Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Yoshihiro_Asano_123007_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | August 18 2002 |
Start Time | | 2002/08/18 12:00 |
End Time | | 2002/08/18 19:00 |
Key Words | | current sheet |
Model | | BATSRUS with RCM |
Model Version | | v7.73 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 18.70 |
Dipole Tilt, in Y-Z GSE plane, deg | | -30.60 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 246.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Yoshihiro_Asano_123007_1 |
Minimum Dst Value | | -26 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | YES, plot them |
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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.
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YFRg4i9JVSMjCysp4ocvSHQhYwmKlnvxip30AALCprCxMJnOmgBUZuV7osnQTApawWKknv9hpHwAADKqoiOEubI+P31FXpxK6ON2EgCUsVurJL3baBwAAa2pq0sPDV3EBS6VSCF2c7ut5V6V9BMPTTz/90ksvzZkzp7CwsIfrZacDZaWe/GKnfQAAsCY21pW7sL242FfosvQILwGLG2lpaSkuLt6yZYuDg0MP18tOB8pKPfnFTvsAAGBKUtJ+iWSYSGQTErJY7yNNTk6mh0fYihXB8+fH7diR9sUXKUeOxLm50c9iPz/6tDw6ulAkutuJYzx9w0RXVRkfX5P+5Dcq6i2hpqbm+eefp5HVq1efO/fbU8HOnj1LUzqz3id+aklYqSe/2GkfAACMaG1tLiwUcWcGw8NX0ZT79fUlCoXS0zNi3Tq5i4vPkCGdGcR2dqELFxZJpS2NjcLWyFhXpVIouKIazFi0HSoqYior42lE9whWSUnJ9u3bHR0d6dfGxsZhw4ZduXKFxr28vGi8qanpievtzKeWxBLqWVFR8de//lV3n7W2tm7bts3KymrQoEFubm70q+npXcVO+wAAYERRkYxLV/7+k4qUknh3d6mTU8f8JLK2FtvbdyZpyZydE/fuFfCAlrGuqlAk4kpYERPT8dOamkyl0pMGtTpH72U41HXevHmTm620tPSNN96gnpR+0nhn1tuZTy2JJdRz7dq1Bw8e1N1nHh4e7733Xm47GvH09DQ9vavYaR8AACzIz/cWi+24gBW0bbZ+qLKxkY4YEbFqVYG3973KypbGxlqlsiI2tjYrS5OfXxoamunhkfzJJzc//TTj1KnAWbNEtra6X7/966+CVMpYV9Xa3EwZS6UwfP1+Q0NZVta3WVnnGhvv6C6hvLzc3d3dyclJO2X37t00w2effdbJ9XbmU0ti9vVMT09/8803GxoadPeZra2tRCLhxmnE3t7e9PSuYqd9AABYvIqKGD/f8W3p6sYQnxm/BSOpk1PSxx8XyWRcqOr8AmvS0+N375aNHKldVMrhw71XfmO63VU1N9fT0HEJarWauwbrQdvFakmvvvqqt7f3X/7yl1u3bnV+vex0oGZfz3Hjxl26dOnB4/ts4MCBFRUV3DiFbisrK9PTu4qd9gEAYMFam5vzfa/5XLduS1dXhvhsfpiHAmfPzrt2rYcXUdHCcy5elAwd2nZhlr19zObNfBW7k3i8i5BUVlbu2rXLxsaGxu/evfvOO+8EBwfT+K+//vruu+/W19d3cr3sdKDmXU+5XD5kyBDuUirdfTZgwADtBXc08swzz5iebtBTJvVKfQAAoE/UpKcn7tsnne3o89MQn1/bzgz6uA2RjRiRcfKkOjeXxxWVhYUppk3jclv05s33KvvunYY8PgeLvPDCC5MmTcrOzqbpixYtOnPmjHa248ePL1mypJPrZacDNe96UoIODQ3lxnEECwAATGu7/EgsDl2yxMfa2mfUEJ8vhnDXXfl+Mibn0g9NanVvrLQqKcl/4kQuY8Xt2HFf52BPr8KT3IVl3vU0dmAJ12ABAIAuijVZ5875TZjw2+Xnp9qilehXm0j/9S0tvftIhcbqarmLi4hS3ZAhkev76OWGCFjCspx66u6z06dPG7xb0Nj0B13c5ey0DwAAc1enUqV++qnUweG3uwLtbCTfOoh8bNruGQya2zfFaG1uVsycSWv3nzSpPDKyD9aIgCUsy6mn3nOwXF1drdpt375d9zlYBqc/QMACALA4lbGxMVu2SBwddZ9iFbXtw4SQXdyZwcjI9Y2N1X1WHk1eXuT69VxJaLy3V4eAJSxW6skvdtoHAIA5KgsLC1m8WO+xnylHjjSUlWVknOTSVXDw/NpaZR8XLO/q1bby2NikHj3a2xe8I2AJi5V68oud9gEAYF6aNJo4Nzexnd3DaGVt7TtqVNaZM43VbUeqEhL2cOlKJLKtq1MJUsICb2+ubBmnTvXqihCwhMVKPfnFTvsAADAXrc3NuZcvS3SutQp9//2ysDCa/qD9FXvx8e4SiX3bPYO+YzSaPKHK2aRWS9vPWvpPnlxw40bvrQgBS1is1JNf7LQPAACzcCc1VTFjhjZa+Y4ZUxoSov20sbE6KekT7tiVQjGjosLAO/j6EmUs7sENMmfn3lsLApawWKknv9hpHwAA/VxDWVnivn2677fJPH2aO2rFoXQVG+v68HlXvqPv3EkVsLRaSk9Psb190OzZGadO6ZaWRzw+aPTpp59+6aWX5syZU9iJd1cjYHFYqSe/2GkfAAD9Wb63t/YZnjSEr1pVq3zsuvWWlsbAwFlcuhKLHfrynsEnyvzmG67YFTG9ckSNx1fltLS0FBcXb9myxcHBoYfrZacDZaWe/GKnfQAA9E+lISH+Ok8N9R01qkgq1TsU1NBQJpM5