Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit368-02-20021116_082600_20021116_131000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/16 |
Start Time | | 2002/11/16 08:26 |
End Time | | 2002/11/16 13:08 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 19.57 |
Dipole Tilt, in Y-Z GSE plane, deg | | 25.18 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 194.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit368-02-20021116_082600_20021116_131000-constBx0 |
Minimum Dst Value | | -19 |
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 Geotail for time period of this run.
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rFi1aRBcsX77c4HuN/BpKWCaclklRAAAAwGm2kTvDNlhERUVFnz59srKy6F/V1EIILMYy4bRMigIAAABOswXWzZs3Fy1aNGDAADpuaWl56KGHiouL6Zg0Fjm2trYafK91quMAh7O8vHzo0KHh4eG9e/dOTk4W7vHx8Xe4iIuLU17vzb1TrJOiAAAAgNPsdbDCwsJGjhx5/Phxco+Njd2wYYO4bPXq1eRi8L3WqY4DGc6qqqp+/frZ7fa2trb6+vqZM2eye1JSUmRkZIOLqKgoOtV3N4J1UhQAAABwYiX3QBPIcE6ZMkXZayUgFeVwOPiYDiIiIvTdjWCdFAUAAACcEFiBJpDhvOuuu1avXn3fffeFhYXFxMQ0Njaye3h4eFtbGx/TAZ3quxvBOikKAAAAOCGwAk0gw0mxHBsb29ra2tLSMn369AkTJgh35WW9evXSd1c+UIceCwcAAAAQdEBgBZZAhjM8PJykFR+TzBKTP9GDBQAAAHQTCKzAEshwRkVFKQWWEEwqWyuxrJk3dyNYJ0UBAAAAJwRWoAlkOJOTk6dPn97iIjY2dtKkSezOswXr6+s1ZxF6uhvBOikKAAAAOCGwAk2Aw5mQkHD33XeHhYWNHz9eGLkTcXFxmutdeXPvFOukKAAAAOCEwAo0lgmnZVIUAAAAcJq90Gh4ePjo0aNVu+L48F7rVMeWCadlUhQAAABwmr1VzrVr1+Lj4/v379/N91qnOrZMOC2TogAAAIDTe8V340bTkSPrqqvXtLZe6uoTeL5/VFRUSkqKcDx79uxf//rX5uZm/fca+TWUsEw4LZOiAAAAgNN7xUfqSpJs9Ecay/gTSD/Fx8fz/P2CgoKHHnpI/PT6668vXry40/ca+TWUsEw4LZOiAAAAgNMkgaXknnvuqaio4J8GDhy4efNmOjh+/HifPn1aW1s7fa+RX0MJy4TTMikKAAAAOM0eIiQJlZiYKFagzMrK+vvf/+50bSu8YsUKI+818msoYZlwWiZFAQAAAKfZRu6M2HOFGDBgwIIFC/r27Ss2WTHyXutUx6EcTuxFCAAAwLKYK7Bu3ry5aNEiElXCZcuWLXRBcnJyl95rnerYMuG0TIoCAAAATrPXwQoLCxs5cuTx48fFr6mpqTxK2KX3Wqc6tkw4LZOiAAAAgLPnK76xY8du2bKlq++1TnVsmXBaJkUBAAAAZw9XfJs3b1au1GD8vdapji0TTsukKAAAAODsyYovLCysT58++/bt8+G91qmOLRNOy6QoAAAA4MRmz4