYsGEPHz6keczgr/P7onwEB49vci5A5c8/10KKYePq6oSIiFfOm9z8TG4/mNyOBLnPt0x5KeyljzI/Ig90fGRfayy2Wr++EDxxh8nN1+RWWv6TM6e4f//GNzZnL1Hq38DukXN/srVdWrkdhGEYpm9p9W06cSJqwYKEt96qt2rZSm9mZjoSLgoggGrT03+ubR2TtMjPT26by9u/P2bxYiyxK55axdbEtq97s6dn4KhRrUap0aMzt2/P27evsbz8/o02+19jWZniCLIV6nZBgbzKSSGogAXW4Edxj9VS7zeaOKmu1JSXXzCbxwrPrbi4pXJEq4SElbLvfLXjsOkKrlwxQbe9Z3Jba3L7/FFkhxExMUuKi797yAYqZmDzyy8NtbXp9dxmxwwWsnfvVjTMOcIW8bCDGILeCnvppYJDh4TLFGZy9+0jHRbn5VXq7x/s6SnvQn5RLbZGQ8zHLV2qOKaiJTF0xoy67Gy76cHyhFWr6FzmsWNljy4kI37lSjpC+MyZdnfvFBZYfUpZWdmf/vQn2eG9DyxbPbRg9eTUaWlbZBUFbdTYWIra5eefa8PDZ4qoV1evBnbpsHl5+4KC3LFvYOAYU8dOjoWuGSYKupArXYMgHoqMjPf5e4AZBGTt3CnUjHCHUvOwqQnKyTJlStiMGQUHD0IbhU6bJluPKEJV9MKFsjwSRibIoKuBgXalUr3VmrN3b/LatWlbt1YEBVFnwyDJVKadfpy3Nj29sbRUneCUDRugrkR3wq7CAqtP+fOf/3zixAkhd/oGhQ8W/jq/b8/LB7RUcvI/qUaJjn49MHA0ZsLCXo6L84qImJWcvO7WrZxuHBY10927lVVVkQkJK4ODx1ksk0UU+IEwmmFXSU9/j9LfE42FS221Hi0pOf0re+sPVHBrYmO9xPdAfj6PX8QMaJrv3YMSqorSGrED2ggaK+Xdd6/HxsrxERSUnjljau98R0sS2k1E5DMet2yZ3SY/auNrKCzsUsrvXL2K40PMZWzb1qUddYQFVp+Cy93H6qqlvRdhdXV193oR9jwBEEMQUrKdKTBwpIjS3vPjt9iaXZKS1tAxs7J2pqVtCQ+fmZGxTWwA8ZGdvTszc7ujM6Lmq6wMv3LFhNTevJmJmfr6Emz8Sy8Ma61GNJiGhb3UIPnmd4lLl3zpIJcvH9c3eUzPgXRGoYqLW267R8Nls25/J41hOnA7Lw+iiiw6OXv3ksTR1li0F/mtq41YtZmZSf/8p1BLQmA9bGrCqog5c9SKKnn9+qgFC8Tf2rS0Xshor8MCq0/5wx/+cP/+/b4/r7e3d7fjYOmSAKv1KFUnSUlrIyLmBAa+oPs4gxUVQXTMiIjZcu1VU5MMdZWYuIqWpKS8a9errKjIT5KAj+o/i2VqRYVZ2xGNGvhwrrq6Dubr5uZ7t27lXr8ee0cz0CgJIyE6IyPnN9pC0ncJpN9s9uBqe8ASHDze1iDu1v4gtH0PZGZ+xBZHZoDw64MHGT4+FEUz6rXXsARiSOH55AjhXwXBJI9Ck7dvn6ycElauFG7mdjeQRRhEHg7r/Jg2Aw0WWH3KF198sWTJkubm5v5OiLPoWD5u3swk/SFEwE1dh4JHLZWX96Wsjag5ElN4+CzZfhYWNjM0dAZmUlM3QeFBmsTFeck7qqeAgBEJCW81Npa32EwRkFPNtkju1FKZmvoveeOysvNYK5zMyFfMkUSD+AsNnaI4XTe6Qyo6DfRxh0rkt8+sfS6KfHdws+rqLkVGzqO/JSWn+zt1DNPK3cpKIXHIs7veaoXWyd69u9OoBK0WrHa3J6goWojdw6Q4n5ZJk2rT09X71hcWpkPYUeipRYuwe3WCs92eBjIssPqU/ork3m16o3yQZzp+dT8ydI+ow4KDJwQFKV3gFVNg4MiQkBc7LhzerqhG2X6VqisiYhbElk20zczN/dJimaKweNF06dJniiXV1UlInsLEBWJiFrfLvhn5+QdMbe7PH3TV/Tkzcztpyri4pYmJa7rdztgNIK1IIwYHe1apBovsDSCm+7hPQHV1AjQrTtq93e/cuZqTs4eMlKLkC7MuhxdhBghNt25RM1/IpEkVQUFFfn6QWXFeXhQuoVPEEMhJ69a12FoA45Yvb3OxmjAh/+BB7eCi92/cUBi3Bho3b2bi7ZqUtM5J5xYWWIwWvVE+bt/Os3k46V87QpSkpW2Jjl6o1jem1tF+tqambtY0U41Cqq5fj0Xyfv659YUCuRAX50Viq9NJbqETxjPMBAaSVmtrAaxpH0cMlW5ExFyxCz2xhYUn6W9Ozl5H2UTayst/QiJlixE0B46AVeRtlpq64do1iy6d1Oh+iVZLHLOiIggHp79IQ0jIJPk69HYng7y8feJcqanv0mXvbSNQT74KcImofTA2drHcjoz7hTd1QsLKvlTDjEtzt7LSSa3TbRpLS2vT06G0cvbuJbHV6gJlMzvdzssrPHmy/Px5jTRcj40t/eGH2oyMgiNH5BDqdg1XvQ3eRVevBuLlgJdYz4+GBzk+nnwo3fLyvnJmFxZYjBauWz7ItiS0UWHhN+TpUlUVjYckLm5paOhLop5GzXf58jeO5AiWFxf7UR1pbxpOVS8kCKrMyMh5pKioJQi7y22FJpt3FGRcRYXFbB4nWbx86exXbI4MplbXnFYXBIgJHKSgoK2vGcQZ2c9ogpCi5aSuqBVS2EVsh/20JxqrufleWtpWymBU1Gu0UNY31dUJOG+7PO2gFHWntNQf16Ss7Ee5F56Y6HL1ErW16eKyQ75T67DziEuEkqBYBTWcmroJt9j5OHCMMalJTo5ZssRkiznuKKqTvqcT0afMHh65//M/WR9/bBoxQmGgguBTNB1iSfCkSQqHqssnTmj0Luw9QkOnt3/ojsKL0ZGzY1GRH55BvEMcvS0zMrbZPqHHyu+cpKQ12EXb0cV1K9CuYpR86ovrlo+fbeNz1tVlQ7LYbbey9W18h6o9J52HKirMYWEv2RoH/4cMJ+Hhs2pq0nAiYeARzZRBQWMoKBeUQXDwBFoYGflqaupmWSRhguATp0BKILYyMnxu3IjH60BsExY2Izr69eBgT7WqaGgoiopaYGptoWuNuY/TydtERMxxVHmTMxnSj0tUW9shF4q8yOKA2iLbUzWzoOBgbOySmJhFWVm7MjM/xntK40XWE1Tmxg7NstCaveQBhoJE1kdx14qKvu3SEXA1cNFwZXBrFKsUepphHCFHNOjU37zniOhTZk/PtK1bFYKJXKwoSZYpU2SNVZue3iG8wvDhUGPN9x59k+AdhU+OvunYoXhpOPr2E9/AnW6gnugr2hGuW4F2FaPkU1+MUz66Ch5FipiqWA6NQs1JWVk7xUJIGdSgiYmrFQ8nBJM6Mio+iegIUCqK1jdhMwsKeiE5eR3ZveXvKnpBlJWdlf36cZZr18IV+gNJEq2Wti+8F8gOJ+fo5s2LtE1QkLvFMik1dVNBwWGT1NypeMskJrb1jKuqitTxUpNAIUOasJPV1mampW0JDYXuXEDSB8nT64y4sxERs/FWxcz9+zfaFbN7p29qSCj1pzDVKHY/jqF96WKazZ6JiavYjsU4AjKlzfd81ix1SEzdaWscHDmy6datS76+QjCZx42zTJ0aPnt26rvvhk6ZQgtj3nhDNBpi+7g33wxydzd7eCSuXn07r0Pb3PXr0eQ+0W2/QxqQzcmN8/L2RUS8IuJRO/JeIEdYxdtPhoIDh4ZOych4H1NExDzJjrVOIwHGqUCNks+eoxgqp7+T43o4+kSTG+8CA0fhcVWbNFokqwaUk8Wi8MFvtaOg1kdtjXcHKnJUyWIV9I2oxSGnoqNfl3cMDByJuv/OnYrLl4+np/vILX2ycLl8+QQdobIyjBpYU1I2KHSYyRYxXy2w8K5pP9robkSasAtylJW1S5FUOafCzAY9pO5D0A1w70SXTNwyXMm8vP0XL35YWRkuIoCYzeMUb/mqqqjs7M+Dg9uafW/dyqXlQnA7slFdufKTyJq6DZFhWmwxM4u/+y7vq6/6rG9dbXq69ejR67GxmP+loQFSqS16wkcfPQoNOmGCcNJK27JF24G9pe1RHdENk21RkR8ejejohWVlP9IHSWrqu/IDCOWkaKnA+wFPMfbKzz+AZ5Di9Tg6PjV3OHplkXPC5cvHxEHwZUsPdUbGB440GWGcCtQo+dQX45SPPqC+3opnPjR0emrqJg0ff7ws5C8ks9kDr4nQ0Gn0t6YmpUVSFfHxKwoL/52Rsc2ulzdEkkKfhYRMFvORka/aDU6B08kNcEhzVNRrHQ1vE/B2u3EjjposExNXU3aQ8sjINrd9qCJdXOzlZkqRWnkDCKCUlPUi5Tk5e/GLNHfVU4rewjdvZmZl7RRnzM8/TEbES5d8W2wv1rCwme0XYVxExCySdDZN3OFK4jP9zp2rePniBskaVI1sSsS57HZUxCseUk8vzcq4HDR6TMDIkb3t4e4IaKzLx49DctVduiSP1myZOtV5N3bx6UivF+Fa2inigyc9fat4xGSJJj7t5B4kXfpoIQ0XF+elFkyK12OXumcZpwI1Sj71xTjlY0CB14TCBK0YIRgzskkJ33aODlVZGR4V9TpFrFD4flGdjcNid1NrE9hYxavEJu/GonaHWCF/NVNb85zDNyk2Fr0pFcFOhYJR74XlIggCEhwd/QakRkzMkuvX40RO4+KWVlVFYjO1Rx3eiZJ9q5uDBIioVBcvfth+tEeXS8gjaiQVE/RWdXW8+rrRVZKNkRqjZCKP+D6m06nrA1wxbYnGDBrqrdbENWuS1q2TRx0G4e2hpO5WVuobywCPCZ4pyAvnP4caS0utX3/9KOT6O+/QjLbrPR7StLQt+CQTVnnySoyN9UpMXFtdnehoRzxE9Hmp8EyIjX2TTPiXLx8XlnXxasIri/o5Oek5IDSc+uXWHiJ4hGIDXDHyrcQry9FhjVOBGiWf+mKc8jHQwKsnL28/3juOLDHXrgXLgkn7aHgXyJ3vIAvMZs+wsOkVFUEt7eFSb93KiY9fKr/CoqLmy15B4iNPOxCDGLEHkkUoQhw/LOwlIZXkTAknJ1vCZigG8MbrGMnIzf1C+6TXrlnkvcjfX70ZtQXU1KTk5e1LTX23pOR0Y2O5zZL3aN/4+BXZ2bvlccpDQibI8khkkKbQ0KntKsojOXldUtI71JyBcwkXK42gGyJhwhlLtsDdvp0XEDBaltrMYKUmOVl4NYVOm1b4zTfCefyaxZK5fbv16NHLJ07QBthYl5MKe21Xx36IWbwYyYheuBCJxHcENSZqABlEJ8KzTNKHjM3iOVI/4HgGLZapolO2SCo+9nAQU7uBShxEYTXHR6kj30c11HcHH0LqmCk0yFVZ2Q/YJj//gHh3CeO6xpePcSpQo+RTX4xTPlwOYQMPDBwpj7roCFIMqMUrKgIddV7Dy+jKlQv4NERdru1boAF2FJ+DNA4MTid7iNu016vi+LLAcjQ547EhQrYij3Fxy/Dlqu5X2B4YtpMpIGAURJhollWcnQbVlhUYvehl4xzFJGtp76rpzFve5sXlKzqKkgWuo0PelE59PhjXRQxKI6bIefMUo8Q4P3CNk3RbYHUV4bUpvlXEAysXeMGdO1fltYGBo/G1iacMn203b2bYHEOH01cctQ/iAcHnWVTUa91rSZcj3TgJpFi7Q1gHIxleO1CTeEXgaMapQI2ST30xTvlwRfAMo+53Mng6NTLS91ldXTa9GjTarXpCefkFWUvZFTGlpWfFxikp78rSJzh4fH7+l0LfmFp9oQ44c17kDvVETMwbtFdR0b9v3crOy9t/6dInFRVBsre+3Ul2UCOnV3LAQgrtni4//1FzofySpXEtAwPH3LgR16WWStEhFAovNHS6zWVe6SQXHv5yZWVUl2oCpodA5UDZ5Ozde7eiovdCjRccPqweki9i9uz0994rOHjwbmVrQapJTsYSCK87V7WGN3WebjQRdg8KUIzHk06E15Eo0mlp/1LEdhGxecVEvqeEMB1FRMyFDiNtlJHhI5QiPkKg3qDGxPtNxGHWN1PkYqH4kBO2upycvcapQI2ST30