Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Jennifer_Meehan_061410_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | February 17 2000 |
Start Time | | 2000/02/17 00:00 |
End Time | | 2000/02/17 22:00 |
Key Words | | Hampton REU 021700 data2 |
Model | | OpenGGCM |
Model Version | | 3.1 |
Validation Level | | 0 |
Coordinate System for Input | | GSE |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -17.40 |
Dipole Tilt, in Y-Z GSE plane, deg | | 31.20 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 24 |
F10.7 | | 164.00000 |
Conductance Model | | Sig-CTIM |
Corotation | | no |
Run Number | | Jennifer_Meehan_061410_1 |
Minimum Dst Value | | -30 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Polar for time period of this run.
![](data: 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Lycl58cUXH3jggbFpWeXm5vb3v//9s88+M58qeipQWvLJLnrKB7i2XqUyY8eOhFWr2ktLLZk+MnI2CU2io+ean+xY0TGetmVTbsvI7brGXn7+P5i7hCpVJfnalJp6cfPmWqmU63QBsOzPf/7zRx991NraOjarIys6d+7c3/72t6ioKDOT0VOB0pJPdtFTPsC1VZ8/zzTxrhGJLJm+rk6ekrKR/DU/WWN3477cfV9f+ZqNNLKvouI0ia5EIo/29mLytbO+PnruXPIhA1wnDYBNpKrq6+sb45WWlpY+/vjjZiagpwKlJZ/soqd8gGu7fumSxNtb5uurqqzkOi1jp6urnkRXJMa6dGk/+Vp15gwTZZIBrpMGwCauqirz66WnAqUln+yip3yAa7u4eTMJLOKWLuU6IaPS2WndlaeBAbVM5ksCrJycveSrurU1fcuWlA0b1GN1JwVgbCDA4hYt+WQXPeUDXFvKxo0kwIqeO0KbKgaJS7KyQi5e3Gxhhwhjo6joGAmVUlNfs2qujIwdZC6xWMA8FMlsh8sHD9onjQDcQIDFLVryyS56yge4sAG1OnnDBvn06Y3JyZZM39AQz7QNLy8/Ze+0WS45eT1JklTqPWBNrxDFxce1AdaU7m5N91cRAQEkwEpau9ZuyQTgAAIsbtGST3bRUz7AhTWlpjJtj4qOHbNk+p4eRXT0XLk8sL29xN5ps1xLS25WVkh9fYxVczU3pzPBYnGxpgP35vT0tDfeqJeP0HgfwLmMvqrSdcFw5513Pvjgg0uXLq2pqRnleumpQGnJJ7voKR/gwpQVFZGzZ0fOmqUsK7N8rsHBfvslacyo1a1SqZ9I5F5Q8MkNvXbueJAQXAkrARYzMDAwUFdXt23bNoFAMMr10lOB0pJPdtFTPsCFZYWEkJBCxOf3Kh2xO1B7i41dLBTyZDI/Mlx+6hQTYFkVawI4ODNVlSIrq62w0NoltLW13XvvvWRg48aNX399qx+WkydPbtTrrBgBFoOWfLKLnvIBLqzg8GFNC/d58wb7LbooVVMjIuEI07WBC2C6G5VIvDs76wfU6sxdu5LWrm0vcaC7nwCjZKqqqo+JYc4oRoyx9K9gNTQ0BAUFeWvfeaBWq6dMmfLTTz+R4dOnT5Ph3t7eEddryX9diSvks7m5+dFHH9XfZ4ODgzt37nRzc5swYUJwcDD5an68tegpH+CqepVKsUCgeXTugw8snIVpTi4S8fv6uuyatrFRVXWGaYZ19eqFHoWCqW8sfycjgOMzVVXViERMgW9OTx9xCfpI1Zmfn8/869q1a5MmTSI1KflLhi1ZryX/dSWukM9XXnnlwIED+vvsxIkTzzzzTIUWGQgNDTU/3lr0lA9wVSTAkkyeTI6whUePWjhLY2NSbOxiplW4C9A2w5pKAqyMjCDyNWH1apGHR9Wvv3KdLgDWmKqqBvv7SYxVHzPyoyH6S2hqagoJCfH19dWNeeutt8gEH330kYXrteS/rsTp81lYWPinP/2pu7tbf5/x+XyJRMIMkwEvLy/z461FT/kAV1UrlZLoSiIQdDc1cZ0WzsjlgSTAio9fTobLwsLIBomcPdvCG6YAjo/FRu4MpVLJtMEicnNzH3nkkTNnzvzxj38svf1lpgiwGE6fz5kzZ37//fc3bt9n48ePb25uZoZJ0O3m5mZ+vLXoKR/gqoqPH2fuEVjV6sg1bg7q5OUd0r31Ofvtt5km/z0KB+pGFWA02A2wFArFnj17PDw8yHBHR8dTTz0VHx9Phi9cuPD00093dXUZncseqXIWzp1PuVzO4/GYplT6+2zcuHG6Bndk4K677jI/3qg7zLJLfgDGSuLq1SSeSNZ78Me8gQF1XNwysVjQ2Jhk14SNpcrKcG2A5d7YmNxZX5/80ktpW7bghTngMljsB4u4//7758yZU6Z90nbVqlVffvmlbrIjR46sWbPGwvXSU4E6dz5JBJ2YmMgM4woWgOVkvr6aAGv9egunVyrLmIs9ly+7zvtkOjpqmExlZga3FRYyl/SKT7hIIzMA9OTOLefOp6kLS2iDBWBGe0mJRCAQe3ldS0iwfK78/CMXL25WqSrtli5bFBUdI+GRte971omJWUACrLi459WtrTI/PxJg1chk7KYQgCsIsLjlOvnU32fHjx83+rSgqfE3rNzl9JQPcEnV588zV2tqpVKu0zIq16/nMZegCgstfRbSAPPWZ/Lp6qrPCAoi2yRu2TJ2EwnAFQRY3HKdfBr0g7Vjxw43raCgIP1+sIyOv4EAC2iSsXMniSSi5swZUFv6guTOzvrLlw9WV5+3a8Ks1dfXFR09VywWNDWl2raE2lopE2BVVoanbNxINos8MJDdRAJwBQEWt2jJJ7voKR/gkmIWLrQ2kiDRFROIdHSM/KrXsTQ42N/ba/urfnRtyzIz37yelxc1e3bc0qV4kBBcAwIsbtGST3bRUz7A9SjLypj7g/lHjlg+V3X1eRKFREQEDAxYetHLWURHzydZk0qn6O6