HGMuG0TIoCAAAATgisQBP4cDY2Nvbt21cV4/Hx8Xe4iIuLM+LeKdZJUQAAAMAJgRVoAh/OOXPmJCYmKmM8KSkpMjKywUVUVBSd6rsbwTopCgAAADghsAJNgMNZXV3dr1+/mzdvKmOcVJTD4eBjOoiIiNB3N4J1UhQAAABwQmAFmgCHc+TIkSkpKc6OMR4eHi7W3acDOtV3N4J1UhQAAABwmr3QKNW5o0ePrq2t7eZ7rVMdBzKcBQUFgwYNcvtDEeOq2O/Vq5e+u/JGHcwPAAAAABCsmLtVzrVr1+Lj4/v379/N91qnOg5kOCmdxCoa6MECAAAATMRbxdd0o2ndkXVrqtdcar3U1SeIzZ51ujAgsJhAhtNbJ5PK1opO9d0Nvss8jwMAAADBjreKj9SVTbLRH2ks409obm6Oj4/3rHnXr18/atQoI+818msoESzh9JxFWF9frzmL0NO9q88HAAAAQh5TBJaSe+65p6KiQnlBTk7OgAEDrl27ZuS9Rn4NJYIlnKoYj4uL01zvypt7V58PAAAAhDbmDhG2trYmJiYqe7Cqq6sfeOCBuro6g+818msoYZlwWiZFAQAAAKfZRu6MsMGqr6//+9//vnv37q6+1zrVsWXCaZkUBQAAAJxmC6ybN28uWrRowIABfBoREbF582Yf3mud6tgy4bRMigIAAABOs9fBCgsLGzly5PHjxz1/wixCTSwTTsukKAAAAODESu6BxjLhtEyKAgAAAE4IrEBjmXBaJkUBAAAAJwRWoLFMOC2TogAAAIATAivQhHI4dUzwAAAAgNAmUBXfX/7yF51frVMdWyaclklRAAAAgPif//mfc+fO+fmlmzZtioqK0rnAOtWxZcJpmRQFAAAAiClTpsybN8+fbyR19b//+7/5+fk611inOrZMOC2TogAAAABx8eLFv/3tb7f5i7/85S9RUVE5OTn6vrJOdWyZcFomRXU4ffX0muo1m05s+uO/fwTaLwAAAKyIdapjy4TTMimq4kLLBfrj4zd2vcE7qJc2lAbWVwAAAKyJdapjy4TTMinKXL95/ey1s98d/44V1bx982YUz5jgmMCnyyqWraleU9NcE2hvBpjWtlaKpaYbTYH2CAAhC5dF9K/nT3/8949NJzZRWUQX+N9jIFBYpzoOZDjz8vKio6PDwsLuvPPOqVOn1tfXi5/i4+PvcBEXF6e8xZt7p1CKLji4ICCfMYmbUbmj5u6dq3Qsri8mxfPWnrde2vES/Ur/ku6hA7Mqe3oUPfCxzMdYUfHfMznPUFlG6opPyQOmvCvgNPze4FvKjssfx9FuupcAsDjUesmoy/j55M9U7NBXFrszVjol5Z7N3XZyG5VCx5qO0TV0AZdFVDgH2r/Af0Bg+YMRI0bk5OS0tbW1tLTMnj2bxBa7JyUlRUZGNriIioqiU313I1CKBuozFvpmYdnChQcXjtw+ko6HZQ1TSp+IjAg+eH//++TJysuVZr2U1MPYvLGD0wfT8eSCyfTTwd8O3uoCq/B8IRXWLEazz2Q/kvYIh44C+8H+D4w/R8QSPYH+SPX2lI9vKSj7lTaUwlAP+MbWk1upEJu9Z7ayiIuyRylPXyt+jfLYhmMb+HRKwRQqjhIPJSLXWQEILH9DMqtXr158TCrK4XDwMR1ERETouxuBBdaHBz6kr1rV20GfNDlWX6muaa6hA9MHjF5wvECvjs6MVpYvkRmRfPBoxqP07/OO5+nfJ7OeNN6eo8YfFUnzS+fb6+ykNi61XlL+SjqD1AYVWHzKQRPXpNSk3LpDhKSuOJYWly+mUwqIMmLpr9MnkICISJcV7Ss7X6FYmrDDPXIakx9Dpx8d+IieufHYxsOXDvdEfghySi6WsGClSAi0X0BQ09rWurxyORVW1GZzugqZcfnjuO9c+fd8/vPKr4z/hmcNlxuW6RGrqlZRTntm+zPsXt5Yriyf6fhCywUq3+iaH2p+oHctPbyU3tup37jEa/i9oQfDr4BigHzun3eFABBY/sZut4serPDwcNJbfEwHdKrvbgRKUfpKn8p+ir7hxzMfZ8dNJzbRFzt371z+tgelDaJ/VWN53YdNEBYfXizG6ejff+//N6s6Ej30KxcZjnMOpXQ4ffX0G7veIBWlqYTIXVlgCS0VSlCxRcGcVTKLu/2+/PVLcqR05CBTkU0FN4kkFkb/yP0HOU7cMbHTx4onsJAlSUHHg9MGq5raA9MG0r9v732bEkilX0MJqoSGZ8u13Ve/fkV58uujX2PUBhiBcouyL1x8Vtx6oTak3GdftpAn2VBZRzmKSrbvjn9HamlSwSTlhJtpO6fR8ZCMISzu6Yumf8fljevQzZ8eYXCODn2tfLGR0kAf8jb5dkvtFp1rRBuPygqKioSDCVQcTS6YHGyFBrUV1x1ZR38UHPLzjnM7KMmo0qEw+rklCYHlV8rLyx988MHa2lo+VcW+6Nny5i7QX6LDqRgSkoXLzhmafdc9NHDGFgnZZ7L1+8Bzz+ZSpi9rLKN/E8oS2Ev0xdIpWy0I5u2bRz89nPYwXzO1aCr5nJp3pvSx00PYdIzal91/ms9QiaxMmjG5Y8hLUwqnLCpbRD89nfM0u3OTV8eWVoXowUqpSRGOVL6wzhCPdTe1c2THIfYhmjKXNB9Fe/LRZPMC7W9ENfmYXbbYG5w++LXi1yhQpDud7fmW/jB2Y3E8O2moYuacM7tkNuWi9NPpLI8+O/wZlVf6dg6iA55VCP1LT6DiS9X7pfwTBTW1kG2umTp0i/gqi+uLSTRk12WTgFhRucLWbiDRabjoIWPy5IJlyeElVKpwq5vaq1ySiJnXMXlyK+6tkrfo31m7Zyl70VTFlHEhaApUcIkmOkElNvknvjSe/EkxzKHgQds5e+Yo/SlGUbglaXrPgg4QWP6joKDg/vvvLysrEy491INF/1JFSHnuleJXOGM9LMnqZOT2keT4rz3/iiuNowOSOOYErBtQdS561GwuCyG5PZc/TnkNfVf0AVddruJe+hE5I5Rqo5vQQ4yXUD0HBU1ZpHLnnyi5uA+PVJFZLUWWaHVX6+QhwuMb3933Lr2CR2+9FZeitDLFAwGBgvxE1hM2xSi2MgvRJ8OOt7SIBEpIOvMMG7GAiyckXOgCuuz749/T50BlI2eDJ7NlMwZh6UiyhrTUpMJJLCyONh2lzOOzFhdah9SMrX3Insq9b499S37Yc3EPvUtkyKiMKH4pOdIfyxou0unvtV1yI0HZgvKEW0fUNNWUcUMzh9K/z25/Vvkrl8xy2+xECr20+UYzhbekXo5PapawqStbepB//GCDQbUAf7wUCooi0oi2jka93ChlCaX6E0LQphi0FROtWJOR3OwJb0Ng+YnU1NQ+ffocOHBA6aiytaJTfXcjKFOUvjrOUssrlnv2DAUDItNTq5HaZHxMQpB8660PbHLBZO5++Pjgx77Nl1R+UaI7h8QolXo6jVEe4qSSWtmaNAtqlinfvrh8MYstDp1/Flmg3MJtQc0Xcen2WOZj8lDm7lm31mxzjt7qK9V8SrmLQrGwbCFnMFX1Y8Qkq+H3Bnrg6aune9bfoHuIHhdKcTrdeGwj5XBKaLZY4kT87PBnylao6k/V7hJ2V37I/+Q9/ui40SX+VP7koKmgkoSy8XfHv6NPVWViITpyVI8l7Ui3UE3BcuS5/OdsiilKXEiKgUhh6krxUHGpgv3Jhg0mwmMLrHFFS/jR9EeV3mYdHG2PVgaNagceIvyx5kcKFGlEygmflX/2zt53KDb4Fr5M+ShzPc9AYPmDVatW9e7du6qqSuXOswXr6+s1ZxF6uhtBlaIkXOhPU6mwTWVgJ5SpWg9UAtIptck4x287tU3ZJ8yoikUj1SH3gdGfqrhhy4m6q