i0QP7xm8d6/vXlPTGZSrxA4OMmfnqsTE3li+ia6qsjK+pia9q0uoqanhXvY8dOjQy5cva6cXFBS8/PLL9OkT1/vETy0JK/XkFzvtAwCgv1FnZ0d/+KHuIxhSjhzhbhLUVVISLJU6cseuYmI2UdgSpLSmNZSXy8eOpSrkennxvnBjXZVKpeA2i4mM1dxcX1dXqHsEq6SkZPv27Y6OjvSrTCb7+9//ThO5T5ctW3b48OEnrrczn1oSVurJL3baBwBA/0EpKvngQR8bGy5XiW1tYz78UFNQ0HHO1NSjIpEdFyMSEnb1qzODuupUKq4uyQcO8L5wY11VYaGI2zImLvbPybmoVHrqvYxu0KBBN2/e5Gb4v//7v0uXLtFIVlbWq6++WldX98T1duZTS8JKPfnFTvsAAOgnSoKDFdOna49aBc6aVRYW1nG2hoayoKC5XICQSh1v3jze90XtkkKRKOXw4dzLlxvKeD7GZqyram1tpoylUilMfPfWrfNcwNJOKS8vd3d3d3Jy4n69fv3622+/3dzcPHfu3C+//LIz6+3Mp5aElXryi532AQAgOEoesVu3ih49O1Q6fHj2xYv36+s7zkm5QXvgytd3tOkM0X/EublRvQImT+Z3sT3pqiinVlUl6i1BrVZz12A9aH/13DvvvOPq6vr66683Nj72qmwELA4r9eQXO+0DAEBA9yorUw4dEtnaag9cJeze3aRWG5w5KWm/WGzPpauwsKX97ZJ2E2I2b6aq+U2YwO/zGni8i/BB23Xxlbt27bKxsdFO8fLyohm+/fbbLq2XnQ6UlXryi532AQAgiMbqaqWnp2zkSG20ko8dWxkXZ3DmujqV9rSgTOaUlXWuj0vbQ5Qj865ercnMbHn8UFAP8fgcLPLCCy9MmjQpOztb++nVq1ffeuut+/fvd2m97HSgrNSz5/Su9RO6OAAAFqgyPv7m8eNB8+aJrK1/i1bjxuVcvGjsK8XFcpnMmUtXfn7jyssj+7LAfKlJT5c6OsqcnetUvL0hsbe7qokTJ/74449dXS87HSgr9eQXO+0DAKC33ausLJRIoj74QKzzGkFuENnapn72Gc1g7LsZGaek0uHtL2+2Dg9f3m/vFnyiXC8vrsrFcjlfy+y9rqqlpeWbb7555513tE9q6Px62elAWaknv9hpHwAAvYRiU86lS8Hz5mkfu/BbrrK2DpozJ+vsWRPRqqGhLCpqE3fgSiIZlp5+oi8Lz7smtTr5wIHUo0d5PEvYe10VLfn111+PjY3txnrZ6UBZqSe/2GkfAAD8ogBRKBZHbdggtrfXy1VyF5c4d/diubzjU0N1tbY2377t4+s79lG6cjCXuwWfqE6lourzlbHwsmdhsVJPfrHTPgAA+ELpIe3ECT8Xl8dylbV14MyZmR4e1Y+eYGkCRavS0iB//wk+Ptbt6craz29CfX1JHxS+D1Cukjk70zZJPXqUlwUiYAmLlXryi532AQDQczXp6dHtTyL47SSgjY187NiMr7+uK+lsPKqsjA8LW8odtWp/c7NtaupnFLl6teR96X59vdTRkTZO0v79vCwQAUtYrNSTX+y0DwCAbtPk52d//71ixgzdB1mJ7ezi3d07c7xKq7Y2KyxsmUhkq01X0dGbNJr83iu5UGqVylwvL2MP+uoqBCxhsVJPfrHTPgAAuorCU8rhw/6TJuldYuU/cWLOhQtdSg+1tcqYmK3aXEVDSMgiE2/QswC0ffKuXlXrPG6q2xCwhMVKPfnFTvsAAOikWqUy88yZoFmz9G8JtLEJXbSoUCzu0rXbDQ1VUVEbte+9oSE4eL5KFdB75e8n4t3daaPJnJ17fqk7jw8affrpp1966aU5c+YUFhb2cL3sdKCs1JNf7LQPAAATKATUZGTc/Pxz/ylTOj7CKnz58pxLl7rx5MycnIu60SogYGp+vndvlL8fStq/n7uhsp8ELG6kpaWluLh4y5YtDg4OPVwvOx0oK/XkFzvtAwBAz/36+sqEhJQjR4JmzxYPGyZ6PFfREL5iRbFc3r0LiTSavJCQhdpo5e8/saDAu6WFzxfI9HO0eYukUl6e526iq4qvjE+vSe/qEmpqarQvezbxdhMELA4r9eQXO+0DAIDTWF1d4O0dvnKlpMPzq9ouXXdwCFu2LN/b28SjQZ+w/Mbq1NRPtdFKJhuZmenBbxVYY6yrUqgU3G57YsbSPYJVUlKyfft2R0dHvXnOnDkzYcKEzqy3M59aElbqyS922gcAQFl4eNtzQe3s9HOVtXXAlCnx7u63r1+/X1/fk1WoVIqAgGnadBUWtqKmE8dXwDRjXZWoUMTtwpgn3S6gd5hq0KBBNx+//dPPz+/dd99VP360EgGLw0o9+cVO+wAAlqkUiqC5czveDJiwa5cqMLC5Z6GK09SkTkjYIxLZcNFKKnXKzb3C1DnBjlqbm3O9vHIuXuzhZVjGuqrm1mbKWIpOPP6elqDdF+Xl5e7u7k5OTtpP09LS3nrrrfx8/edlIGBxzLueUvq36OT03HPPvfzyy8uWLat8dGi6tbV127ZtVlZWFLfd3NzoV9PTu4qd9gEADGpSq3MuXVJMnar7csC254KeOqXJyeFrLffuVaalnRCLHbQHrhISdtFEvpZvvorlcm6zF0mlPVlOD7uqioooWkJOzkXqPLkparVaew1WWVnZ22+/HRYW1tX1stOBmnc9R40aJZFINBoN7elVq1aNHz+em+7h4fHee+/ltqMRT09P09O7ip32AQDsqMnMzDh9OnTJEsmwYY9dtL5yZXl0NI8rqqpKjIvbqROtrH19R5eVhfO4CrN2JzWV2/JVSUk9WU4Pu6qSkkBaQlbWuZaW+w/anqRfuWvXLhsbG+5TGvnuu++6sV52OlDLqScl69///vfcuK2tLQUvbpxG7O3tTU/vKnbaBwBYttbm5tLQ0KSPP5aPHat/3bq9fcTq1ZXx8Xyt6/79+uJieXDwPN0Hh8pkI5VKT8bPCXakycujoYcL6WFXdf/+Xd0LsF544YVJkyZlP3oCKu4ifCLLqef169eHDx/OjQ8cOLCiooIbLy8vt7KyMj29q9hpHwBgkZo0mnxv78i1a6XDh3d8flXA5Mmpn37Ky5MCODU1GYmJeyUSR22uEonaolV6+snGxmq+1mJh0k+coB1RLJd3ewl4kruwLKSeCQkJb7zxhlKp5H4dMGBAU1MTN04jzzzzjOnpBj1lUq9VBQCgt9xJTW172Pr8+fqhytpaMnRo1Pr1BT14zkJHra3NhYUyhWK67msEaQgNXVpSEmxJ72nuDdqHinV7CQhYwrKEegYGBg4ePDha5xIBHMECAOCos7Pzfvop6oMPZCNGdHx+lWz06LgdO8oiInr+3HA95eVRISGLHj8bOCopaV9trZLfFVmqm8eP+02YgCNY5svs6+nl5fXKK6/ExcXpTsQ1WADArOb6+vLISKWHR9tDQR0dO4YqGgJnz1Z6evLyRmE9TU3qW7fO+/tP0D55wcfHOjT0/bw8th7I3h8gYAnLvOt57NixwYMHZ2Rk6E0/ffq0wbsFjU1/0MVdzk77AID+r7W5uSYzM+/q1Xh398CZM0W2tgZDldTJKWbLlkIfn4ayst4ohlqdnZCwSyIZpnvUKjx8VVVVj26FY1ytUtnth7gK0lVVVFT827/9m4kZ2OlAzbueHS+N0mg0D9qfd+Xq6mrVbvv27brPwTI4/QECFgCYCepua9LTC8XipE8+CV2+XO7iInZwMJioaPAdOTJq48acS5dqlb11Yq6lpbG4WBYRsUY3V4lEdpGR6yqe9KBwMC3r3DnaiX4TJnTvBC4FnY4HIHrbpk2bZsyYYWIGdjpQVurJL3baBwAIrrGmRqVQZJw6Fb5qFfW1xrIUd606ha2g2bMT9+4tUSh4vA3QoKYmTWbmaV9fZ91oJZePTks7UVfXu6tmRMKePdx9nY3V3bnX8v3331+wYAF33KEPVFdX792798UXX0xNTTUxGzsdKCv15Bc77QMA+l6TWl2VlJTp4RG1YYPM2VnU8SWAOm8D9B05MmjOnIQdO26dP6/OzW16/K1wvaSmJj0xcY/uQ9hpCAiYlp/vjXsDedRQVpZ+4kRJcHD3vl5RUTF8+HDTd8Tz6Nlnn3VwcEhMTDRdKnY6UFbqyS922gcA9AFNXl5ZeDglqsgNG9oe+GljYyxRSUeMCJo3L8HdPefSpYqYmO4d2Oi2piaKcF6hoQt9fGx0opVNQsIuXGgFncROB8pKPfnFTvsAAB61NjdTJKorKrrt45N2/HjkunWK6dNNXEHlY20tc3YOW7Ys5fDhksDAe5WVtIS+Ker9+/WUmcrLIwsKriuVnklJHysUs/QOWfn6js3I+BpvD4QuYacDZaWe/GKnfQBAT1AeupOSkvPjj9Effhg4c6bY3l5kayuytjZxHZWs/RhV8sGDBb/8UqdS9VmietD+XNDy8ojk5IMKxQyRyFo3Sz1+AbttYODsgoIbeOxC3ygUiXK9vHh/UJlQ2OlAWaknv9hpHwDQSdT/1SqVZREROZcupRw6FPXBB/4TJkiGDjV1TbqtrdTR0W/ixOiNG9NPnCj299fk5/d1sVsay8pC09O/CgtbJpMNNxaqaBCL7RSK6TTn3buFfVxIllXGx3OtJd/bW+iy8IOdDpSVevKLnfYBAAbdr6+/r9HUZGbm//JLwq5dihkzjD19SnuyT2JvT1kqbNmy+I8+yv7uu9Lg4Maamr4/LNF+7i8xO/tifPwOhWKaWGzfIUtZi0R2QUFzEhL2KJVn8vJ+Kiz0qanJpC/2cVHhQfuD+LkmpFIohC4LP9jpQFmpJ7/YaR8ALGttbqburTQsLNPDI3HPnqgPPghZtChgyhSJg4PY1vaJiUrq6Bg0e3b8jh15167dLSzs9uMie+ju3cLS0tDU1KPh4cvl8jEUnowco7L29R0ZF+dWURHd1NQXtyJCJ2ny8u6YfPCBeWGnA2Wlnvxip30AsKPtCvSaGpWfn/LMmZjNmxXTpolNRyjdNyXb2yumT4/ZupWi2G2RqCw8vC8vSNdTV1dUXCxPTf0sNHSJVOpo/KyftURir1DMTkr6uLQ0pKGhVx7vDqCHnQ6UlXryi532AWB5WhobaVDn5paGhGT/8EPygQNRGzYETJsmcXR84kEpkZ0dzeY3YULIwoWR69cn7N6tPHu2JiNDqKNTD2vU0lheHp6efjI8fLlMNtrEdVRy+ZiQkAVJSftzcy9rNDm4Sh36HjsdKCv15Bc77QPAfFGKalKrazIzC2UyClKJe/eGLVvm5+IiGT78CUGqPUuJ7e39p06NdXXN9PBQKRR3kpObNJp+cicXBaP6elV+/tXExN0BAVMNXUc1RCSiwVouHxsZuT4z85vy8kg8T8F8UcO7k5oq1DFRfrHTgbJST36x0z4A+rl7lZUVMTEFv/yScvRo9KZNEStXhixYEDh7tnzMGMnQoU8OUo8Gmjlg8uSItWvTvviiUCxuKCsT9qBURxpNnkrln5JyOCRkgVg8TCSyMRSqbGSykRERq9LSviwvj8ZZP4sRtnQptdKEPXuELggP2OlAWaknv9hpHwCCoL/U6U/2xurqWqWyJj29Mi6uSCrNOns2/Ysv4nfvbrvYfP58vwkTpI6OncxPDwcbGwpSimnTqLuKc3O7eewYZanqmzf7+HFTpt27V6lWZxcXy5XKM6mpRyMj1wQETBOJbI0/PWFYYOCs5OSDhYVi2mR4U41Fkru4UAOmdit0QXjATgfKSj35xU77AOgNFJ6a6+vVOTkVMTEqP79bP/yQevRows6dURs2hC5Z4j9xIiUnsb29j8kHchq73lxsZycZNoyGgKlTw1etSvz4Y+WZM0UyGa3uXmU/OkfW1KS+e7ewrCxcqTybkLA3LGwFBSmJxNHEEz61g7//pNhY15ycS1VViUhULKhKSqJ/I5q8PKELwgN2OlBW6tlzem+1FLo4AMLgjvTQz/v19W0XOWk0dwsLa5XKO8nJFGKyL1xI+/zzxL17Y11dI9asCVuyJGjuXMXUqfLRo+lPcN+RI6UjRohsbcUODp0/eWfsWBQtjSJU1Pr1yZ98kn/tWkVsLHU/3KuOhb1SihJPbW2WSqUoKpLl5/9cUOBNP/PzvZVKz5SUQxERaxWKmb6+ox6d43tCnKLZJJKh/v5ToqM3Z2WdLy+PbGrSCFg7YMq9e5VBQXMDAibz+HRZdjpQVurJL3baB7CDQklDWRkNFTExOT/+mHn69M1jxyi7JLi7x2zeHL58edCcOfKxY2VOTtL2i8RFdnZiOzuR8dcSd2OgpdGSJfb2AVOmhCxaFPXBB3Hbt6ccPpz5zTc5V67cFokq4+LqVSoBnynFaWysvnMnNTf3Snz8jvDwlRERayIj10dGrgsNXSKXj6c89MRDUAbfPyOROPr5uYSFrUhM3JedfeH2bVF19c2mJjWe8AlCKS6