cVoaHc50oABYgwOIWLflkFz3lA1zPtYQE28IIlarS9aKrG5rG+x9qXwHk0VSdGjVvnnTq1Dq5nOtEAbAAARa3aMknu+gpH+B6skJCND1qenpa1eFTe3tJZWX4aG7GOayaGhFzl7CkJDQiIIBsnPgVK7hOFAALEGBxi5Z8soue8gGuJ3bRIk0DrBkzrHonjEzmR0KQrKwQ+yWMKwMDaolkCsldQsKqtC1byMZJffVVrhMFwAIWOxq98847H3zwwaVLl9bUjNwKEwEWg5Z8soue8gEupqOmhrk/mBEcbNWMzGv7cnP32Slh3EpIWE1yJ5NNvRL2FbN9ruflcZ0ogNFi8VU5AwMDdXV127ZtEwgEo1wvPRUoLflkFz3lA1wM845nkbv7tZuvQLBQZ2d9ba10lO8i7FEo4lesiF28uMOCk+CW3NzK8PBe5VjclCwqOsbcJcyXfKTZPh4equrqMVgvgF2ZqaoUiqy2tkJrl9DW1sa87Hny5Mk//vijbnx1dfVDDz1E/jviekf8ryuhJZ/soqd8gIvJ0b7S2Np3PN/QtsGyvLf03JbcY0XHKof1+c6Ed+RTcfq0+SWQUEzE51v7qKPNWlsLhEJ3EmDlZL0t9fEh68378MMxWC+AXZmqqurrY5gzihFjLP0rWA0NDUFBQd7e3jc0bQZkf/nLX8hI5r/r1q07ePDg8LmsSpXroSWf7KKnfICLYV5BGLNwoVVzMYdjkYhv4XtyAuWBJIxan2z4okN1a2vqa68lrV07YkdTvUqlWCAgSS06dszMZCTmy88/Uls72v7otc2wfDT9UMimS6d6k/Vm7to1ymUCcM5UVaV7sKO5OX3EJeibMGFCfn4+86//+7//+/7778nAlStXHnnkkc7OzhHXa8l/XQkt+WQXPeUDXEl3Y6N48mQSPeS8/bZVM1ZWhjOHY4Uiy5LpV8SvIAHW29nWrcVAR01NQ3y8+Zb4ubn7mMivu7txNOu6offOnIwPt5NNJJ0yZWzuTgLYj6mqanCwn8RY5MTJqiU0NTWFhIT4+voyX8+dO/fkk0/29/cvW7bsk08+sWS9lvzXldCST3bRUz7AlVScPs3coasRi62asa+vq6wsrKrqjIXTqwfUWYqs/kErnlK0TXn5KRISyeWBo++gq65OxgRYiWGrbejGAsABsdjInaFUKpk2WDe0r5576qmnduzY8fjjj6tvf+kWAiwGLflkFz3lA1xJ+o4dmmszvr7Whg4dHTUklHG0l+QwlMoyVro/VatbxWJPEmBFR8wVenigP3dwAewGWAqFYs+ePR4eHroxp0+fJhN89dVXVq2XngqUlnyyi57yAa5EHhhI4oaI6dOtnTEubpm2m6jVdkiUA0lM1HTWIBZ5Cn15aOcOLoDFfrCI+++/f86cOWVlZbr/hoeHP/HEE319fVatl54KlJZ8jp5BWz+ukwNgnabUVOb+4OX337d23qSktSTySEnZaI+EOY7S0m+Zu4SRB54lGypy1iyr+mIFcDT2rqqeffbZH374wdr10lOB0pJPdtFTPsBllIaFaQIsd3cSaVk7b2+vsqEh3iXfk6Ovs7NeJOJrehz90Y9sK5mv74DaBd+9CPSwX1U1MDDwxRdfPPXUU7qeGixfLz0VKC35ZBc95QNcRtyyZZq223y+tQ/HDQ72l5efunLla7be9FxWFpaSsvH6dUfsKj06eo7msUQhn7lLWHXG0nb9AA7IflUVWfLjjz+ekZFhw3rpqUBpySe76Ckf4Bp0b8hJWrfO2nkbG5OYG2eWP0VoHnOV6OLFzawsjV0FBUeZzIpe13RzWvrPf3KdIgDb4WXP3KIln+yip3yAa6gMD2cCrLJTp6ydV6ksY0KiEfsktFBq6mtisYCtcG2Ub+8xoFKVDwVYX3lqemR97jkWFw4wxhBgcYuWfLKLnvIBriFlwwYmwFJVVtowOwk72O2jga2oiInVampErCyNERX1rCbGusAT+muaYaG7UXBeCLC4RUs+2UVP+QAXMKBWMx072XY9pqwsTCTiZ2TsYD1ho6RWtw71vc5q2goLP2MWK3xVE5I2JiezuHCAsYQAi1u05JNd9JQPcAFVZ88yl6/yP/7YhtmTk9dreocSC9hq5M6iK1e+JslracllcZkqVeVQgPWtu2ajHT7M4sIBxhICLG7Rkk920VM+wAUkrVvHBFhKvR4CLdfcnJ6SsrGykqJuzaOj5w3dJZzOS1i1iuvkANiIxY5G77zzzgcffHDp0qU1NSO3FkCAxaAln+yip3yAs+tVKsUCAYmu5IGBti2hpCQ0Kyuks7Oe3YQ5sqKiY0MXsfZqAtPOeoryDq6ExVflDAwM1NXVbdu2TSAQjHK99FSgtOSTXfSUD3B2JV99xVy+yjt0yIbZ29tLmFAjP/8I62lzWGp1K/PgpPAnzaarj47mOkUAtjBTVWUpsgrbCq1dQltbm+5lz2beboIAi0FLPtlFT/kAZxe3ZAkTYLWXltow+8CAOjJyNok26utjWE+bI0tMXDV0EWsVLzMkhOvkANjCVFUVUx/D0x4XRoyx9K9gNTQ0BAUFeXt7G0zz5Zdfzp4925L1WvJfV0JLPtlFT/kAp6aqrmaiq+h582xbwuBgf2NjslJpS3Dm1HTdqwo/40n9/fHOHHBGpqoqUY2ICbDSR+rczuAy1YQJE/Lz8/UniIyMfPrpp5W392aCAItBSz7ZRU/5AKeW9+GHTIBVcuKEbUsoKQklQYZU6u3yLyIcTiIRaAKs8zyRv0d7SQnXyQGwmqmqqn+wn8RYMRZcltZfQlNTU0hIiK+vr25MQUHBE088UVVVZeF6LfmvK3HufEqlUrKz77nnnoceemjdunUKhYIZPzg4uHPnTjc3NxJuBwcHk6/mx1uLnvIBTk06dSrzgueemz8Na+Xlfajp1lzE7+5uZDdtjknVp9qevn2yeLKH0INEpu5CHl/IC/yZF3ryDa6TBmA1Fhu5M5RKpa4NVmNj45NPPpmUlGTteumpQJ07n9OmTZNIJCqViuzpDRs2zJo1ixl/4sSJZ555pkKLDISGhpofby16ygc4r+b0dBJaad4/uGaNzQvp7GzIz/+IrZfkOLhjhcfche7MrZPhH3eR+46MHWrH6wwMwBR2AyyFQrFnzx4PDw/mKxn49ttvbVgvPRWo6+STRNb33XcfM8zn80ngxQyTAS8vL/PjrUVP+QDnlbR2LRMb1IjFNi8kOnquUMgrKjrGYsIc08aUjaZCq9vCLKH7O9nvcJ1YAIuw2A8Wcf/998+ZM6fsZnd6eIpwRK6Tz3Pnzvn4+DDD48ePb25uZoabmprc3NzMj7cWPeUDnFSPQiHi80lIIPPxGezvt3k5YrGmHVJmZjCLaXNAIVkh+leqDlw60KZuI+NLqn59T8gLHBZmeYo9f678metUA4wAPblzy0XymZ2dPWnSpJKbDVHHjRvX29vLDJOBu+66y/x4o+4wy25ZAWDB5ZvN2y/t3z+a5dTWSvPzP7S2l9HG7sbGMWmz1d3dOPr3Rqc3p+sip4UxC/sHb4tHZdKpzOOEr3/uyzTM0n38ZH4l7Wj8Do4LARa3XCGfsbGxEydOTEtL043BFSyg2WB/v8zPj2nerqqutnk5TU2pIhFfLBZY1cI973oeX8QnH0u6MRyNhoZ4kjyp1Lunx8Ym/IxAeSATMC2LXzb8v0VFx4f6azjOU1ZUbM/YbtBOa2H0wpaeltEkAMBOEGBxy+nzefr06YcffjgzM1N/JNpgAc2qz5xhav/EF14YzXLKysKY2IJEWpbPpetix5KHwEfjypWvmeQpFFk2L+SbK98wqRVIBEYbsA8O9ouEHkPd2Yd9SMa09bYti11mcNNwUeyipu4m2zMDYAcIsLjl3Pk8fPjwxIkTi4qKDMYfP37c6NOCpsbfsHKX01M+wBlFzZ7N1Pv1cvloltPWVpycvKGw8DOr5iJhytdXvg4rC7P3A3dqdWte3ockChzNQnxlvkyE9FPlT6amyUjexgRY4k9vvYUtrzXPV+pr0P59Y8pGgzuMABzipKpqbm7+t3/7NzMT0FOBOnc+hzeNUqlUN7T9Xe3YscNNKygoSL8fLKPjbyDAAlfRVljI1PjyGTNGuai4uGUkqkhKWstKwhyQuEbMxEbPRj1rZjISyQkvuGtirAu8xtx4gyVMFk826M3h4/yP7ZxwAIuQQGf4BQh7e+ONNxYuXGhmAnoqUFryyS56ygc4nbhly5i6vvSbb0a5qPj4FSSqSEnZyEa6HNGqhFVMVCS8KjQ/ZezZRcxFrMiwmcP/e7b6rJfY67bHDEWeZ6rO2CfVAJZ64YUXVqxYwVx3GAOtra179+594IEH8vLyzExGTwVKSz7ZRU/5AOfSXlrKVPGSyZNH+fq83l5lWtrmuLjnVapytpLnUBQ9CuapwOkR00ecuEvVILzAYy5idSprjU7zSeEnBo8ZTpVOzVRkGp0YYAw0Nzf7+PiYfyKeRXfffbdAIMjJyTGfKnoqUFryyS56ygc4l+j585nK/fIHH4xyUbW1UuaaTUXFaVbS5mg+LfyUCYMO5x+2ZHr5N9OZDRJ93uSbs/sH+zelbTJo/x4QEVDQWsBewgGcGz0VKC35ZBc95QOcSPX580ydLvL0tPnlgzo9PYrIyJmRkbM7OmpYSZ6jWRK7hGwsvohvYZddzXlpuotYrWYDJlWvakHsAoMwa0HMAjKepbQDODF6KlBa8skuesoHOIvB/n6xjw9TmxcctuiSjHnMa54TElaPflEOiARVJLQiG2tl/ErL5xIfFQy1xJKaaxTPKGsvmxExw+Axwx0ZO/CYIVCOngqUlnyyi57yAc7i0v79TD0u8/dnZYHJyetJJCGT+Q046uuNBwf7lcoy2+b9ufJnJug5eeWk5XMVf3NceJ7HxFh1dZGWzJLXmjdNOs0gzFqVsKq2w3hDLgCXR08FSks+2UVP+QCnoGnb7u7O1OB1Mhkry8zMDJLLA6urf2VlafaQmvoaCXRyc/fZMO/2jO1MuFNjzQ3QAbVatHuo01GJ2GfQ4mtRv1T9wlww0//4y/wzm9EEHqhDTwVKSz7ZRU/5AKcQebNn0bjly1lZ4PXreUN9l+cfYWWB9kDiP9tuYvYP9gfIA8j2Whq71Np5s/aECH8ZuohVUGDdrdj3ct8bHmbNi5qHLuCBKvRUoLTkk130lA9wfFe++oqprMV8vrq1lZVl9vWpoqLmyWR+o3kLjb01N6dfurS/zfo3Hlarqpng5u3st62dt0ehEK52ZwIskcjdhicAfqz40U/qd1uYJeItill0rfOatYsCcEb0VKC05JNd9JQPcHAdNTW6m4Mleq9+GqXCwqOaN8OIBb29SraW6TjCysKYyCa7OduG2VNfeUX4zdBFrLi4Jbaloay9bLp8usHVrGcjny1uL7ZtgQDOgp4KlJZ8soue8gGObECtlvr5Db0YJzCQxSUXFv6DCbDUanYuiTmUD/I+IJvMQ+RR31lvw+yaoDaQN9Rlg5BXWfmzzSmR18knSyYbhFkz5TPTm9JtXiaAg6OnAqUln+yip3yAI0t68cWhW0x8Pqn1WVxyTIzmzTB5eYdYXKYZlarKrelbTxSfGJvV+ck0d+hWJa6yeQlJa9cK9w4FWGIxv6dnVL2ORdVFeUu9DcIsEv9tSttk7xdmA4w9eipQWvLJLnrKBzis4mPHdNXx1fPn2V24SMQnoUNmZjC7izVl/6X9TE7KbO12wXL9g/1zo+aSdZGV2ryQ9uJizUtxfhqKsSIjZ40+YSmNKb5SX4Mwy13kviZpTXN38+iXD+Ag6KlAacknu+gpH+CYGpOTdbXwxU2b2F349et5UqmPVOrb2prP7pJNiW+IF4gFi2MXj8EFG3mdnNlwqU2po1lO0rp1wlm3bhSmp7MTjGYpsmbJZ7kL3Q0iLS+xV2gJa23sADhETwVKSz5Hz+CtllwnB+jVo1CIvbyYmjdyFgvXTgwUF59ggoam0YUgVlFa35pepaokH2vnirsWx4QsuS251s6rT93aKvTwEO4cCrC0jbF+Gs0CDRzOP8wXGvbp4CP1SbiWwOJaAMYePRUoLflkFz3lAxxNf1eXdOrUoX4ZvLz6VOy/3q6o6HOxeHJi4jrLO9Ice7qeulqsjJO2pm/V9IAVZ3UPWMMVfPyxZkd8pYux3K1NzIi+Kf1mqnSqQZg1RTLl27Jv2V0RwJihpwKlJZ/soqd8gEPp6+qS3XxskHxaclmuzhkymR8JF2JjF9tj4Wypr49hwpraWqlVM65OWE223dzouaNPw2B/v8THR9MY62bXoyIRv7OT/XfgqAfUaxLXGNw35Iv5B/MOsr4uAHujpwKlJZ/soqd8gONQt7VJvb11NWzlT2zekNLp7KyXSqeKRB4ljt3iZ3Cwv7IyvKLitFWvSiSRymsXX5sbNTe5MZmVZDQxjeECbjXGkkim2KnzsIauhnlR8wyuZgnEgoLWAnusDsBO6KlAacknu+gpH+AgFBkZmhY/NyvWomPH7LSimhrRzRZF4bYtobCt8ODlg+nNjtiTU2pTKrMFWewSIm3TJs0iF9xqjBURMc1+b8hu621bnbha/2qWu8j9nZx3uvq77LRGAHbRU4HSkk920VM+wBGUf/ed/mWLsn/+037runRpPxMi2Ny3E3MPLlDOZsenbGlVt86