xTvkwGtTbufei0eTlfaVQBkFBLxQUHJK7BEIaCgtNQsJKsgmFh8+msbGbm+/h/QhtdP16dJfe/hQV0LF1aoTte3dcVBQpv+GhoVPIrwJnzMnZA2FHDXydnojChMbGLikqOiW/ZOVQYV2yDajjX7Try4Oy+DO1tpxO4ZEf+4ZfGhqiX3+9TfHYRkGuiuqV8aB+ffCgNj293mqtTk6Wo161ddkbP743TkqIgWL7Bnn4BzkKoECY51HsUfjFuBEEZA09Kenp74mF4qsGGVE33rWPJDamD3qKyD2sjVOBGiWf+mKc8sHoy/37N+S+h5GRc0ULmi06PHkvTRMWmsTENXqd2uaSv86RwOoDV3HUB3JIWOdD/mBH1ATCAicr0aamWzbv+0cGrZSUDayxeo/s3buhckr9/eO8vBRax3q0L8aOvBoQoDgvLYcIi5g9O3zmTL0GnxFDoPbNQKItqi5+lZXheCrlNn0Rm1eYoPD2wN+kpHVku21oKFKbjoSNSh0bRe3DrhH+13nw4YdkIxdiUI0W2/snJeVdFliuSkREhKen59ChQ3//+997eXlVV1eLVT4+Po/Z8Pb2lndxtLxTjFM+GN2pr7eSnV8RZh3vSkVk5JiYhfqOx4dTREXNx0s2MHC02ewpWhtDQ6d3NXxD90BdZTOVDbdYJmsPpqEG16qqKjI7+9OCgiP37nVoYYQCi4x8VRi6YmMX4fseG/dZaOzBzc3MTOoKd7eykjRN4MiRQS+80MGS5OnZ6aDFutB87x51HgydMSN28eKCw21BDSDvKCVRCxbkf/VVz4OOCoNr77lhUaTlS5d8SR6hrEIqUZCqlo7qh5r44+NXKILu2k2kxhDsiui+UFE4XUzMYmGZvnz5hCzyFIhAg9oPrzoYBLWElpT4U6hn41Sggyef06ZNCw0Nffjw4f3799evXw+xRcuPHTvm7u5ea8PDwwN/tZc7g3HKB9OXyFZ0i2VKb0cwFy/0y5eP9+qJ+ga7baB5eftJY6G+Qa2jaFVhWmyNfZd8fTO3b28oalPzUCcZH3wQOn26HNspb9++UCm8EwWgStm4seDQoYxt28RYMTELF8YsWlR4sle8GDWoDA9Xj1rTE4RxqJdGEW3pTMPRWnw2FBf/R5RnRWQTERhZNrN1ewh2OQ6OXZO2ws3L0XHwtUbfivhyo0iEIp2XL3/DAsvlgcwaMmQIzUNFRbU7B2BmzJgx2sudwTjlg+lL8J139er/pqdvLSg4pB1/gVFjG4R7i1pj4dO/vt4qws1T/dTQUJiUtBa1CA2spBc4GmTcxYttri36GiCd4W5lZW16Orl+O7l9/FtvtYVuWrv2ismEJZHz5qn9ysUUKNmu6EQ2j8GOrlGentavv+6D0Zdlir/7TiQA6rDPwrt3Cvk/qY2pOTl7qUzaDRmFtwEF+RMemWrpQ9soHMWEKVeEWYZYdMZgLGLLRUcvVLQzkjuaCL9nc2+Yp3EoPIxiS0ixmJiFQkpevx5rnAp0cObTbDYLC9awYcOgt2geM/irvdwZjFM+GMaFsPUA+CYu7k2LZYocOSwwcJTsKR8b+6gnfHDwuLCwGXFxS63WYz23VQgZ19utS44ImTQJ8iLI3b3CYrEePVrq34knjWhZE77qccuWWSZP7iCYbMvFdOmzz/IPHoxfseKSry+1CZINLHn9eqUU68pXa8+hZES9+qpeRiwBtBpEjiLMqZNAT7QbU/fJyyFWMjK2JSX9s6Ii2FFDNumn6urkS5d8ExPXBAWNNjkRnKWqKkqUwBZbOyDNX7r0CQqkXQ9FiKeIiDl4TPA4pKVtln3ebb6b64WdrKIiSKMNUYYewICAUSEhL7b7R75LjaHGqUAHYT6zs7P/8Y9/lJWV0V/FvRSWLUfLBb/RpNeS38/8XFtbFR1dcPBg6ubN+QcO9IFTBcP0BqhI5LGVnJmCg3vUJQ1f6hbLo16N1HVLr+w4iVoVxb7xRsqGDdYjR9TjyTSWlsbaAmPK2weMGkVeVtm7d9ekpGCvu5WVEa+8Ejh6tOXFFyuCghydGmIu+Z135FH5MIXPnCnigvYNt/Py6NRJ63oagRb6prXHbsInAe4jccDUTV0eNx3KSYTUUggjMQa8xggQihZA52OEUmQTaiWUB3s12Vw/1dvL2yCdJSWno6Nfj4ycl5OzV5jZbMazVVibnf0ZBYvXToNtBK2X5VOLnA7iClSBC+fTrtaJiYl55plnsrKyxBK2YHUJMfoETZm7dhX++9/4zO3G11tleHj0G2+ETJ6cuHq1820WDKMjRUXfipjX4eEvizETTa0BMjzUGqt7IdCo5ouKWkBOM3ZHwOwS5RcuUAwC4RflDHjiEt56K9CmkNRT5nal5UPE5xTGpwBp3y4l+JrFQntl7dzZ2sdw2bKg9gGPe/LsQ5zVpqd36SK02MJiUVtnt89LPPKJ3NhNkxhKQnvZm6VojBbx5zRUuHDSKi7+rkvnpdB3dGTofnngVLUBDIrNpqJGtFva9stPhEgDDXLvjAlNIPfaycnZIwx1g7gCVTCo8nn+/Pknn3zy4sWL8kKFrxX+ai93hkFTPvAOwnceXhzU6aYuO9uR40U3+mDLQWv0irDMMF3FNgJ3wq1buZBBN29mpqZujop6NStrV1PTrevXYwsLvyks/Hdi4urAQDH2zvp796qcP74IXyTGaMIZa2qSobQCA8do2Cc06EZo8vs3bgSMbDW0WCZPDnvpJfUjHDp1qsItKW/fPlp1LSQE82lbt9Jfs4dHyemuacSKoCCFjCPP9x5asNK2bCFv+nprF8YS7iHUtw6iJD//IN3Q+FNLkS9F+HjBzz/XUkBgtToXlqGwsOk4JkRPc/M9FA+UGRQ//NWOAYFSFBU1n6KQ9DBahC2a3V5oI4XOq6+3ivFGL1/+hmI6iOZ15Iu6OsbGLhFS6dKlTyncfKdDZRQV+cXFLU1IWHXjRoy8fNBUoJ0yePJ54MCBJ554Ij8/X7GcegtWV1fb7UWoXu4Mg6N83IiPFy/inL178YIOtH10BowebZk61dI+/lfbe/Pjj5PfeSdk4sSYN97Ah3KnB4dii5o/X+yO+Z53nGaY3kNUM/SxLtxQHLXLYMnFi9uDgycoxjsqLDxx585V0bjjfLgvwc+1tRkffNAqdMaOvZ3nrA8+9iKBFTF7NuahzKrj44v/85/EVasi5s4VDXayNehhUxOE0TWL5dcHraYFEQGhO21hDx5Ak+EzTG03whJ166STiI80vaJbOXXS9vgI0OXQTDS6i8b2om+d2jccJScra6eIPxcfvwJKy9Z494LFMjkuzqvTyL1ConWjIAlIRUHhqa1lcvhf4TIIEVZScvrq1UDhlShGNc3M3FFfX+ikG5YjBkcF6gyDJ58ablLe3t524105Wu7MufRJtN7UJCfjHddpSGW8VRVNga0G8FWrxFu4xfa+xqGK/fxEH2y5i1Cng5gmrVtHG8evWNFtGxjD9BlQVPIwcAEBIyIi5gQHTxQx7kNCJpvNHqGh0wsKDv366wPh7StP+PRv710/CjsGBIy8fr2TJ6VF6tZuNo/NyNgGfUOPjPPqisCDj6dMbWipt1pNI0bQMRPXtIWuLfX3x5MevXBht9VPpxT5+eFdQSao7imk1kbPlSszt2/v1BnUyajrvzQ0pG3ZgmNqfCVqjHBsF6gQMYKNGBvqpm0goZycvRDiIsKnQotrO2AR2CAiYjamrsaNk9FQaWKM9sTENdoRemmUixZbcaUGR8Vog84zYCtQ3TFKPvVlwJYP+oR15D9BI72HTp0a2O4eoZ5CJk4Ufqx4X+Nr2NIe/Eb27cCJtFOC93ibbWzPHrFX2blzOmeYYfQDFUxe3lfqWlA9BQdPUIyHmJi48soVU329VREd+25lJfXsC3nxxdbvjeVtQ6CQ9QjTrw8eiMCMNAmzTWVYmF5j/IlICnj2E956K37pUvES6D3jUN84CeDqiWteU5OsvTEyS+mBsnTUdqkxwjHUEjXwKQ+rGoVGJMlqPYID3r5dYDZ7tmv3thsN1d57QbZkhP1J3a0VecHCysrwvgzJO2ArUN0xSj71ZWCWD7zKyUcV6seuWV6hpQIgtqZNK/7uO9ljg8xXhHAEiZg3j46cvGFDQPunsHZi8NGMj2koKtQf+QcP0i5pW7dSYwTDDFhEt3bJmuVQaSUlrauqiq6pSRWVblGRX3j4TDFuo6jRFc7jhSdP0l/MCAsWNTPVJCfj0Ytbtow2wF/nE19QcBhVO37Vqy6fOKH+oMJz3Xtt99m7d7eeYvhwy4svFp061dVnHxoU77FOu9eIbnq2NrjlJFkqw8Px/klcu5a0VPO9e3euXsVXX/Trrwe095fsRksotSNbLJMLC7+Ru9HhDqanv4crLxSMHJIN+kYosKCgMampm6G6Skr8+3JscmF/GggMzAq0NzBKPvVlYJYPEQIncfVq+lQVr068qvA1KcdlNnt41Kal0Voym0NaJa5aJTcvijpARPDDQagZQrsVEtoO9YoY2f52Xp44ddbOnb2SeUaFfNNjFi/upd7yins9OMDXfHn5edSRublf1NVlNzaWXblyobjYr6LCHBOzSG5G7LQF0K4F65rFEjx+PD0RKe++2+YCZXN/FmMWdcPPHYi0qVehACgcK00jR1YnJjp/8K7SapyrrBTfV10N704GMFwobY0lGrlEK5jw9zf5uJn83ExfuDVeK+8Q8au7gbIU8hplg7rgZWZuV7QnQnAnJLwl7EbQUnFxXpDR3eumOsgYmBVob2CUfOrLwCwf4sUR1u5fJYz/6o9XJ8Mu4P2ItxUqUdTQUGAUtzBn717M4/WE78IWyb9VHJPaIqHwxBLxHa9j9L8uUZedHfXaa2IsWOTramAgkt1VNxeZeqsVld9Fmz9yyOTJt3Jz9UtvT7kRH28eN06+47JtUkfU93pwgwr1xo0Eq/Xra9cs2q0qP/9cm529G1WvsBwIF0khnmgq8vNT746NI2bPjpw3j8QrfissluuxsXZdpnDxUaTxJFJ/RkcBvfDApmzebJk2LWbJktKzZ7sa/qB7CGXTVS9M4SeqEXABetQ2QuVnKSnr2zsZnMQrq+3a+rXHGti/Aw+7uOARc+ZEzZ+fvnWr3Y6BuB04dZyXl/pSQ8wFBj6KWItvi9LSM+3e38rgBeThjl149HEFA7MC7Q2Mkk99GZjlo+DwYciXkPYozFGvv04vCDn4gsIRpHsoXnwiBM4lX1+7G7TYvp5JotHneGNpKWYcdXvuDeTv13QfH7OHR5slb+zYbh9TGCFEa8sAMeRARApvPHXjlI6kbdkS2H6i2wUFuh/fpVF7FoubgircZGvKp7+ZH33kyIkbHwDWI0cunzwpSiwqfsU2eMrMVBRHuyV+9s+UlE1hYdMTElY2Nd2uqAjqVAj2Nkhe1s6dGe+/39WRc/IPHGg1q69Zo+HhTgNQBgaOqa+/bBtO+HRjYznyWxke3np599qUEGSWe+vVjpw/P2zGDBzzWnCw6HGJg9yvq84zfVUS8Z/yCxfk3j92vdNKS/2joxdERr6Sn/9VQcEREZsDQqqrV8awDMwKtDcwSj71pb/KBzklyG09ZD2CYkjz9s7ZuxevMLwyFOIGOoaWxHp56RKZPWXDBpPN5z3x7bdDpUYHiBXIplJ/f3wfIxliJA0BPspT33038tVXRYuh+EZsbabcvBlHwyd78vr12Czvyy/10is4ON7vasHR9jk7e3b3Lov6UKgLB4KTmTw23MWPP05//31UG7ikPekwr0bR5mJ58cU+jtk9wBG+XEVFbQaqtjAow4dTGMyGwsKU9esphDoe3habeawi2ZL39X76Dik7d05dxtSWyNKzZ0ldkcEmKOgFOm9s7JvCB6iP866gKiqKBA0+xvQ9styloK4umzrrUTMctGm56XzsO29CXYmrRxdWmLjoYoYem9pmlHrp0ZbmceNa71FREX1HQXvh+FeumERTYH7+AWHKSkl59+efa9PStoSHz8RyffM4+GCBxSgZCEPlkFNCwIgR8cuXU/OciO8n3hetn7xHjyr8NiB6sFCvYH2QI9BqdsWK3G9IsVfrEBYqs0rY9OmolRtLS0VfxQ7T8OGpmzc7rwnwHrc7ZNjl48fbjEztHvpkPxA6r6tBn6Gi0rZsCZk4kQa+DRg1ShgYQqdPL/zmG7o7AiQJCes0fIZeVCcmooQkvPWWCCyJ+ptSiFyXnDnTQxWI7MSIIVZsw6rQTJCHRx+P7zvAqSgPSjr+z4s7PqTGuNr09JAJE+T6u00Kb3GL+PccSIS2WFx+bWVSIWFRXM2enqjvM7ZtE6e4HhvbtsGk4SJUhMJVqO+HRFQgMhLs6enkU6D+mBRAL1qtR69c+Skzc0d8vBcuWnr6exS3k/IbE7Pw7t3K8vILmZnbi3JPpWzc2HaJRrklB2+gRlvygscdERHLWrv1LRornmL6uhPfKumfvEcXVgxyLCJIhYRMxL0TXUG7HR3KOLDAYrTos/JBA4HhLYDnHF9dsvk68+OPqae39tctjpC6aRN0j75jy1OEZXmiboaRr7zSNpaZapxXRXeqAJHml192ZFuSqxZcARxBKAN1xC8aXcRkC+iFVXJNLwRW3v79UAaoouK8vHBBKBfQB7GLF3fJtIOb0iYQZ8wgF2+FV03GBx+IpIp42SZbx6XujTvkPKJrghyMWxH2LP299+wa7ZBmVNhp//qXZcqU0KlT8776ym4XM/lWhs+enbtvnxz4o+yHH+Q7pQ31rpAVw2BCHd9cGJhNthYoCIjYD5dSxRzqP/2RKrIJrNaBFv75T9wL8/jxodOm4TNJ/fUiFABkXErKBtTuly59GhvrJRtX+t0HCA+j+IJSj9ijAOIJ2iV043S7L7SiolOKABmY7t9vDWbR2FgqhkKKiJgtGu9oR1xta1Jbo21y8joROVbYwMJ+mHEz/yKup+yX2dpBx1a2C84ckfVTc/M9q/Xr6OjXk5LWUXdRXGSK5y4iNTCOYIHFaNE35QNvJbnfX8qGDfkHDgS5uz8y/7z0UmsgUG9vyAXohosffCBUBb2LA0eNEuFDO32vdQlUDCnvvmuyhX0nT4Xr0dF0IsvEiVk7d6otGa3xGg4cSF63LnPHDrzFKFa1Ysp4/31kM+b112OXLDGPHaveIGbhQrzyMAlbFCRO2tatqONNknVK8WpGaqGxMKk/iLsXKvpWTk6wzRQhfPYhROI6WvUgHah7pjoX2KuXojuWnj0reqHLPsXUqitW0XRp9+6S77+vzci4mZV1zWIpO3tWlJZHl3HWLLuxualnHLYn24xQdSa3tmGDkcdO7YIQpmKvro7N4hJUhocLRYsCBmGNopvw1ltYggtI16c08SzV3MHHJ1y65BtqnhLl/7qjnoOR8+aZpFDAWZ98EjJ5ctALL0S//rrs0Vha6h8aOgUTDujM2MB9AJJHSkXb1f1RSDA/O4bwurpsu8EyRDeCmzczpeXDyZ5HQa3q6600WKTCJ72g4DDJJnVQdVzh7N278eakO1VU5Ie9KipawwSKIZDlEWwU/UAZR7DAYrTom/Ihe9JgCp44MXbx4sITJ5JswV3kSd3/WWFQwQRxo3sKZZ+e1mjR7U1FTnZYk8VHwKhRFR39M6BOcvbsUTiSk1LUCJQqq88rP/0ExRa3dKnJ8bi5FKoHQvbihx866UKE41ACcCMUTYE3EhLili8XaQidPl00nymG4IVS1H0AbHKdbsv+zJlyizA1uNSmpUW2j5ri/ISCJzvDIcs5e/fiwl6PiZHNYJBoIRMnKvLoqFUaO+bs3i1/P5h6wQd/IFAVFQUVK4JlqDfAE2ReMc603C376887PRquW8rmzSab4+DFnR+ZlrmZ1rmZztkMMGEzi4pO9WVopa4CfWk9dsx65IiiVFBvO0yQOEh/QEBrN73g7ye0Og5KoaoaGorMZo/2ZtDWbUJDp6Wnv6doAM3N/aLdBW0RVlE8quDg8UISmTpGBCXqqwtTTe+mB7334JfWJ5raZ8WbVi0KRftgvze/uiIssBgtUD7oY5T6UffSQKSNpaXhL7/cZqqRbA+trX4265GY1M+/3Jpg0uympCNV0dHUPhj12mvObA9BA02Q4eMDgaiRPIXQ1JiE0YsuWkBHm5Zdq0CrN1X7GLfYACoBv+UXLuQfPHgjPl6hnwhhq7MbcgJ3J0IlYlBIqiIj41essHTsE0BhL3RBboi0TJ7sqIcmrjmkpMLap9Sm06dD/eR+9dUj+WuTiQHDhwd5eAS221DVNlF1qCGkJHPXrtwvvlB43siNjOJm4eJAc9u95i6NaFDWJVKGaO0NPzpbbcuJiVmslRJb0POwsBndHuSkJ4jeNooHR3S3LCg4BMEUHf1GUtI70EOKwWFkF6vbtws0bEVlZedwzPr61tfyoxbAsJdMbaFcX4+ImJuevhWvn6RTawOPjgk/NCvy1Ny2zoDm1s6AWTt3ysVYHUeDhkDOzt7d782vrggLLEYLlI/AUaOC2u0oj0IF3rvXWF6e++WX+HbHVPr99904uHqMMPGCNtlaFmhh3v79bXaCRYvsjqeBxAgTUe+NU6EAohPn0j02NDKISW6HMnt4XA0IqElJyfz4YwgCITShM9TWO0xBL7zgKOTVJV/fNlONylqmllDIGpmvoAYcDWeGK58s/Go7VqsoJxCU8iq9BioRbZ0Q5Z1ef2wAzRc8blywpyeKMXJk9vQMmTw5Ys6cgkOHZO+xIMfGQhGVQ3Dn6lUkI8nWCqzeHo+G8PQXoUOCJ0zAGWXTV18O69tn4FrhynT6GFKkFepR6AjxUAd+0haQKcA0QggshYc1jWSHhZhparolhswz2YtE2ts4EliFhSfbGkkfJW84+VGJbX7+GeXCm9yqSkq60JpMgfUtlsl05Ly8r27ezKL5oMCx4moE7hnd1nRo2tEiCSzcONw1579Oq6sToO2cGYDSyLDAYrRA+VBUHmne3nerqtQjKLdanvDd7+6evG6ddkxLcmbP3r1btH/FLF6cuGYNVZaQDmlbtxYcPCi0lJPh+8hNXr+s9yfIS3B7TSy/o9UuVqioohcsiFu+POmddzBD7lCODotV8VK7njypTQ5ORkylboZhL7106dNPFafGKkgK0WIYOn16Q0lJtwMcQANFvPJK2MyZodOmmSTPHr2A3KfxehVT6ubN2q76RadOmTq6fFGPS0yksa7HxlK0AszL7msQzTqmfyDw8GFTQsJKdQf+mzczr1+Plgcwab0Cn7XpJEemkcbG0ogdc03z3UxT3eL/d9mlS77kYJSS8m58/ApFi5UUi+tIdvbnsq0rMHBUbOwSteNRr4LilP3ZZ1d++kkuPK3BKSqC5BFv1GJRY7hiZxAhFaqqojr6admm826ml90i9s2OPfbm/brqlvYmwiI/v64a/qmnYUBAJ0O1GhwWWIwWQmDJjVCdOgZBYzlq/kC13daLXrSb2HNVlqHwfZj0Gg7WVYAWQd47bUjSHvdagbptK3jcOMvEiYmrV8ve+rjUCW+/HeThYXnxxR627jWWlSmUXFc11v3qanVbZG+I6YqgIKjJ9Pfew6UoPXOm5PTpxvJyZzoJolQn//OfkXPnKsxg+QcPKgJqIO/QW+k22x6eo0EW68FuB355xMOK8qCo114z2eyyIvi4o5Hj2kI5YPrIzbTYrTpZa6ybyspw0S5GM2azZ3DwOHFqGpG6z8Adp/ek2h2tri6bvK+ysnZdvRoAISWnTR1UzHnIQhYc7Hn9egwtoTZE09e2i3DczTS51XqNZ4ciO3TJQqaAskBCEGfp9nEGNyywXJW6urqnnnpKcf98fHwes+Ht7e3M8k7B8VElFxw5Ul9QkPj22x0quREjzGPHxixaFPXqq2qNFWBbG/bSS5iCJ04MmTwZM+ne3oq42wGSQ7SObjqGoi2o40hnPyWrk5MvffopbuvNixehDPDlSh5dcrwJ4Q2mS5dMEQGfJhQkDWe+yvDwiDlzSIK3ie+O9iHKbC91TuwhcQ6ipikaGUXbbsKqVYNp4J1ffmmgEWwSE9e02AY6bGwsT0/3FionJ30vZTxsxoyEsJXaFqyIiA6uV0mmtVeumDS6ChYXfydvn5KyQYxDbDa7K0bQ622EtwMeK9E1B1Lyxo24qKjXwsJmVFS0xZ2HKlKMWn3tmkU7p46Qg5HKy/FqRZEr+e47MaS07AJfl38pcc2apHXrulQUq6qiIK2EnO1j/eoqsMByVTZu3Ojr6yvfv2PHjrm7u9fa8PDwwF/t5c4gHx81ceq//iXqDBHRp7G0FE9vzt6996qqcr74Qtu4ZRLtibbAB8LNAt/6AyEyuCvSGvbm6NHrsd13hhCqV7xhRVBHbS8Z58GNNo8bJ0dPqLE3+O4vDQ3Rr7/uqNjELVtmPXIE04D1XiID1dXAwEuffCKnXKFT5SGQuzpu3QAHagkygsSB6IBma6d7ITh4fEbaB2ELpstvDw1QhVss0xSNXBpDCEOXiM0iIuZSyCiIGApeoF8WnUW4PGJqbCwl9RMQMFzRAqijrxgFYsB1FkZB3IjU1E1QsdnZu+UtzeZHXllpvra+LxPcIkzzAgNH2bTpRkdmRRlc1ZiYxSywNGCB5ZJYrf9/e/cbE9WVN3B8k4ZMSNMY3/nCNMakr/rC+KYqJUhZ3G5raRsbfYyPa9UioX94bLe1cSlP2rLYNpvUxM1Wd5VuyK5NnyXdrQ0WUFQQBbH8EQsVERX/sFgHZK2oiIg8Z+bU63Vm7p3LzGHmzpzvJ5PmznEunPPj0PPj3nPP6Z49e/bY2Jj55yeyqLp7TzCJg/R7FySsyp0I7h/2S6X7Hq7esGH3gw+lm1+t770nBpvzu3bJVSvlDAD7Z+sw1cR4vy8np8I/n13ev7vS3t771Vfy+pbCbxRwgef8N98EVMP87GHAfczEusApZ8E3vvpqa1GR6PDBC2cYzzEErzySNIwLKhX+DezkwfHjm4wP9PVVis+IDMDqItaVK+3Nze/W1688fHiNk5lJ5879Uy5wYJOHxZJcRE38t6lpvREKOYFdrjIlyEU7rXatDuvs2S+NNauCWa26fu3aaXnxSXz3H7b5/ype90Aie/DgyrDfuqFhnW8GfWX66dM747sLpGuRYCWknJyccv94Y/75paamjo+Py2NxIN7alzsRWf8Qg/RPZ89eqKjo/PTTrm3bLnzzzfmvv+7+y1/ECMplKncy71ptrBR/7p+Kp1aIjtG9Y4ccdeTL/Fi4+cmJyw0N8oFKkcorz/Niw35bOrk5QU9p6cDRo8n6SyHG3ZqaX1dWLmxqeqO39/8q7q17KZ+0aFq/3uqWVrBbtwZFiib3folN5SM2Nnazs3OzqOrVqyfEb9OxDz4Qf1fs+8fz9xKdF69cOWZuhWjawMDRgYG2q1dPXrq0/8CBJbW1yxw2M+yuNaIy4p98N1ib1gf80/j4qHFtT/yK9Tb/w2revRX5lW1m0YEEK/HU19enpaXJY/PPL+BnmZKSYl9uPtGG+gbAfTo3b6555pnqp56qMD1/MEV3r3w3yEzP67W9//7w+fPN777782qc8+ZZ7W+TWMI+/WrscJwca7v39pZ3d2+XN+aC3b175+zZL8UHfDnBvR+9MUeqqalgcLDN/HmRdsht75RUTKQCBw+ujOBBwkuX6iY7GdxYxaqqaqFvxrps7PO+a2/i65iv9Ii/LtqLi72NjUaiKZcVrXC8qqdIj+TTfHV1lgvyOV91XWSEIuYnT24TTTav225FJNCi5u5ZQ9+F9BlAE7idAbnOnDlzWlpajH8yPuaeK1hIREfeeMN8V6526dIpWld2wr8afm2oZyPEK2kerBMNqV22zGYBMIfrjyQEY/6T+Q6gFbl/dsO6dbdvX/vuu7eMqyanTv3V+EyUN87MnF8nCyDSI2NFdSepnkjgRPMPHVpjnkLuu+ud8UTVy5nDw73mD49cvix/+lWZmXt3/ypgqtnAwFGHlRRZkcjGAr44XEKfATR52ml1kSlgrpV4a1/u8HupqzhcrWn9enOiM3DU6f/iI3Ojv1+uaGV+HVwZfuZH0vDtcLx+fWN+fsitjRJLX1+lcQdQlojkSSQ0YQd+Y26WfBkP/Cuc+n3ixBb/xaF0ozIifRFJScicSSRJzc3v7Nv3QlNTgbliVlfmzE6d+tx0ynwZjVuDgwf3/Le8oGWeay/KjR23qkuy9uxZVFmZvnfvr1tb3xsePhN9q+EG+gygydnO4KcIvV5vyKcIg8sn+/WR3MSf1BcqKryNjWLgj82SY2KMOfrmm+IveHlT8uBvfpN8u8downwHUJYcPrxWpjX2N+ZEHtbVtXXv3l8FzGE/efLPjY35nZ1qHmIVtZLVEN/uyJHX5frpwdOSJkw3+Pyz0dP8k7gzzFvZDA11iMQx5JxuY6H2Ct9C6n80nqY05ir1NVbtXrBgd1raiT/9aXx0NGDHLXb9Sz76DKDJ2c6An19hYWHI9a6syif79YGpcP3ixcHWVncubRUDYqyVy28G78mTuCY1A3p4uLep6X9qap5rbn5nShesErmRkQMdOrT2+vU+UXL9+v0dvr3eRvmU373PvGKuz48/HrqXP20J+MqXLtWJJtfUPFtbu6yhIU/uDyj19paLZPHwrrUVafcv1sqnR807bhmbNDuZ/4SEoM8Aqks71dKnfwCxN3bzZufmzcYm3Er2SHaJCxcqRFZx/Pgmhw/wB99knAoi75FLkMssSl6jqvBtkJzz0089N2/2nz375ffff3zixB9DPkxnXN8KrqTN9afe8vLG/Hy5fK7xCp54NzZ2U5xLdpVM9BlAdWmnWvr0DyD2jBXz5ROUTpbfdK1btwbr618WGUlka1AZ0+S/++6dKX0qTeRYfX33lyQN+Wpv3ySvwDU3bzBOFLU6d+6rurr/qqxcWFPzrHnpqYGBo/X1K/0Z24LgqfTm9UeqnnqqtbDw2AcffP/xx/IRwqlrKeJOnwFUl3aqpU//AGLPWDFfvCr9e3Qmbo5l3H1rbLTbHdzGmTNfyEtKe/c+09s7hevKyk2p790KnBcqwbp/gcpYC948xUq+Tp78s0itjh59s7Iy497dvVrjRBGQCxcqrl/3LTlr/JQHW1tHLl8+tGaNfGu/kzoSnT4DqC7tVEuf/gHExemdO813jhL3LuHwcK9ckynie3zmCVJOFrqcLJEkNTdvEKnV1asnJvyXskQCJI6NdRz27Xu+s/PTgNW85CLs1dW/7Or67N7k9wVGKmkcy9fQ0M+LjNy6NSj/SZy4ryanZrvvgdlv09OHe3uNy5bi9d1vf6u8mXAPfQZQXdqplj79A4iX3vLyrq1b5Ryd5g0bwp/gViKDMR6di4B/Way35SWlffteUL62k9UMKq9vrc/8lpaNIXfsMWbri7rV1i5tb/9wYKC5ujpblLS1/a8xI16kUxcv3r9pKFK0gMtdN/r75WMcxmXLIwUFsXlcF/GizwCqSzvV0qd/AHCDoaHv5Y1Cm9XJI2PzDKCNU6c+9z8euDhgDvuVK+3yzmBl5ZOnTv01OB3s6Sk7fHhtZeXC4AtyQx0dCboBFCZFnwFUl3ZGj61ygLiQa702rFsX74rEU9j99aIhV7GyusYmcibzkldmxhoK/f37J0x71Nivhmp8wGo3ayQ3fQZQXdqplj79A4g7Y2pOvCsSZ6dP72xvLzY/phcDvn0D/clQ8Pz669cvdnVtbW0t6uurlqtOGFlgVVXm+fO7rL5mdfUvKxRt+INEpM8Aqks71dKnfwBx17BunW77BblHd/f2gNXkDUeOvFERtJuh+FjYLFDOo5/SpVPhZvoMoLq0Uy19+gcAJerrXxa5SENDgt3o9K2n0Jjf1LQ+eOn5kAkWEJY+A6gu7VRLn/4BQImwM5Pi4vbta6dOfd7dvd2847JDIvcSJ549+6XDVekBSZ8BVJd2qqVP/wCghDuvYInsyuoOIDBF9BlAdWmnWvr0D8ANWjZulMuN3r7Gc2cqkWAh9vQZQHVpp1r69A/ADYx96270B84EQjSiuUUIREafATSp2tnR0ZGdnZ2amjpz5syysvtbqxYVFT3sV1hYaP68VXlY+vQPwA3a3n9fZFcHliwZu3kz3nVJHpcu1R04sKS2dhkP9CGW9BlAk6edXV1ds2fPrqqqGh8f93q9BQUFsry0tDQjI2PQLzMzU7y1L3dCn/4BuERvefn+F15ozM8//be/7X7ySZFveRsb412pxNbeXhywDjsQA/oMoMnTztWrV5uvWhlEFlVXVyePxUF6erp9uRP69A/AJURqZd7+WbxEiZs3rRsfHe0pK+vevt21V916espkgjUwcDTedYFG9BlAk6ed06ZN27Zt24wZMzwez9KlS4eGhmR5amrq+Pi4PBYH4q19uRP69A/AJdqLiwMSLPE6vmlTvOtlSWRXspKnPv883nWxdONG/8iIe5NUJCV9BtDkaaf4meXm5o6Ojo6MjOTl5a1YscIoN38sJSXFvtz8BW1MWTsAhHD3zp2urVt9Kcu8eQeWLJG5S9XChcdLSrq3bx9sndxalyOXLzetX9+Ynz/ZE50TeZWspKjeFH0LIBHpM4AmcDsDcp3U1FSRWsljkWZ5PB6jnCtYQHK40d9/a3BwfHT0+EcfmS9lfbtgwZGCguHeXodf58wXX8gTG9atE1/w/K5dh9eu3fv009/6Z3cZr2imeY3dvClvEY7+hwf0gPv0GUCTp52ZmZnmBMtImALmWom39uVO6NM/AHcSudTuB5Mh8dr9xBN7Fi068uqrPTt2HN+0qXbpUpEzHXjppe7SUpFFGedeqKgIvtsY8tX+4Yd377BMOaCSPgNo8rSzrKwsLy9vxC83N3fVqlWyXD4t6PV6Qz5FGFzuhD79A3Ct6xcvVmdn+y5fBWVawa+anJyhjg5x1vldu3bPm+cwwfJd4nrllQgW3xpsbT2wZIl4yW8qjY+P3rjRf/s2a6VCa/oMoEnVzpKSkunTp3s8nuXLlxuT3IXCwsKQ611ZlYelT/8A3Oz2tWsi+xkbHu7aunXvs8/ap0q7Fyw4tGaN8XbPokUtGzZULVwo39a//HJveflAW5u8o2e+ylW/cuVP3d3Oa/XvvXurs7KCJ2DJ3XJqa5epDwSQOPQZQHVpp1r69A8gUdy9c+ennh6RaR1es6YmJ2ff88+3/u53Z/7+9+Z33qkIumS1Oy3NfG0p2MjlywdXrjSfcqSgwOGqEOYHHi/dm4cw4db9noEY02cA1aWdaunTP4AkcH7XLuOSku/Zw8xMh3f9ftiyxZxjiS9y/eLFsGd1b98uP//vPXvM5W1t7+/f/0Jz84YImwEkBX0GUF3aqZY+/QNIDkMdHe2///2R114T2c+k5q33/utf5uSsYt68I6+//p/OTvuzRALn5kVQgTjSZwDVpZ1q6dM/AAgntmypTE+/n2bNn//9H/4w2NYW73oBiUefAVSXdqqlT/8AIJ3eufOBS1n+V1tR0UBz8/joaLxrByQMfQZQXdqplj79A4Dh9rVr3Tt27Hn66YA069u0tP0vvtjj3wv17p07cjXUeFcWcCl9BlBd2hk9tsoBMOFf47Rl48bgq1k1zz33w5YtVZmZvpQrPd35svKAVvQZQHVpp1r69A8AIY1cvtz42mvV2dm7588379hjHE/dLodAQtNnANWlnWrp0z8A2Lt97dpAW9sDi2zNn1+3YgV3CYGQ9BlAdWmnWvr0DwBOtGzcaFy+unryZLyrA7iXPgOoLu1US5/+AcCh3vLyxvz8zs2b2R8asKHPAKpLO9XSp38AAKCQPgOoLu1US5/+AQCAQvoMoMnTznPnzi1evDjVTxycOXPG+KeioqKH/QoLC82nWJWHpU//AABAIX0G0ORp55w5cz766KMxv5KSkrlz58ry0tLSjIyMQb/MzEzx1r7cCX36BwAACukzgCZPOx966CHzW4/HIw9EFlVXVyePxUF6erp9uRP69A8AABTSZwBNnna+9NJLJSUl437FxcXirSxPTU0VJfJYHIi39uVO6NM/AABQSJ8BNHna2dfXN2vWLLmPjTj48ccfZXnAzzIlJcW+3PALW1PWDgAAkpY+A2gCtzMg18nOzi4pKTHmYGVlZcnyKbqCBQAAIqAmCXC95GlnwCUo423AXCvx1r7coQTtIgla7QlqHg/UPMYStNoT1DweqLn7JU87586dW1xcbMzBCniK0Ov1hnyKMLjcoQTtIgla7QlqHg/UPMYStNoT1DweqLn7JU87e3p6srKyPH7iQLw1/qmwsDDkeldW5U4kaBdJ0GpPUPN4oOYxlqDVnqDm8UDN3U+XdiqXoF0kQas9Qc3jgZrHWIJWe4KaxwM1dz9d2qmcPl3EJQh47BHzGCPgsUfMY0+fmOvSTuX06SIuQcBjj5jHGAGPPWIee/rEXJd2KqdPF3EJAh57xDzGCHjsEfPY0yfmurRTOX26iEsQ8Ngj5jFGwGOPmMeePjHXpZ3K6dNFXIKAxx4xjzECHnvEPPb0ibku7QQAAIgZEiwAAADFSLAAAAAUI8ECAABQjAQLAABAMRIsAAAAxUiwAAAAFCPB8jlw4EBWVpbH43nkkUfWrl3r9XqNfyoqKnrYr7Cw0Op0q884OVdPVgG3+UGYEfDIRBM3Yh6BkMGhk08pm/gMDQ3NmjXLZhEmYh4Zq/h0dHRkZ2enpqbOnDmzrKxsUucmR8xJsHwWL15cU1MzPj4+MjLy1ltvif/9yfLS0tKMjIxBv8zMTPE2+Fyrzzg5V1tWAbcqNyPgkYkmbsQ8AlbBoZNPHfv4vP3225988olVgkXMI2MVn66urtmzZ1dVVYmuLv6KKCgocH5u0sScBCuQ6A0pKSnyWPyM6+rq5LE4SE9PNz5m/JZafcbmXJiZA25TTsCjFEHciHk0nASHTq6WTXy6u7vFeD82NhaQYBHzKFnFZ/Xq1VZXrfSJOQlWIJFxG39Tpqamiv8DymNxIN4aHzO6iNVnbM6FmTngNuUEPEoRxI2YR8NJcOjkatnEJycnp7y8fCJonxZiHiWr+EybNm3btm0zZszweDxLly4dGhoyTtEn5iRYD+jo6Hj88cfPnTsn3wb8Koa80GL1GSfnIiDgYcsnCHikookbMY9A2ODQyZWzik99fX1aWlrIz4Q9l5jbs4lbbm7u6OjoyMhIXl7eihUrJnVuyPKEQ4J1n/glfOyxx44fP26UOMmjkz4HnzrBAbcvlwh4ZKKJGzGPgH1w6ORTwSo+c+bMaWlpkcdWCRYxj4xN3ERqJY9FmuXxeCZ1bnLEnATrZ19//fWjjz567Ngxc2HAnWDxNvhEq884OVdnIQNuU24g4JGJJm7EPAI2waGTTxGr+PwiiPNzibk9q/hkZmaaE6yQSVLSx5wEy+ezzz6bOXNmV1dXQLl8lsHr9QY/y2D8ilp9xuZcWAXcqnyCgEctgrgR82hYBYdOPnWcxMdqDhYxj4xVfMrKyvLy8kb8cnNzV61aZZyiT8xJsHxs/r4pLCwMuRqHk89YlcMq4DY/CAIevcnGjZhHKWRw6ORTKmx8rBIsm3OJuT2r+JSUlEyfPt3j8SxfvjzkJHebc5Mj5iRYAAAAipFgAQAAKEaCBQAAoBgJFgAAgGIkWIAWItjR3Krc5ll3J6c72QLW6nSHOyUDQNyRYAFamOyO5mH3W7VPsKLZAtbmdCc7JQOAG5BgAdpxsqN52P1W7ROsCLaAdXK6VSsAwG1IsADtONnRPOxuFfYJVgRbwDo53aoVAOA2JFiAXhzuaB52v1X7BCuaLWCdfHebnZIBwA1IsACNON/RfLJXsAJmvk92C1iHp1u1AgDchgQL0MWkdjQPu9/qpOZgTWoLWPvvHnanZABwAxIsQAuT3dE87H6rTp4inNQWsE5Ot9kpGQBchQQL0EIEO5rbbAId8usEmOwWsE5Ot2kFALgK/3sCAABQjAQLAABAMRIsAAAAxUiwAAAAFCPBAgAAUIwECwAAQDESLAAAAMVIsAAAABQjwQIAAFCMBAsAAEAxEiwAAADFSLAAAAAUI8ECAABQjAQLAABAMRIsAAAAxUiwAAAAFCPBAgAAUIwECwAAQDESLAAAAMVIsAAAABQjwQIAAFCMBAsAAEAxEiwAAADFSLAAAAAUI8ECAABQjAQLAABAsf8HR1iOAGxpA2EAAAAASUVORK5CYII=)
| VMR Tools created by Darren De Zeeuw. |