Wc+0zL+9qDxd1MefiguAFwSXB7HSgrNSTX+y0DzBfFEEoLdWpVJrc3MrY2GJ/fwoo+deu5V65kvfTT7leXhlffRXr6hqycKH/xImykSPbolLXT8kZuwWPGxFTWnJwkAwdKhk+3HfsWL9x42hd/lOnBs2bF75yZfyOHZThsn/4oUgmK4+KUmdn39doBExOra3NLS2NFGgaGsroD3eNJr+qKokiTnV1mkrlf+vW+YSEPUFB82Qy527kJ90jUmKxg0w2Kjh4Xmzs1oyMU4WFYlpFc3M9HpoA/Q39c4iK2hgRsbrnt6A6iB3oP4XFIYvZ6UBZqSe/2Gkfwuont8T3B7QpuLNyjdXVlJkqk5IoJGV5eqZ++mnCrl3RW7ZErV8fvnx5yKJFfpMmyZydJcOGie3s9OJOTwKTqP3B5TInJ/8pUxQzZgTOmhU8Z07YsmVRGzfGbNmStHdv2pdfPoxK0dGa/HwqJHcjHhVb2OvHKTZxyelB+1tiKDzduZOqUskzM8/cvHksIWFnePiqgICpUukwsXjoo+cdPPkqqMczkx13vk8kspVKnRWKGTEx2zIyvs7Lu5affy07+wL99U8pqrjYv7IyobGxBldNQTfQfwIqhYL+DhG6IN10NPWoo9Txat5VdjpQVurJL3baR1dxkYi61XuVldxwt7CQBupr60tKatLTNXl5NJFSgu6BCvoW/dpcX0/zFEokSR9/HDh7NqUEkZ0d/fQdPZp69PSvvurtCzx7eOyEvt6kVt9JTc3/+WcaCsXiYrlcFRBQffOm+tatiuho+s+x2Ne34Pr1/GvXcn78Me/KlbyrVymUpJ04EbdjByWVyLVrIzdsCF+5sm1YsSJ8zZqQBQsCpkxpu+LbwYECk5jX83Haq8Klw4fLx4+nbU5rjHNzS/viCypeaXBwTWYm7TIaaJdx+4ivTd0NjY3VlE5KS4Nyci6lpByOjXWLjv4wImJtZOTqsLClkZFrYmI+jI3dHhf3UXT0pvDwlZRy5PLRMpmTRDLcx8dWIqHw5GDw0QZdPZEnl4+hNSYm7rt9+3ptrZI7hUdDXZ0Kb5iB3qP09Gw7Kuzg0K/u1egGdjpQVurJL8HbB9eXc30eN/Lg0XXHXFKhf4F1KhWXb0pDQ2//+muul1fOpUvUcRbcuFEZH1+blUV/CdE89zUa7kSSdoEPB42G5mm7yUuhoECQfeFCxqlTqZ99lrR/f+y2bVEbNoQtWxY0d658wgQKQL4jR0qGD6d/+W0HThwcHl6XY20t0j128mi8baKtLc0jHTGCvigbMUL06ACJ6WMtUienstBQY9uk9tat7O+/T9y9O3L9+ggKCjt2ZHz9ddsffLm5HWduOwhEGyEzsyox8da5c6Hvvy9zcqLCy8eMoaBz68KFsvBwiko1GRmanJzKhATaDjRneWQkJadMDw/aAiGLFwdMmxYwdWrgrFlBs2fLx46V2NmJ+DrF1t2DTGJ7e4mDg3zcOIqkIYsWRaxaRYGJdhllpqwzZ3KvXKF4V/DLL1SLIpmMMl/bWbn+8bSn1tZmSict7c9moKRCwaW0NDQ9/StKS0FBs6TStpDUw2xkZLD28bERiez8/CYGB88NDX0/NHR5RMS62NhtSUkfJyXtpzCXkfHVrVvfFRTcqK3NRIQCodD/wG3/f9raImCZC1bqya/ebh/asyqN1dVVSUmUEtK+/LLtbR7Tp/u5uMicnX1sbLjLgbko03Z4Y+hQGh5Obx8eZpondfltmYCbmb5FEYFSjo2NuP2nYFmBSmVv7zt2bOD06QGTJ8tdXETas11DhqQcOsQdAysJDEw9fLjtPScffOA3YYKJpfmOGhW9ZUseBYurV6M3baJfuxRc+qK+2j3FZc32jU8/xdyLWcaPpyxLKZBSXcSKFXHbt6cdP57n5VXs50cZUZOfr8nLo5Qs+EEmEyiXqNXZFRUx2dk/pKV9HhfnFh6+IjBwhlzu4us7WiZzFolsHw2dPcgkElk/mtmm/YvW2oucuNhES6bYpFBMCwiYGhQ0Nzh4XkjI4qioDUlJB3JyLqtUioqK6Lt3C/HsKDAL9A8839vbAt76jIAFplD7KPb3L5LJqI+nn7d9fIp9fYvE4lsXLmR6eKSfOJF04ECcm1vM1q2UiiLWrAldvDh4/vzQpUvDVqygKTFbtkR/+GHk2rU0UTF9uv/kyf6TJvlPnaqYNs1v3DjuPva2B/nY2wt5RORJsYNCGEW6tqM+Li6UACgJPTycM29e6JIlEStXxm7ZQlGAtkOcqyv9TNi1K37XroSdO6n6tE2CZs+mylIwom8FzJhBmyh8xQr6KP2rryrj4vSCAvXOqUeP6savR6FQp0gj2we77kQiCnC+Y8YEzpghoZDamfnbo09b+qEt0L4RpMOH066MWL06+eDB7AsX8q9dK7hxg9qD8syZlCNHUj/9lFpF1rff5ly+nP/zz7evX79940axXF4oEtFQFhHRUF5OqZFCEgVH7gUv3FlU7nmbQrVz0+7fr6fYdO9eZW2tsrIynsJKUZEsJ+dKVtbZ9PQTSUn7Y2K2RkSspnBDQacnB5mk0mF+fhMiI9clJ+9TKj2LiqQU1DSaPApGVAb6yZ2koxEqCU2/f19DpcIF4wD9EwIWmELtQ5BYI3Jw8B09mgIZpZOw5cvDly8PW7aMUloQDbNnc+eq2qavXh25bl3UunUxmzYl7t2b9vnn2RcvcpcEcVf/pJ88mXzgQCyln+3bKdNQEKRkELl+PS0t7P33aSHhK1fSEigS3Tx27NZ331EIoBxZFhpanZamzslRZ2dzx0v6su+nqKFSKGTag0+rh/h4DPG5McTnyhCfH619rj083SMS2Sn8p4UGLw1RLA2RLQy7vCTEfXHb5Vza1GVtLRsxImLtWkpClHtSjx2jDULV0a6IakdxOePkycRPPqF5KB6lHD5887PP0r74IvP06dzLl0uCgigP3a0pojyRl/eTShVUXXmT+vWuVaf9ymvuvBglA0oDFBG4KQ/aswtNpJRAWaGhoayuTkW/NjbWqNU5FGUqK+OqqhJppKYmgz6tr1ep1dk0aDQ5d+4k03Qav3u3sLY2q7w8srw8QqWS374tKiz0KSsLo++Wlobevu2Tm3s5K+tMZuY3ubk/0nT6YlVVEn2lvr6cVkdfp4WUloalpX0ZE7M5PHxlSMiikJDFERErwsKWBwXN9vUd+ehoU9euB9eemKPv0s6SSp39/MYHBEyiHBYcPD8sbGlU1PqoqA0JCbsyMz1KSoKpSPw2JAAQFgIWmNL5gMWdgHt4jRF3Ak47vb3Llzg6SkeMkDo60qdtt7KPGiUfPz5g2rSgOXOCFy6k3JO4e/et8+fLwsPvFvL2nDdzRMmjuFieEL3L75fxop+6djmOv9/ExJA9SZf2p17+tDw9ov6uirvch7shn5KEdi0UaAoKbiQlfRwWtszPbyLFCJmMBmdf39H+/lMCA2eEhCwID19t8PW6cvnYpKT9ekmrtlZZVUWhJ47SWFraifDwFf7+k6RSR4nEvv2eNYdHacOWplDgkEgc2y/H1t7LZq2TSLoQZUSibh4ual9L9zKTgUEspnoNk8lGhYS8Hxf3UUbGqfz8X8rKIurqSrhd0NfNCACEhoAFplD7yPr226zz53O9vLIvXsy+cIGGAm/vQh8fVUBAVWIi9dLcJeSN1dVNajUN3GOv6Sd3V919jeZeZaXuiTDBX4VGvR0N9fWqO3dSNZqCe/cq9a5N4W6V4k7E1NWpmpvruYMu3VgXfevOnZSsrHPJyQfi493j4rbHxHwYGbmexm/d+r7jG2ppjZGR6wwkJ/9J1HlTDKJwEx6+LDp6Y0DAZOrRH12XY/hqnvYMQZ/aa5MEZRpagp+fCy+pQi6fEBQ0j8pGaYmvpCLsIBbbUebjXodH4xJJ22OcgoJmR0SsjInZEh+/MyXlSEbG19nZFyk/qVR+1dVptMto6HYLAQBLhYDVm6s0/41LVdB9sg4N3LjBvqSrHQz9Za/R5FHQoZxBQ2e+zl0Kc+dOcllZWFVVAsUjtTqburf6+pKOF/Byx2yKi+VZWZ43bx6Lj9/RfrRmQvtL0HSPDLWlEB8fO+74Tfundu2ndX67lLi933Xw9W2bgX5KpcO4y4qDg+fExbmmpn6WlXU2K+vbjIxTmZkeNKSmfhodvSUoaK5UOsJEd04JieJUQcG14mJfpdIjPHzlo8zEDTZUmKioTbpHnvQ2ONWxPQvWFBaKaVHduDm/vXb2fn7jaMvI5WOowO03/Dtyi5JKHQMDZ2ZkfFVQcEOp9ExO/jgiYg1VvxOLtaXl0DIDAqZTQAkJWRAauoS+Gx6+Ijh4QUDANIWChhkhIYvCw1dFRW2Mjv4wOnpTVNQHUVEbYmI2JyTsSk09kpb2ZVraFykph5OS9icm7m5PqB/RSFLSAfo0OfkTiq2JifuSkvbR/qXtn5NzKTv7h1u3zlNRaV9kZJymX1UqeVlZRHGxX37+zzQPzZmScjA5eX98/EexsVtpvYmJe2n+kpJg2s5cTuKaGRfEu9SkAYAvJcHB+d7e/fZ2ls6wgAzQSQhY3UFVaP87vu0UD3c2p33EgZtCPahMNpK6ZPqIemKpdDgNXPIICJhInWtg4AwKGRERqyIj10ZHb4yIWBsWttTff7Kv76j2JKF9Q5k119PTV6Ki1mVlnaO+kGJK+9s5VoSELA4MnM0dsNHNPY8P1lwMkstdaPn08/EI1a8G6yfGoICAqVVVSd24T55iQWlpcGrq0aSkTyh5REdvDgl5Pzh4LkW32NjtsbGbuQuxaa/RRIpNNTUZFEz1FtL86OooY6mXJubne4eHL/9WZHtVbC+mne43nsIKBc3MzNOUNVUqP9ywBgDdVqtUcheZ5Fy8KHRZus8CMkAnIWB1R9s1WMInEh6TjTWlNAoZYWFL2g+T7E1M3BMb6xoWtkyhmOnvP5GG9uNSC9pPCW1uf5yja0TEmpCQRfQt+og70uPn5yKXj5fJnDten6Q7UAalmWNiXHNzf9Jo8tsvx1a2H3PSqNW3lMozvr5jH78MyEYuH5uXd7V70YSCUXBJ8J6EPQuDF+5K2OVd4K2sVdL0xpbG9Jr00NLQyPLISp23QORp8r7O+Hpl2MrZbTcOzJ7gN2G4ZLidyM5R4jhcOnyEdMSC4AVnMs/k6VxrRauov1+vqlMdTD44xncM/f9n42NjJ7YbKhlK3xrlO8pZ5kzfXRq69Lus72g27lFjPW6GAMCWOpWKC1j53t5Cl6X7LCADdJIwAcuY3l51a2vrtm3brKysBg0a5ObmRr92bzlUVIViemDg7ODg+cHBi2gICVkYFDSbJvr7T25PJJMoQ9DPwMAZNJHygVQ6UiYbJZONpPDx6Cpm7ZGqtuNP7bFjPM0cGvp+VNTGuLgdcXHbIyPXBwZyT1nUP7ojEtnSV6TSEXL5GFp7bOzWlJTDN29+npZ2PCnp48TEve1njtzaH2k9TSp1bD/TN4byEE1JTj7AvUq2qiqxoaG85y+Z6rCdm7mLuysqYlSqgNLSkIqKaBrKysIoTnUmJ9HX8/KuZGd/X1oaXFen0v2o8G7h99nfn1Ge+SnvJ/9i/7iKuOoOR5u0KMccu3ms490Htj62NqLfnvFAeYjCEMWgMfIxnb+rc1rgtCVhSyhRDZMMsxZZd/6Ltu2PVaXINU4+zjXGNbAksL65vqaxJqYiJqEyIV+Tn6vOpfGI8ojg0uAAVUB4WXhQSdDl3Mv7EvctC1tGCW9RyKJV4avWRK6hnzQ+K2jWjMAZ84LmrQxf6Rbr9kXaF5QjA1WBtLSiuiJNk6asoUzdpKZMSVmQRrhA2YxjaQDmRpOXVxETI3QpegQBqzdXKdzG9fDweO+993Lb0Yinp2f3lkNVcIt3+yjuIxq2xmxdH7l+U/QmGnGPdz+ccvjLtC8pAVzLvXYt/9qvt3+9knflQvYFD6XHqYxTnkpPigV+xfKMmrTkqvio4oDUish8dXZGVWJ6TTpFB8oK1P/RT+oCuZ+qOlV69c1f8y5/Hue6P2Lt8YSdJ1OOnEw7djTlyIGkA3sT9+xO2P1x0sdHU46eTD/5dcbXx9OO0xQqz7qIdesi11GPuzB4IXW9i0MWrw5fvTFq4474He4J7tQNU7HXRqylOWn+IylHvkr/6lzWuYvZF73zvaVFUnmxXFIkoZ80ThX5IfuHK7lXaMS32DekNCSjJqOqoYqKRz03lZM7hPPE7Ubz0FfoJ30lj/6f0ORp7mu4KdzXG41f3FPeUH4i/cQk/0kdo4y92J5yxrW8a0GlQVRO2hofRn1I9Z3sP9lR6qgbazqfgazbn0NPyYlS1wS/CVP8p8xQzJiqmDrWd6zNY0/f0h8cJY7rotZ9EPXBgpAFFHom+k2kr1NJXOQuJr5l0/6IWO2qeXy2B1cR7YaigfvVQeLg7Os8N2ju5pjNexL3ULs9mHyQwigl10s5lyif+an8KORFlUel3klV1au4ZmliBwEAdAYCVm+uUriNa2trK5FIuHEasbe3795yqAo8doFDRI91h1z/3f4UBz47Wv4H0cMoQD+5QzL2EvvRvqPHyseOkY8ZLR89xncMpZOhkqHDJcO5c2QPqyb6rWracTuxnYPYgQINJZKlYUu3xm6l/v7L9C8pMp5IO0ExsSdFHSkbGV4WTikwoTKBYiItfKZi5uyg2dtjt3+b9e2hlENrItdMU0xrOxsoHU7jlIm51GjwGA995JXrNT94fvvz8m2oarMCZ80NnrshagNNN50RL+Zc3BSzaUHwgrZjTooZI6QjuhGYKCTR5uJ+tRPZ0a9UEgpMNGIr7kKI7NJKuaBGK6LMSlWmvTwtYBqFyGVhy6jiO+N3Hkk94pHpQRWkRJ7Y/gcDBWicCQUAPQhYvblK4TbuwIEDKyoquPHy8nIrK6vuLUcbsLTHBvpXHnqU2Kg7pNzT9tPHtq337XAIhz7q0rktwQfKE9Sj/5T7U2R5pM9tHw+lx5GUIxSMOlaN6kvxZbzf+M9SP8vr4lNAO4mylLpnb6ajABdTEUMJb23E2nWR6/Yn7afqHEo+tDth96epn57JPPND9g/ns85TcKEgKC4Up95JpTVyyY87wNn24sn79dy5Pxo0TRplrZKWKSuSnVGe+STpE7c4ty0xW9ZGrl0RvmJx6OL3Q95fGrp0ZcRKCojj/MbpniftjYECH4XmEbIR4+XjpwRMmRE4gwYaoXA2XTGdUub7oe9Tov0g6oNV4atoC1BRdybsPJp69MecH6MromnHcUmXr10GAIJDwLJMAwYMaGpq4sZp5JlnnjExs4lrxUi2OrvwbmFNY42qTkUj1NVp7mty1DlJVUmxFbH+Kv9r+deu5F65mn9VVCiirlGhUtCf9eHl4T/l/UQ937HUYwdTDlKHSp3rvsR9NLIrYRd1LZtiNq2JWLM8fPnG6I0fRn+4IWrDB9EffJz0MXW0garAiPII6juDS4JpaXEVcTmaHFojdahUmFvqWxFlETQ9+U6yql5FpdJedsN1wNxA06nToo9ohAbuvE+uOpfyCvVnYWVhotsiKuGF7AuXcy9/d+u787fOX865/OvtX28U3PAp9LlecP1SzqUTaScOJh+knntT9Kb1kes3RG6g0LMweOFk/8kUaMbKxzpLnZ2kTi5yl4l+E7mzY1P8p8wMnEmd+qqIVRuj2qq2OWozLWFzzGaaMi9oHncec6piKvXHlJY6plXqj6nTNRZoMmoyKIWczTqrKFFwGwQnszqDthJtq6K6ItqA8ZXxUeVR1BKouVJ7o+Fb5befp32+J3GPe7w7NciV4SvnBs+dpphGu9VZ5mzn03bQsZeOmekOQ8VDKSvTGql1tcWywFlzgubMDZpLrY7CGf0boXa4PW47NaeP4j7am7T3QPIBSpausa4LghdMDZhKpZ2hmLE6YvXO+J0n009ezL4YVBJE9aV/tjjABtD3ELB6XWpqqr29/fPPP9+XF7nzeASLv0KBPkqrNFAXSIEvujw65U5Kek260IUCfc2tzdrUTimN218UxCkHn848TX8zbI3ZShlopmImd+61bZAMbzu/KbLjfuUOr3JnWofonIjsswOi3BleCmHrotbtTtxNGZ27cyKrNkvTpNEeGhR6SwM85m5hYa6XF/2NLHRBuomdDlSwetrY2Ozbt6+urq4vV8rjNVj8FQqACVxS0c0r3IlOyjHqJjV3twQNRXVFEeUR129f/zrja/d49zURa+YEzZnoP5G7W5Ni2cNjnCJrO7Gd9tSwwWTWdppYMsJJ5kSRru2YqKhr2YuWT+GPVkdLoLXPDJy5OmL1roRduofBlLXKsvYXDyCHQZ8JmjuXGmnI4sVCF6Sb2OlABavnc889d/fu3T5e6enTp43dRdilXc5O+wDoV7gco3viW3uOXlWv4s4O52hyblbfpHHtGUCajWJQ0d2i4JLgn/N//lbZdmfDxuiN80Pmj5OPowjVwyNhlOS4I2FLwpZsjNq4NXbrtrhtB5MPXs+/nnonFWergV9hS5dSuwtfsULognQTOx2oYPV87bXX8vLy+nilra2trq6uVu22b9+u+xwsBCwAZlH8oiQUXR7tXeB9KvPUwZSD6yLXUVqaoZgxM3DmJP9JlJ8e3vHalcNg2oE7BjYlYMrKiJVHU45KCiVJVUk9vEMCmNVYXV0slzepzbX9sNOBClbPr7/+esqUKSUlJUIVoCfYaR8AwGlsaay8V1l0tyi0NPSX/F/OZ50/mnrUPd59Q+SGBSELJvpNHCoZauNj06W7iZ2kThMDJnLP+NiXuO+s8uz129cTqhLwyDGwYOx0oILVU5AnufPFjIoKAH2Ge1BwWUNZtjo7qSrp5/yfKYHNCZoz2X/yGN8xjhLHTgYv7tov+tYHUR98lfGVQqXINvJqcwCzw04Hyko9+cVO+wAAHlXeq4ypiLmce3lv4t7locvH+413kjp18h0DI6QjZgfO3p2w+2LOxaK7RTjEBX3m7t3C/HzvRuMvJesSdjpQVurJL3baBwD0tvr79YV3C7Nqs0JKQ87dOncw5eDayLVTFVPtJfbGwpa1yHqoZCjlrX2J+6RFUvo6bmOE3uPnN8HHZ0hMzGZelsZOB8pKPfnFTvsAAKFQZqLkFFsReyrj1Pqo9ZP8J9mLjUYuO5Hd0rClX6R9EVkeaeL15wDdwAWsuDg3XpbGTgfKSj35xU77AID+o7GlMa067UL2BdcYV9N5y0XusiJ8xdmssyl3UoQuNfSK1ua+O2ZZV6cqLBQ18XTfKzsdKCv15Bc77QMA+i3KWxHlEZSiPoz+cKL/RGNha5TvqA2RG24U3Ki8Vyl0kYEfVUlJvqNHB82d29JofpfisdOBslJPfrHTPgDAXJQ1lIWUhhy7eWxZ2LIR0hEGHxgxNWDqroRd/sX+mvsaocsL3Zd+4gS3SylpCV2WLmOnA2Wlnvxip30AgJmivOVz22drzNa2p6R2CFs0ZWbgzAPJB2RFsprGGqELC12jycuLWL06+cCBvjxRyBd2OlBW6skvdtoHAJi75tZmZa3SI9NjWdgyg3cmUtia6D9xT+IeWaEMT3+A3sZOB8pKPfnFTvsAAEtSf78+oTLhaOrR2YGzbUQ2HcOWg9hhSeiS89nnb1bfFLqwYJnY6UBZqSe/2GkfAGCpqhurU+6kfJb62cKQhcMkwzqeRhzjO