Lnjc9Ynqh9S/YMWWwv3/ovu26WzGWXB5o1xZs6gH1lotb9MMsD6FHUEbQxaaL9lspACvoqUBpySe76CkfwLnk9etvvbPO3b02IsKuq4uNXUjiA5nM1+b4YF/uPpLW11JfYzdhrPgw70Mm+OtnNfpRVlQMvbBom/51rBn2u47FKG4vHv6koYfIY4Z8xsspL4dXhrf0tNg1AQA2oKcCpSWf7KKnfACHOmprJXqNrkQCQVe9La92sZxSWcYEBzk5e0eznJL2EnYjGLaEZIUw7Za6+li+oVYWFja0p/beirGk0qlqdRu7KzLQpm7blr7NQ9PSnmfm4yX2eiHhhbzreY65X4Aq9FSgtOSTXfSUD+BK2pYturc4a/q7mj27v8vujWzq66NG2QDLwf1a9etLyS9F10fbY+HpW7cO7a89t2IssdjLhs66rKXqVb2e9vrwDh1MfdxF7s9GPXvo8qHkxmT1gLrWDk8+AphCTwVKSz7ZRU/5gLHXq1RK9fpiIJ9L7703NqtOT9/OhAWdNr0F2cHVd9bzRZobagcv26t3g+j584f2WtCtGEvbl4TETmscTlYr256xfW70XIFYMLxHeJMhl1ATcl1quVSlqsILEMGu6KlAacknu+gpHzDGct99V6R34UoiECiys8dm1YOD/TKZP4kG4uKWjM0axxiJG5jXPIeVhdlpFQNqtdTXd2j3bdR0PaqLsbKydttppSNS9alOFJ+YKZ9pRbwlcl8Wt6xOVcdVmsGF0VOBcpBPF9i4LpAFcDR5hw7pd8RAPtl7R9UQylrt7aVCoQcJBbKz3xrL9Y4ZZa/ys8LPTpWfsutaepVKsUAwtBPn8UR6MVZk5Jw+ttt+2Sa1KXV53HJfma+7eISQy0PoMTd67tHCo2Xtdn8PN1CCngoUAZYtXCAL4CAG+/vzDx8W8fm31Wt8fp2dnxYcrqjoGBMH1NdHjfGqx8aJ4hPM9q3pqLHrirqbmm7FWFN44rNeuhhLJHJ3zM2bociYEznHQ+Rh5iqXp8gzMCJwY8rG9OZ03EYEm9FTgSLAsoULZAG4pW5pubhpk0RXDeseFeTxMrZvH1BzUHvFxCzSPvjmbaeOyDkXXhnOPELYqm6197p6FArplCm63So9OVW/SVZs7LJ+B+4XtH+w/1z1OeZ2qrmLWyKPWZGzXk55+VTFKTycCJajpwLlJsAyxd6rHhwc3Llzp5ub24QJE4KDg8lX25ZDT/kAdimvXo1btszgVuDQx9394tatg/3cVFQ9PQqRyJPU/QkJKzlJgLVUqsr8/CMKRZblszR2Nx4vPl6tqrZfqvT1dXXJp0+/1Zxu22SRyF0vzPIoKrJXd/wsktfLVySsmCKdMmIbeS+x1/yY+WGlYTWqmrzreVwnHBwXPRUoXVewTpw48cwzz1RokYHQUBvftkZP+QBWdF67lrl7t3jyZKNxldjTM23TpjHohcGMoqLPmYrfwV9BqJOcvF7bmWeA5R2izo6cTbZ4SFaIXRNmIH758lv72sddesFX/1KWTOavVFaMZXpspupT/Vz1866MXTPkM0bsdou5vjU9Yvq0iGkbUzY2dTeRkOvb0m8buhq4zgdwj54KlK4Ai8/nSyRDz0uTAS8vL9uWQ0/5gFG6euGCxMdneAUk4vEk3t6X33+/V6XiOo0aMTELtS2E+Da/IWeM5ebuIwlOSlpr+SyB8kCy6Xdk7LBfqozKPXBAv0sz+VsBzMMEuk9CwkpHvmNoyoWrF7akbZkTPceqhxPfuPjG0YKjTBMuRY+ipRt9zVOHngqUrgBr/Pjxzc3NzHBTU5Obm5tty6GnfICFBtTq7qamhvj4S4cOxS1fLvX3FwkE+tWq7nqVbNq0il9+4Tq9t+noqGFq+piYBVynxQrXr+dZ9S6aMmVZeGW4gosIsi4i4rb7wnx32U8B+jEW+cTHr+rttW+37/aT0pTyU+VPz0U/5yX2Gv72HqMPJ3qKPJnhJXFLgjKDPin8RFYny2nJqVZV9w/2s97VPjgOeipQWvLJGDduXG9vLzNMBu666y4zE5tpK0ZP+YAb2gf9yKenpaW9slJVVXVVKIyaM0ceGBizYEGEv7/Q4AFAEx+Jt3fm9u1dDY54i6Sg4B9MHV9W9h3XabGXVnVrSFbIwcsHuXr8rU+lip4377armMu9xEKBQZgVETGjqSmZkxSyiPxgviv9joRNZJtPFk9mrl1ZeJVL9+GL+J5iz6mSqSsSVjR0NZDAq77LBfu/tUFvW1vy+vWSKVOk3t5pW7f2OcZVcMvRU4Fyls+8vDwvL6977713LKMWXMGCEV2/dCll40axj4+mw08PD9Hwq1BWfdzd45Yu7bx2jetsmRMREcj0INDd3cR1WuyFeYSQfOR1cg6TUXn6tOj2RxxEmz3Ft98xZJrAx8evaG8v5TCpLGKeMUxXpE+RTvEQjdx+a4RLX2LPAHnA3Oi5syNnr4hfsTdnL/m7LW2bqk/Vrz0ZslMuyLJV1dVDA1VVvUpLH7Yl0ytLS803sjQaJF09e/bipk0xixaJSSw1ZUpEQIDY6HXxm60OhgbIUcvLS+LlJSbnfmTYw4PMJSZfPT3F5Cv56+Ul8/WNCAwk54ckRJNMnkyWT8K16Pnz895/v/zUqeoLF4pPnLj4+uupr7xyef/+y4cO5b73Xu7evVkhIdl79iSsXk2mTHzhhaLPP68WCtVtI1x21WW8MTEx78ABcmpKTwXKWT49PDzeeeedzs7OsVwp622wuvq7GjobdOfEXX1d6B7G0bRkZ2e9+WbBkSPZb70V/dxz5ICiOcTw+Zp6jhyA3N01ByBPT3J8IX9NHbwsCaSY5UT4+ZGI6tL+/TVicculS1znfmR1ddFMpZ6YaEV7JqdT0l7iJ/MLiAho7G7kOi030rdvNyw/m3nCs+7DwizNqwxTU19tbk7jOslsKmgr+KXql8+KPjtbffbTok9nRMwIkAVMFk/mC/keYtvDL3fNj1BznWyqbOq7ue9+XPBxlapK1atq620jUZfmlYsd1r1ysb24mPyWJT4+mhDEy8vIZekpU0ikQv6l6ceOHFK0p2RC5q82shExX29OnxkURA4LV779NvmllyTaUImEPtHz5g11g6c9hmgOI2RRzNJGc2o3xh937ebn80nixdoYTvPXxBEVAZbd3XPPPR0dHWO80uPHj5t6itCqXU4mHt6uUzeG/LxXxq98JfUV8gs/VX4qszlTWiuNrIs8X3P+h/If4hriyM/ermdarGPO2Golkszg4PhVq1Jffpmcx6S89BI5tSInVZojBfk5CQRkOHL2bPns2REzZkTMnEnOVMgYmb9/xPTpUfPnxy5