+aDqA+8cr0KNAVCFxYsBzsdKCv15Bc77QMAWFB/v/5m9U0KW5P8Jxm8On6GYsbJ9JN5mjyhSwpmj50OlJV69pyZvjYRAKBLVHWq6wXXN0ZvdJI6dUxai0IWSYukFMiELiaYK3Y6UFbqyS922gcAsCxPk3cu69zS0KXWoscOazlIHA6nHi6qKxK6gGB+2OlAWaknv9hpHwAAD9ov2Pop76d5wfP0bj9cH7U+vjJe6NKxq0nNz9PV+xI7HSgr9eQXO+0DAEDXLfWtg8kHh0mG6SatVRGrQkpDhC4aW1oaGwNnzRI7OJSFhQldlq5hpwNlpZ78Yqd9AAB0pG5SX82/Ol0xXTdmTQmYcjXvanOr+T360hzVKpXchk85fFjosnQNOx0oK/XkFzvtAwDAGMpSCpWCYpbujYcjpCM+T/u8rKFM6NJZvoxTp2JdXe8WFgpdkK5hpwNlpZ78Yqd9AAA8UVxl3PrI9bpHs4ZJhl3KuYTnwkNH7HSgrNSTX+y0DwCATspWZx9KOTRCNkIbs+YHz0+qMr+3EUOvYqcDZaWe/GKnfQAAdEl1Y/XxtOPajGUvtt8Wu01VpxK6XNBfsNOBslJPfrHTPgAAuiFPk7c6YrXuScP9SfsL75rZ1ULQG9jpQFmpJ7/YaR8AAN0WWBI4xneMNmON9R3rlesldKFAYOx0oKzUk1/stA8AgB66mHPRRe6ijVnLwpbhnYYsY6cDZaWe/GKnfQAA9Jy6SX0i7YQ2Y43zGycqFAldKBAGOx0oK/XkFzvtAwCAL7nq3NmBs21ENtzF74dTDuOppD3U2txclZTU0mhOj8NgpwNlpZ78Yqd9AADw62T6SRsfG+5Q1tKwpcpapdAlMmPx7u60IcNXrOjtFTU0lKWnnygulvd8Uex0oOZdT6lU6uTk9Nxzz7388svLli2rrKzkpre2tm7bts3KymrQoEFubm70q+npXcVO+wAA4F1cRZyT1InLWDMVMyPLI4UukbkKW7qUtqLfhAm9vaKkpP0+PkNEItu6Hj9xg50O1LzrOWrUKIlEotFoysrKVq1aNX78eG66h4fHe++9l9uORjw9PU1P7yp22gcAQG+ob66fEzSHy1hDJUOv5F7B6cJuUGdnp584cSc1tbdXlJNzkQKWr+/olh4/nZ+dDtRy6qlWq3//+99z47a2thS8uHEasbe3Nz29q9hpHwAAvedA8gHtle+HUg6pm9RClwiMqq1VNvGxg9jpQC2nntevXx8+fDg3PnDgwIqKCm68vLzcysrK9PSuYqd9AAD0Ku8Cb23GWhWxCs98t3jsdKAWUs+EhIQ33nhDqXx4seSAAQOampq4cRp55plnTE836CmTeq0qAABsyVZnj5SN5DLWSN+RRXVFQpcIehE7HaiZ1dNgvgkMDBw8eHB0dLR2Co5gAQCYEVWdamX4Si5j2Yps8YpoC8ZOB2r29fTy8nrllVfi4uJ0J+IaLAAA86JuUh9KPsRlrFG+oxQqhdAlgl7BTgdq3vU8duzY4MGDMzIy9KafPn3a4N2CxqY/6OIuZ6d9AAD0mcaWxu+zv7f2sW572rscT3u3TOx0oOZdz46XRmk0mgftz7tydXW1ard9+3bd52AZnP4AAQsAoH84mnrUQexAGctGZBNSGiJ0cYBn7HSgrNSTX+y0DwCAvncx56L21sKf834WujjAJ3Y6UFbqyS922gcAgCB8bvtoM9bxm8eFLg7whp0OlJV68oud9gEAIBR5sXyYZBgFLDuR3caojXjUu0F1KlXE6tVxbm7m8spndjpQVurJL3baBwCAgIJLgqcETOGOYx1MPohHvXeUde4cd6SvLCxM6LJ0CjsdKCv15Bc77QMAQFjpNenTFNO4jOUW51bdWC10ifqXWqVS7uISNHduk9o80ic7HSgr9eQXO+0DAEBwlfcqufsKaXg/9H2hi9PvtDab08lTdjpQVurJL3baBwBAf0AZa1bgLO4579MU0+rv1wtdIugmdjpQVurJL3baBwBAP6GqU62JXKM9V0iRS+gSQXew04GyUk9+sdM+AAD6j8K7hdpXFu5N3Ct0caA72OlAWaknv9hpHwAA/Ur9/frRvqO5jLUxaqPQxYEuY6cDZaWe/GKnfQAA9DfqJvWcoDkUsIaKh57LOofnY5kXdjpQVurJL3baBwBAP5R6J3VByALuOJa0SCp0caAL2OlAWaknv9hpHwAA/VNMRYytyNZaZE0ZyzvfW+jiQGex04GyUs+ee+pxQhcHAIB1aTVp3EGs+UHz02vShS4OdAo7HSgr9eQXO+0DAKA/8873nuA3gTLWaN/RjS3m8TI+xrHTgbJST36x0z4AAPq5PQl7KGDZi+2Xhi1l9uFYGadORaxeXZNuBofx2OlAWaknv9hpHwAA/VxjS+OhlEPcucLTmaeFLo4A6lQq7n3PCXv2CF2WJ2OnA2Wlnvxip30AAPR/ZQ1li0MW20vsKWUcv3lc6OIIIHzFCrGDg0qhELogT8ZOB8pKPfnFTvsAADAX3AuhKWllq7OFLosAWhrN4xI0djpQVurJL3baBwCAuYipiJkXPI8ylrPMGRe891vsdKCs1JNf7LQPAAAzcjjlcNsT3iVDz906h4zVP7HTgbJST36x0z4AAMxI/f36z29+zl3wfqPghtDFAQPY6UBZqSe/2GkfAADmRVmrtBXZUsDam7hXVacSujiWo7W1OSXlcGysa0NDWU+Ww04Hyko9+cVO+wAAMDuUq5xlzpSxNkZtFLoslqO8PNLHZwgNSqVnT5bDTgfKSj35xU77AAAwR7MCZ1HAWhK6JKkqSeiyWIjGxmo/vwkymfOdO6k9WQ47HSgr9eQXO+0DAMAcqZvUW2K2UMZyEDsw+3h33rW2Nrf0+NYBdjpQVurJL3baBwCAmTqVcartjkLp0KCSIKHLAr9hpwO1hHpWVFT89a9/1d1nra2t27Zts7KyGjRokJubG/1qenpXsdM+AADMVHNr85XcK9wdhdIiqdDFgYfY6UAtoZ5r1649ePCg7j7z8PB47733ctvRiKenp+npXcVO+wAAMF+pd1K5gPVjzo9ClwUeYqcDNft6pqenv/nmmw0NDbr7zNbWViKRcOM0Ym9vb3p6V7HTPgAAzJpCpVgZvpIylkemh9Bl6XVm8bYcdjpQs6/nuHHjLl269ODxfTZw4MCKigpuvLy83MrKyvT0rmKnfQAAmLvRvqMpYM0Nmit0QXpXrpeXyNY2Yc8eoQvyBOx0oOZdT7lcPmTIEO5SKt19NmDAgKamJm6cRp555hnT0w16yqReqQ8AAPBNWiRdFLpoZuDMPQl7hC5LLwpfscJnyBCxg0M/P47FTgdqZvXUyzfvvPNOaGio9iPtbDiCBQAAWtw7CmlIr0kXuiy9pTwykjJWrpeX0AV5AnY6UPOup7EDS7gGCwAAtGIqYlzkLvOD54sLxXgJtLDY6UAtp566++z06dMG7xY0Nv1BF3c5O+0DAMAyFN4t5A5iXcy5KHRZmMZOB2o59dR7Dparq6tVu+3bt+s+B8vg9AcIWAAAFk0bsL7P/l7osjCnurG67NErotnpQFmpJ7/YaR8AABYj9U6qa6yrg9jhRPoJocvCkDxNHm1zW5Et915IdjpQVurJL3baBwCAJZngN2GIzxAXuYvQBWFIWFkYd+zQO9/7AUsdKCv15Bc77QMAwJLIi+WLghd9FP8RjQhdFlY0tzafyzp3KuNU/f36Byx1oKzUk1/stA8AAAvzffb3Fv/Ihv6MnQ6UlXryi532AQBgYUSFIkpXtiJbVZ1K6LKwiJ0OlJV68oud9gEAYHlS76TuTdy7NGypslYpdFmYw04Hyko9+cVO+wAAsDzZ6mzuLOGB5ANCl4U57HSgrNSTX+y0DwAAy9Pc2rwifIWzzNm32FfosjCHnQ6UlXryi532AQBgqb7J/GaIzxD3eHehC8KnmvR0dXa20KUwhZ0OlJV68oud9gEAYKkWBC+ggOUodWxubRa6LPwoj4xsP/M5hGKW0GUxip0OlJV68oud9gEAYKliKmI2Rm30KfSxmIBVKBJxAassLEzoshjFTgfKSj35xU77AACwYOk16c4yZxe5S+W9SqHLwoPW5ua8q1cLbtygEaHLYhQ7HSgr9eQXO+0DAMCCXcy5yN1OGFbWfw/5WBh2OlBW6tlzTz1O6OIAAEBPVTdWu8W5HUw+mKvOFbosrGCnA2Wlnvx6CgAAALpF6D68j7BST96x00RMw3bgYDtwsB20sCk42A4cbActdjYFK/XkHTtNxDRsBw62AwfbQQubgoPtwMF20GJnU7BST96x00RMw3bgYDtwsB20sCk42A4cbActdjYFK/XkHTtNxDRsBw62AwfbQQubgoPtwMF20GJnU7BST96x00SgM9AeQA+aBOhCe2AQdnk34V8L6EJ7AD1oEqAL7YFB2OXdhH8toAvtAfSgSYAutAcGYZd3E/61gC60B9CDJgG60B4YhF3eTfjXArrQHkAPmgToQntgEHY5AAAAAM8QsAAAAAB4hoAFAAAAwDMELAAAAACeIWABAAAA8AwBCwAAAIBnCFgAAAAAPEPAeuipR3QnSqVSJyen55577uWXX162bFllZWXHL7a2tm7bts3KymrQoEFubm70q+npYBYMtgdORUXFX//6V2NPtUF7sFTGmkRSUtLo0aN///vfv/LKK2fPnu34RTQJi2SwPeTk5EyYMMGqHY3Qrx2/iPbADgSsx+j9axk1apREItFoNGVlZatWrRo/fnzHr3h4eLz33nu57WjE09PT9HQwIwZT1Nq1aw8ePGgsYKE9WDa9/a5UKiltX7x48c6dOwUFBXPnzu34FTQJC6bXHmxtbd3d3avbffTRR/Rrx6+gPbADAesxJh62q1ar6Y/UjnPSPyEKYdw4jdjb25ueDmakY3tIT09/8803Gxoa9D5Ce2CE3n6nRHXy5EnTc6JJWDC99vCv//qv1FNw47W1tfRrxznRHtiBgPUYEwHr+vXrw4cP7zjnwIEDKyoquPHy8nIrKyvT08GMdGwP48aNu3TpUseP0B4YobffX3rppV27dr388ssvvPDCokWLqqurO86JJmHB9NrDjBkzdu/eXVNTQy1h586d9GvHOdEe2IGA9RhjASshIeGNN95QKpUdPxowYEBTUxM3TiPPPPOM6elgRvTag1wuHzJkCHdthLGmgvZg2fT2O+3HBQsWlLWbM2fO+++/3/EraBIWTK89FBUVvfbaa9y1WTRSXFzc8StoD+xAwHqMwV4zMDBw8ODB0dHRBr+CP0csmF57eOedd0JDQw1+pIX2YNn09jvtVtqb3DhlrBdffLHjV9AkLJheexg5cuRHH32kvQaLfu34FbQHdiBgPaZjr+nl5fXKK6/ExcUZ+wpOqFuwjucB9XT8CtqDZdPb6Q4ODpSruPHS0lKDAQtNwoLptYfnn3/e2DVYWmgP7EDAeozev5Zjx44NHjw4IyPDxJynT582eOuHselgRkxck2fsGiy0B8umt9/Pnj07f/587SnCJUuWdJwTTcKCdbyLcOfOndwRrB07duiGJLQHBiFgPWTwyETHIxYajUb7ETfS2trq6urKPfhk+/btug81MTgdzMITj1QZC1hoD5bKWJPYvXv3iy++OGjQoIULFxq8yB1NwiIZbA9ZWVljx479/9q5uLhkZ2frzs+NoD2wAwELAAAAgGcIWAAAAAA8Q8ACAAAA4BkCFgAAAADPELDaGHupc1ffytmZl0Ob+HpnXhTKMXjxdee/DgAAAL0KAauNsZc6d/WtnJ15ObSJr3fmRaG6Ot4h3KWvAwAAQC9BwNKn+1LnnjwRTu/l0LqMfd3Ei0IN0gtYXf06AAAA9BIELH26L3XuyTsN9F4OrcvY1028KNSgzr9nFAAAAPoSAtZj9F7q3O23cpp4ObSJr3fmRaG6uvGeUQAAAOgDCFi/6fhS5+4dweq4HL1r0o193diLQo09T/yprr9nFAAAAPoAAtZDBl/q3I1rsJ74cmgTX+/Mi0J1deM9owAAANAHELDaGHupc1ffymni5dCdWayJF4Ua1Pn3jAIAAEBfQsBqY+ylzl19K6eJl0PrMvZ1Ey8KNV3grn4dAAAAehUCFgAAAADPELAAAAAAeIaABQAAAMAzBCwAAAAAniFgAQAAAPAMAQsAAACAZwhYAAAAADxDwAIAAADgGQIWAAAAAM8QsAAAAAB4hoAFAAAAwDMELAAAAACeIWABAAAA8AwBCwAAAIBnCFgAAAAAPEPAAgAAAOAZAhYAAAAAzxCwAAAAAHiGgAUAAADAMwQsAAAAAJ4hYAEAAADwDAELAAAAgGcIWAAAAAA8Q8ACAAAA4BkCFgAAAADPELAAAAAAePb/AywVizIyP+XBAAAAAElFTkSuQmCC)
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