ZQj7xy5df3LyZxB9XvviiIjy8PCws//BhEvpkBQenvfEGqXiyd+0ih6GM4ODcffvSt2yJX706bvFiEhiRw1DM/PmRs2aJSYTEBEbu7lKBIG7ZssJPPuluaiLnSdeSkspOnswICrr46qtJa9eStRt24DmKY4fw5tGTLDN+8eLMXbvIUTJr167G1FRuHwAcpcTEF26+4HksWoZd+fprsl8qTp8ecUplWZm6lc0OqxQ9Csc5/+lRKGIXLjSsfhbwhN/xhBcMwyztx10qnZqZGdLWVsR12u2LnKYqe5U5ipzY+thfq349cPnAZMlk/QPs6D+eIs8Xk14U14gN+uzoU6lIqbv8/vsxCxZI9Loxc7iPu7vE27vw6NHLBw5IHTmdJj4IsOzuscceq6ysHOOVDg4O7tixw00rKChIvx8sawMsVgoac8hwv1WBu5MTHy+hp+CCp/c5T/9zgoAzU2b94hP4s9fs7yev/Wb6S6EB67+YFnx41oG3A99903//Np9/LvEPnzP11xne0qlTyRGBxDoigYCcb2lOuTzJYcRTc62YjCTnWMxJ1c1V6QaG/3T1v4pYyKWTfciWIaFh3gcfdFy92tXUxFXHVGOjs7NeJOJp+xf1tby/g9GQad9jHfPcc+Ynqz5/nkwm9fa2/EaMeUcLj/Ls+Zpn25DQnJxXkN+pYTl8hSf82WiYpbuyxY+ImJ6QsDIubllCwuq6uii1utWqJv/OqKajJqI24lz1uZ0Xt22Ne3Vr+tbFcYv9Zf7zIufa0MaL+XgIeT7h7t7hPJ+feAuO846s5P3oO/TPs568VYd4Ad/xNodovv44lbdrMy8skBc+hffPAPcPV2kGLFzPWYH7eRuuzXl4yGfOTFi+vOTLL0tCQ3MPHCj7+mtlefnwLUMKku5I1VFTUyOV1snl13Nzuxoa2goLq8+erT5zpiktrb20lIysj48v/Oyz7N27Cw4fLvvuu+pz5zTnut99l7hmDfl5kohN7OUl9fGJmjePfCKmTZNNm0ZOkuXk/HnWLE16li5N27KFnF1LfX01VYyFeSE1C59P6qmLr72GAMvuPv/883nz5jU4ZJvfEekCLHe9v5x/NMm4wHPXfvjneZ5neZ7neD6/8J79nrfkO95Lx3hr/sHb/AFvXxDv8Ju8X3fwzr/DE+7mCV/gCf00L/QQztAOMEeBqTzhYu2HedCHjFzJEy7jPIs2fiQ+PuRYIPP3T3rppSsnT7ZkZzenpzddvKisrOy6dq01L+96VlbxF1/UiEScdKHOobS0LUyFffnyB2OzxvJTp6Lnzq06c8b8ZEXHjjH7TlnGzivwnot5jiwuUB7IytJYpywtTVy3zjDSEvCE5Ef6k6lrWkauckVFPVtQcMRZ+tpgkMiA+d2RmCDl5Zfjli0j8QQpJ5fefbfo88+vJSaSKpmcMcYuXpz30UeJq1df3LRJt4n0a/ePVvI+f4737QzegmM87595gjM3D4n6R0iLP+QQevvR1XgAR06DZ17wZ85WvURe3mJyaiuYLpv2bMSsWdLAmRGBM+QzBGKBZgkX3Ncd8tCcAHt7k0il4OhREv1cCQ0l8ROJdUiERA5KJDbqrK1tLShQ5OS0s1TyxwDZg+q2ts6Ghut5ec1paQ0JCbVSafPFi/XR0coKI928IcCy/4qd+dE8klRhOE94jic8yxOe1xz+yOn2T9pjXKiQt0LImy/kBQh53kKeQHuG5Kn98IU8L+1fD+t/7Xb66AJEd21Spwt5C4S8F4S814S8vULeF0LeO0LeWxd4YTeP4GeF7qd+5l/4ma/J+zkP0TkPknex0F0m8ZOfnxERPk0eNjPx+PKkE2tiTy6MDJsdG7bk0j/eyd23L23TpuQXX0xcuzZh1apoclYUECCZOlXTvnLq1Ah/f3JWRI440c89R06YNCdJs2eTMZobi88+S44+ZMa0zZszd+xIff31zKAgckhqzszsU6nULS3krC5+xQrxlClMewVSP5FYihzZYhYsiFuyJCsoqDkjw7UvQY1Gd3cj0yGTSOThaFVyj0JBYqzq8+fZWmB8Q/xrqa9x28LdEj0tLXmHDskDAw2vLgfyhB/xNIcdS4Mtnuisp+T0lIivp+X8sKc+OpJsUiaO6VWpmB8F85f8jgqPHi369NPW/Hwy5np+PolsktevT16zJon8YFeujFm8WPODWrw4YcWK2IULNb/WwEASKAw1tfHyIj/YmIULyS+u+ty5+OXLNU2qta2qyQ88au7cpHXrSEgh8vKSTZum+XXPmZO4Zg05CGiaLmmn0eTOtvZG5PRvvnbAy7oZt+3k+Z7meZy3YZWj/XgIPY4XHSebvam7KUeRk92SndiUKKmR7MrZdejyoVIlB481DAyoCwo+Tkl5ifwlxwTyVf+V5OXl32dkbKvT++H09an6+7vI38bGZDLx4GD/9euX8/M/iolZJJVOEYsni8V8cmCJiZkfHb2IDIhE7uQIIxLxpdKp0dHzIyKmO1FdP0q05JNdmgDLsmOcJZ9fhJr4LEwTvmjis7eEvN1C3lYh7yVtrPO8NmIjcc80Ic9X+5msDdSYWM2do0DN/eaHiReZgSlC3kwhb6WQ97qQd1ibqdsO95qfGfl4icXeUqlALPYUiTylUu+oqNnJyWvj41dGREzTvq2FL5F4SSR+kZGzLl58PTd3b3r61tTUVzIydmRmBpeWft3Tg54J2ZGUtI7ZNeQAynVa7E49oB6DVxCyqyUjg5xakGDLsCmhB0+4lif8gCf8iif8gic8ZVnURab5VTvLNp5wofbStc+ojwS6216+PGGA9kL4cm1LMg/twCGe8DXtfwO0X0mM+DxPeIAnDNNGiuHagU+1p6lk+Kg2L5/xhJt4wq084WltakNvNkpjEn9GO3DeWH4v3Pw7/L+ar+7kIxZ5ySWBcmkAqeyZf5Fj1EdC3noh7xUhb4OQ5zfscOquPe3UC4/c3YcadWiG7XR0JfHppoubvr7yFfn7YvKLYWVhTV3mHu8lUY5SWdnUlKpUXmUOj21theXlp9LTtyUlrYmJWUJiGqnUh4Q+Eonmr14/t+5MCwFTF0QN/mt2Yis+CLDAnJECLCaSGBpmYguDCW4GHHxtwEE+UyQSb21gISAnARLJFO14MuxDfhJkJPlKRpIPGUmmFwo9tecEHtpppmp+NlLfcMlUodjrB5F7qNDjgMh9n8j9A6H7i0L3OUL3AKH7VJG7nzYG8rx5CY03VsEZcw3PR8hbJORtF/I+ZeEnSjadIC5ucVLSWrl8JonVmG1OtkNOzt7OzjpyUkWOOGPTqMhJKRSZusBXpapiccnSWimpEhyqo0hFj8JP5kfqrfTmdK7TYruOmpo6mSxr167ENWtiFy+OnD07Yto08lfTFEb70JnoJW2Mctb6H5QuOrmgvTD/g/a+5NmbY85rR54bKbhxoc8PQt572nNd3VniESHvuN4EzPijQt5s7anv+0Led9rpdwh5bwt5a7VnxSu1Z8hkeJuQdyZi+gaZ/yiPt+7a8+qpwqEj+RRt8Eeiww+1a2cS9itZF9dbb8QPAiwwh5SP9vaS2lrp1asihSJbv/cg56rU+wf7r3Veq1ZVX1VdPVF84uWUl5fELpkpn+kv8ye1kafIc7JkspfYU9P+QKT7kbNz3kaiLn/t0WGvkHdIyPvSPr9kEj3I5TMuXz6Uk/NuXt6h1tYCrje5QyClVCbzYzZRRsZOFpecdz2P2b8kxmJxsaOU1JjkgKmyk5a8vNwDB2JeXCD90Ft8crLwZ77rBUB6HyN9W1j+ISerUVFz5fIAsZgvFnvIZL7krNV+qSVh2UK9hhke2gv/zE2AqdpbE+ye8XpqA7Ip2oWTUGyudu0rtQHfV9og8msh76Q2OCPHyaioOeTc3tj25EulfrrNIhIxH3ftX91ID6nUJz5+eUnJV1VVv9TUiKqrz5ENGx09jwyrVNXk095enp0dkpi4urDwKAIsMIee8mFKYWuhqlfV1NV0pupMenN6U3dT3LW4D/M+XJu0dk7kHF+pL1808usyhp2fuU8We62MX/Zp9q6oS++lp2+Njp5PwiPyy4+OXhgZOScyMlAsFoz6MjU5lMwuKvqsra2EyUtvr0qtbuvqanL5h7B0srLeZLaGRCJgN9f1nfXMrpfWSllc7CiRE4mjhUf3X9rvdHcJ2dLbq6wrjcnLOhQXt0QqnUyCCea67ygDlOEf7dX6oSv0UqnvzbtR7tq7cu7aIjclLm5RZmZwdvZbUVHzSKCfk/NWcvL6qKhnY2IWkd+mRDKZfBISVublHY6JWUgGrl4VK5XlBQVHc3PfaWq6WFX1a2trfldXA9NwkJwtkDLc2anp44qM6elpIWe/ZGR/fxdTtskJsEpVRX7mpaVhqamvp6dvqaj43kyxVyiyurS35Fpb82pqpLW1soqKH0tLT5JTkcjIuTLZVG1goWlUROIzEkMkJW2IjJwpl89KSlpz8eJr2dnvNDcnZWXt0oYsPsO3MJk9NnaJtjmEkQ34q/Z+5VRtbDRNGxh52v9WAzn2BkYEBkQE+Eh8pkVMWxq/dF3iutdSXz1w6UDJzeNkpbI8symVHPb1txXZzn3WX6umpwKlJZ/soqd8sKKsvUxSK3kn5525UXPJD9iqB6o9hB7kZ785bfO5q+d0nRiRY2Vx8RcJCavi4p5PT99GzpnIwZQcRsnwzSOaLTUHqRLI4Z4c5QsKPuV2i9lVXV2kLstXr7LWilyHxFh51/NYXyzYCQk1Ojpq+/pUJDRRqWqKi7/MzHwzJ+ft8vLvtaFJdWNjalVVeGnpt+3t5W1thWQMc52ezMIEN/X10R0dNcwYZpn6F/J1oYxB62l6NDUlx8QsiI6eS87rruv9NNTq1vb2CvJ7TEl5mcSdQqEXiXq1F9XmFBd/To5pGRlBMTEkgFtHYtBLxcejij75NDPorYydQWlb92UEfZSz78Wkdf4R/l5iL/3HKVnsMMz4MVnkMT1i+oaUDe9ffp+ct0TUR1i7QeipQGnJJ7voKR/2E1MXsz55PTlb0t6F9LL8oMAX8X1lvi8kvPBl8ZcGp1PDkTNdcnIslfqTyMno2aSZDznSRURMi4lZnJ0dcuXK1+3tpc51/9colapS18Q1MXEl18mxHamqOzstfTNdbkvua6mvhVeG2zVJAA6CnIuWtpcKa4RfXvkytDSUREKbLm5aHrd8ceziZ6Oe9ZH6eIhudTbPStTlKfJcGL3wVPkpVd/IL0akpwKlJZ/soqd8jKWajpqPCz5eGLNQIBFY/rMnB4uvS7+2fC0KRUZ8/AqJxPv2YMtdaOR9cMbvMJKPROITHT2PBCi5ue/W1ESQ03r7bRYWqVQV2ieomZuDU5z3cgI59ScRs0jEr6+PsWR6El0xobmyl51uSwFcyQ8VP7yR8cY7Oe/8s+yf+zQXxl5cErdkQfQCcnTVv5mg3xh3xNNgvpjvF+H3acGnXf2Gxxl6KlBa8skuesoH5+Lq43ak75gZMdOTaWtvqg2ByH1O9JztGdvjG+ItfwcRqaf1r4LU18fm5LydmLjKVPOIEWMvkchLJvOPjV2clbW7qOjzioof+4cdXLiiUGTpNeB1VyqNdADoLK5fz2MyUlR0zJLpwyvDyRF/Y8pGeycMwPW0qW97nXNac1pIdshzMc9Nk02zsLmt7lUlmthLzKenAqUln+yip3w4GvJTz7+ef/DywUWxi5j+kU2dP82Lnrc3e6+sTlbXUVffZem9JB0SGJWX/3D58geJiWvl8sBhV7ys+IjFngkJq3Jy3mloiOPqJmNx8Rf6gWBz80VOksGisrKwy5cPdlv85mZcuwKwE3JOe7b67NK4pRY29qCnAqUln+yip3w4uGud19YkrrHkJ02mmRk5c1/OvrL20b6AQqWqunTp3bS0N+LjV0RETJNIBBbfXhyKb7StuwKSktaWl59qbs7o6rLjC6P6+lTR0fP0n2Bqakqz3+osoVJVZmYGl41hjwkl7SXSWqnjvOkZwIU1dTWRn9ul65deTnnZS2Ik5KKnAqUln+yip3w4izPVZzambpwun25h9xCeIs/50fM/LvhYwd4rYtTqtqqqc3l5HyYmrpHLp2s7j/G0vFMJsVhAIqG0tM1XroQyz2SNUn9/18WLr+p3ciuVCjo6qke/5FHKzd3HpIeVbI6I7GLmYucxy+4nAgDrVH0q5gwnrTmNngqUlnyOnpO+NpFOF6ovrE1aGxARQAKpEa9vBcgC4hvi7ZSSwcH+/PzDsbGLpVJ/K/swdJeRhMWvzs7e09iYYPm9MLLGysqfIyNnGtzTjItb7CAdfdXUiEQifkzMc2NzwxQBFoBDoacCpSWf7KKnfLiMqPqo9Unr/aR+HkKTzyd6iD0C5AFfX7HimUQb9Pd31dbKsrNDYmOf076TkW956y6x2EMqnRIRMT0mZm58/KqLFzdlZGxPTX09Pn55VNScm10gGs5FopmqqrN2zZS11OrWsWyOVthWeL76PG4RAjgCeipQWvLJLnrKh0vqH+z/peqX1QmrzTSTnyyevDtztyV9urCTpP6usrJvUlJelstnicVTbGtNbywg8yos/GRssgAAYAl6KlBa8skuesqHyytsLXwu+jkzncvPjZ5b2l469glTKDKzsnbHxT0fERGg7TbCimcYRSJ+XNxShSJj7JPtgLr6usIrw536Nc8AroSeCpSWfLKLnvJBj5bulvzr+WsS1xi9h+gt8/629FtuUzgwoG5uTr9yJTQ3972LFzcnJDwfEzM/MnJ2TMy8xMTVGRlvFBR8TIIqF+hunl3Hio4xO7He4p7fAcB+6KlAacknu+gpH3Rq6217K+stL4nX8L4etqRtsbwjU3AEYWVhZN8JxAIWnxgFAJvRU4HSkk920VM+KJfUlDRNNm14mLU0bmm5qpzr1IFFSECc2pRaqarkOiEAoEFPBUpLPtlFT/kAoqm7aU3SmuH3DWdFzuKkeRYAgPOipwKlJZ/soqd8gL5DeYeGd2QaGBl4pf0K10kDkypVleGV4XhVDoCDoKcCpSWf7KKnfMBwZ6vP+kp9DcKsOVFz6jrquE4a95j7cQ7V2ilQHkh2UHBmMNcJAQANeipQWvLJLnrKB5iS0pTiL/M3CLNeT32d63Rx7GjhUU3n+BEBjtOrJxNghWSFcJ0QANCgpwKlJZ/soqd8gHnZLdkGreC9RF4ZzfR2QLUvdx/zyF5XXxfXaRlS31kvqhHhFiGAg6CnAqUln+yip3yAJZIakgSS2zqFfynpJTp7c2hVt4aVheW25HKdEABwUPRUoLTkk130lA+w3MFLB/VfLM0X8VOvpXKdKLhBZ6QL4LDoqUBpySe76CkfYJXajlr/iNsaZm1M2YgKnkNlyrJAeeBzMc85VLt7AJrRU4E6dz6lUqmvr+8999zz0EMPrVu3TqEYOoYODg7u3LnTzc1twoQJwcHB5Kv58daip3yADY4WHNW/lOUh8pDVyrhOlEtRq1vLy08pFFkjTnmq/BSzF2LqY8YgYQAwInoqUOfO57Rp0yQSiUqlamxs3LBhw6xZs5jxJ06ceOaZZyq0yEBoaKj58daip3yAbRo6G3xlt3XlsDx+OS5lseXy5YNCIU8sFpBIy/yUih7F5oubgzODHeepRgDK0VOBuk4+lUrlfffdxwzz+XwSeDHDZMDLy8v8eGvRUz5gND7O/5gnuhVjeYo8c6+j9TcLioqOkQBLJvMbQNgE4GzoqUBdJ5/nzp3z8fFhhsePH9/c3MwMNzU1ubm5mR9vLXrKB4xSS0/LnMg5+pey3r/0PteJcnqDg/2NjUnd3Y1cJwQArEZPBeoi+czOzp40aVJJSQnzddy4cb29vcwwGbjrrrvMjzfqDrPslhVwQZ8WfKofYz0f9zxuFwIAneipQJ0sn0bjm9jY2IkTJ6alpenG4AoWOJpKZaWPxEcXY/lJ/VS9Kq4T5frCK8PnRs89XXGa64QAwBB6KlCnz+fp06cffvjhzMxM/ZFogwUOqH+wf3n88ltNssSe9V31XCfKxc2OnM28uofrhADAEHoqUOfO5+HDhydOnFhUVGQw/vjx40afFjQ1/oaVu5ye8gGs+yjvo1s9OAg9shXZXKfIlZ0qP+Un8wsrC+M6IQAwhJ4K1LnzObxplEqlue0yODi4Y8cON62goCD9frCMjr+BAAvG0Nnqs7qOstxF7imNKVynCABgjNBTgdKST3bRUz7ATrJbsj2EHkOXskS85MZkrlMEADAW6KlAacknu+gpH2A/5apyvpivu12Y1JjEdYpcUGFbYWoT3ggJ4EDoqUBpySe76CkfYFc1HTUeoqHrWO5C98j6SK5T5FJIdMVsW3mdnOu0AMAQeipQWvLJLnrKB9hbTWcNX3TrOlb8tXiuU+Q6cltyma16puoM12kBgCH0VKC05JNd9JQPGAMNnQ2eYk/ddaz86/lcp8h256vP77+0v77TUbqfiG+IF9WI0K0rgOOgpwKlJZ/soqd8wNho7G70FA3FWB4ij+qOaq5TZAuSCyYLb2e/zXVaAMBB0VOB0pJPdtFTPmDM1HbW6u4VCiSCrv4urlNktf7B/rnRc0n6wyvDuU6LRqWq8uDlg3h6AMCh0FOB0pJPdtFTPmAsFbQW6PpuCIgIcMYbW+oBdU1HDdepGLI1fasmWhULuvqcL1oFcFX0VKC05JNd9JQPGGOR9ZG6Bu+LYhZxnRzndrTwKNmMy+KWcZ0QALiFngqUlnyyi57yAWPvy+IvdTFWcGYw18lxbmXKMvWAmutUAMAt9FSgtOSTXfSUD+DE29lv62IsSY2E6+QAALCGngqUlnyyi57yAVxZGb9S90Lo2o5arpMDAMAOeipQWvLJLnrKB3BFPaD2lnkzMdY02TRnbPBuV4PYIADOiZ4KlJZ8jt4dt+M6OeD6qlXV7iJ3JsbakraF6+Q4kIsXN4vFgjq8AAfACdFTgdKST3bRUz6AW9+Xf69rjCWvRzyh0d3dKBTyyCcjYwfXaQEAq9FTgdKST3bRUz6AcxtSNjABlqfIU9Wn4jo5DqG4+ERy8vqWllyuEwIAVqOnAqUln+yip3wA59QDah+JDxNjLY1fynVyAABGhZ4KlJZ8soue8gGOIKclR3ej8MeKH7lODgCA7eipQGnJJ7voKR/gIPbm7NXdKFT2KrlOjnOQ18mPFR1T9Ci4TggA3EJPBUpLPtlFT/kAxxEgC2BirI2pG7lOixOo6ahhNteR/CNcpwUAbqGnAqUln+yip3yA48hvzdfdKExuTOY6OUb0D/bHN8SXtJdwnRANZa/ST+ZHtlV4ZTjXaQGAW+ipQGnJJ7voKR/gULZnbGcCrEB5INdpMeJ0xWmSNr6IX99Zz3VaNEiM5SDRHgDo0FOB0pJPdtFTPsChdPV3eYo9mRjrZMlJrpNjKKwsjElbpaqS67QAgIOipwKlJZ/soqd8gKNhrhKRj5fYq1XdynVybqMeUJ+vPp+lyOI6IQDguOipQGnJJ7voKR/ggGZFzmJirO0Z27lOi+NS9Cg+zPuQBHxcJwQAbkNPBUpLPtlFT/kAB6Rr7e4udK9SVXGdHKt11terW+1+7Y1EV7hfCeCA6KlAacknu+gpH+CYXk15lYkeViWu4jot1mlMSiIJFwsE3Y2Ndl3R+erzZPsERAR09XXZdUUAYBV6KlBXyGdzc/Ojjz6qv88GBwd37tzp5uY2YcKE4OBg8tX8eGvRUz7AMTV1N/GFfCbGymnJ4To5Vig/dYrpa6I5Pd3e66pUVSK6AnA09FSgrpDPV1555cCBA/r77MSJE88880yFFhkIDQ01P95a9JQPcFh7svcwAdai2EVcp8UKvUpl8YkTJMziOiEAwA16KlCnz2dhYeGf/vSn7u5u/X3G5/MlEgkzTAa8vLzMj7cWPeUDHJZ6QO0l9mJirMvXL3OdHAAAi9BTgTp9PmfOnPn999/fuH2fjR8/vrm5mRluampyc3MzP95a9JQPcGQfF3zMBFjzY+ZznRYAAIvQU4E6dz7lcjmPx2OaUunvs3HjxvX29jLDZOCuu+4yP96oO8yyS34ArKEeUE+WTGZirPRmuzdpAgAYPXoqUCfLp0F889RTTyUmJur+pZsMV7CAEl8Uf8EEWMvilnGdFgCAkdFTgTp3Pk1dWEIbLKBE/2C/riVWdnM218lxIPty9/nJ/KS1Uq4TAgC3oacCdZ186u+z48ePG31a0NT4G1bucnrKBzg+XY+aaxPXcp0WB8Jsk40pG7lOCADchp4K1HXyadAP1o4dO9y0goKC9PvBMjr+BgIscFrqATVfNNQnVk1HDYcpIaGet9T7TNUZDtOgc6L4xLK4ZUmNSVwnBABuQ08FSks+2UVP+QCn8F7ue47wdkImzludsJrDNACAg6OnAqUln+yip3yAU2hVt3qIPEhw4yn2VPYquUpGWFnYsrhl8Q3xdl2LWt1aWHi0vBxdlQI4JXoqUFryyS56ygc4i21p25iLWJ8Wfsp1WuyruPiEUMgjn+vX87hOCwBYjZ4KlJZ8soue8gHOor6zngmw/GR+/YP9XCfHjurrY0h0JRYLenoUXKcFAKxGTwVKSz7ZRU/5ACeyPG45E2PJamVcp8W+Ojvre7m7EwoAo0FPBUpLPtlFT/kAJyKuFTMB1vL45VynZbTaCgtLQkM76+ttXkKWIqukvYTFJAEAK+ipQGnJJ7voKR/gXPxl/kyMVaGs4DotoxIREEDycXHzZttml9fJme2AGAvA0dBTgdKST3bRUz7AuXycP/T65z3Ze7hOy6jEPPccyUf222/bNvuZqjPMdshSZLGaLgAYLXoqUFryyS56ygc4l1Z1q6fIkwQWArFAPaDmOjm2U7e2NiYlDahtzEL/YD+JsWLqY9hNFQCMHj0VKC35ZBc95QOczobkDczFm+/Lv+c6LQAAhuipQGnJJ7voKR/gdEraS5gAa3HMYq7TAgBgiJ4KlJZ8soue8gHOKFAeyMRYl69f5jotAAC3oacCpSWf7KKnfIAz+q70OybAOph3kOu0GNfTo2hrK+Q6FQDAAXoqUFryOXp33I7r5ACYpOxVegg1ryacIpkyZr2613TUzI2euzh2cWN3o/kp1epWsVggFPIqK8PHJm0A4DjoqUBpySe77gAAAACbcF2HjxFa8sk6exQRLBPLxDIddrFYJpaJZTryYh0QLflknbOUZiwTy6RtmXZaLJaJZWKZjrxYB0RLPlnnLKUZy8QyaVumnRaLZWKZWKYjL9YB0ZJP1jlLacYysUzalmmnxWKZWCaW6ciLdUC05JN19BQR0If9Ti3sejphv4PNUHRshF8dnbDfqYVdTyfsd7AZio6N8KujE/Y7tbDr6YT9DjZD0bERfnV0wn6nFnY9nbDfwWYoOjbCr45O2O/Uwq6nE/Y72AxFBwAAAIBlCLAAAAAAWIYACwAAAIBlCLAAAAAAWIYACwAAAIBlCLAAAAAAWIYACwAAAIBlCLA0BgcHd+7c6ebmNmHChODgYPLV/Hi25gVumdlHubm5AQEB991338MPP3zy5EnL58V+dxZ33KQ/UiqV+vr63nPPPQ899NC6desUCsXwGbHrnZrR/V5eXj579mw3LTJAvg6fEfsdrIUAS+PEiRPPPPNMhRYZCA0NNT+erXmBW6b2UUlJyaOPPnrq1Knr169XV1cvW7bM8nmx352LQUU7bdo0iUSiUqkaGxs3bNgwa9as4bNg17sAg/3O5/NDQkJatd58803ydfgs2O9gLQRYGuTnRI6qzDAZ8PLyMj/+ht7v04Z5wUGY2kckovrss8+MzoL97mLM9NOtVCrvu+++4VNi17sAg/3+r//6r2R3M8Pt7e3k6/Apsd/BWgiwNMaPH9/c3MwMNzU1ubm5mR9/Q+9XZ8O84CBM7aMHH3xwz549Dz300P33379q1SpyUqubBfvdxZgJsM6dO+fj4zN8Sux6F2Cw3xcuXPjWW2+1tbWRH/vu3bvJ1+FTYr+DtRBgaYwbN663t5cZJgN33XWX+fFszQvcMrWPyMCKFSsatZYuXfrCCy9YPi/2u3MxFWBlZ2dPmjSppKRk+L+w612AwX6vra197LHHmLZZZKCurm74LNjvYC0EWBqjOTXBaY3zMrPvyFdmmMRYDzzwgFXzYr87EaMBVmxs7MSJE9PS0ozOgl3vAgz2u7+//5tvvqlrg0W+Dp8F+x2shQBLYzQ313Fj3nmZ2kcCgYDEVczwtWvXjAZY2O+uYXiAdfr06YcffjgzM9PULNj1LsBgv997772m2mDpYL+DtRBgaRw/ftzoYyCmxt/Q+33aMC84CFP76OTJk8uXL9fdIlyzZo1uFux3F2NQ0R4+fHjixIlFRUVmpsSudwHDnyLcvXs3cwVr165dRp9nwn4HayHA0hgcHNyxYwfTCUpQUJB+BydGx9/Q+9XZMC84CDP76K233nrggQcmTJiwcuVKo43csd+d3R23MzqSUKlUun8xA9j1Ts3ofr9y5cqMGTP+P63AwMCysjL96ZkB7HewFgIsAAAAAJYhwAIAAABgGQIsAAAAAJYhwAIAAABgGQIsDVNveLX27Z4WvvXT1GSWvGiWYfR9pQaNN8ePHz/KzQIAAAC2QYClYeoNr9a+3dPCt36amsySF83qM/OWjyNHjmzfvt2qjQAAAABsQYBlSP8Nr9b2LGdhj3OWTGbwolmjTAVYarV60qRJtbW15mcHAAAAO0GAZUj/Da/WvhvBwncmWDKZwYtmjTIVYIWGhur3jQkAAABjDAHWbQze8Grt2z0tfOvniJOZedGsPqMB1sDAwH/9138VFhaanxcAAADsBwHWLcPf8MrWFSyDNunmr2ANT4bRJu03TARYp0+ffvbZZ63KOAAAALALAdYQo294Hfs2WCO+aFaf0QDrb3/7W1JSkiWzAwAAgJ0gwNIw9YZXa9/uaeFbP01NZuZFs0YND7DEYrGnp6eFswMAAICdIMDSMPWGV2vf7mnhWz9NTWbmRbPmE6wbLxAIzp07x9ZmAQAAANsgwAIAAABgGQIsAAAAAJYhwAIAAABgGQIsAAAAAJYhwAIAAABgGQIsAAAAAJYhwAIAAABgGQIsAAAAAJYhwAIAAABgGQIsAAAAAJYhwAIAAABgGQIsAAAAAJYhwAIAAABgGQIsAAAAAJYhwAIAAABgGQIsAAAAAJYhwAIAAABgGQIsAAAAAJYhwAIAAABgGQIsAAAAAJYhwAIAAABgGQIsAAAAAJYhwAIAAABgGQIsAAAAAJYhwAIAAABgGQIsAAAAAJb9/9HyaNpHzbBkAAAAAElFTkSuQmCC)
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