3X0FtEkKjxfqLyXZccExwTu9ngq6yluEpllVcod9Rl1GUpHSq8gMYeikpqb2o6zDopA0b7nYp2KVDqm4lWnhyAYmF86n70tNJYSVX4wEhZW+ZQNgiGNgDc4f8qfrcsmVXTScB8tJyL3mouDwWmDqYh4c/ebY3LH0OnM3TPpdO7eudzqoNKATumDNWJ+bhZUKtJL2XjL5uqyokKPzeGTjyZr+oS+Wc/uKBJJlLepYClvLBfmGVtqt7BqFPKIZdP1P+RO7pVVK1XizPNdKgM1E1HK3Jj8mKmFU+lgdO5odtxwdAP5/9z1c+TPXRd2cfL9X+X/kaO+GX7ioUSbYqIVC0qKInM9z0Bg+eXdWmZSTFxcnOZ6V97cjbzL4JWkNjiHBdusEKrkbIqxc00bZNE5R6VPpw/kzglRkvIXNSh9kFKiqRq7AlX7T/RIF5wv6P4M/yAZoNRBmLVyLImhzAUHFlCMiQlTQb5ivkhETX9y61zMCDGCqieDZChlG031BvzDsaZjypqVygfKnzlncijFqZ3m7oZptzLkvnyRiPln8+myogtFlMlVOUQ/5/gTUnikDChQmtmMwk7BeXHHixN3TKQDoR74b1HZIs9J5UagZiS/9F8l//K2NIwYeTe9B0u1xiGXzDXNNXKnVE2Kquzt6hqBwj51VdWqTg3pBGwmb1xeQ2CFGsZTVFg1xpXG0ScUPAOI9AmRf97e87Z+wyj7TDZ9GEbyumpCNT2cbvy0/FObwuaG5/FRU1XVJ8HCa3D64PGO8fSc90rfU7YmVSP3bIZpxPycPlSK/1d2vsJ92iqzs+BBTJji0o3H2khcsiOXfWIok5vafm7f60PJSj5PO51GHpu3b57m6Cf3iRopncV63OuOrFPOtOCSmv41PwDAGNxJw0lwoeWCst1Cp6yhlxxeouwY5u4o/eky+n2fwYOqHcjjfRl1GaQ4uyQIggo2Ff2i6gsOFE9GCSDF9cXcSqc8Y/AWCKxQw3iKUt0jr92wb66QHT3qsa5CdSGVGlRE6ttvGkHY3JT9ViaKGzFrTL/04dE61YCg6Nd5OlueiEetRorMfRf3sXH6rN2zOvWSeILmxMmggocVlC4UG8rpCJRSvEORMG4IEgstEyexM6Tpbe2DiUp3nQEU4B9EElB2rbhUoTldRuA45/BcUU8TlfVe0MLDXoPTBvNygyG2lg0bv/rnXZo2G4xq1RsjQGCFGl1N0dyzuZxpQuyb7FFqmms0rUeNj/dtPblVc0TSLNjKtYce7nQZXtDD2cr7z+UPXB1aQ+xDgsQyyfQRWM8NT0hYU/A3n9hMLpSmprwF+ABbc9IfS6t1R9Z5a7eEaonH7UDlcoOgq6hKDIpPpYEanc7dO5eKfeOGyxBYoYYPKWq8PQdUsJ2smGvD06159dROoYq556zfhJWrHzqTqH3PtdqcPXN6YopldyCVSZUu5XDjt7AJsGbdTPVW8tFksWWvMATsoTneoKuoTAY1scK2gDeamhpKS5tragLtkVsGXuw6tiiWpxa+4HjBaYb9PgRWqBGQFLX4nm7uddiDafGC7ggsNhftUmqy7acR47Mgh8LOo4pGrOJU1TkFn5cX6XlvAm3E+lI6Nuli35tgHpfvJkVTp1LGTI+I+L3BT1vo3OqIb3nRoUX0FXMrUVjvGTe6UgGBFWoYT9H//vePa9fOtna74wp7ugUhPg8RljeWs8Kw5nqbXRpVpFYvCWv646paLM8dDEv4WgSxLaCm0Yw+Z7KzDy5YcDQ5BPN57qhRbLBw7az/mnzGF5ehpsgH+z+gD8dbAeVp99nTiN7oZcUziotnHDWp9IPACjWMp2h5+WJJsmVmPn7N16y8qmoVFW3P5z8f8l3utxDd7EzywZAzsHhbhdXnXWl5MTYfKmxvK32AnoCr8x9O/OBzdg2ICulpzp8vPHVKqv4xiZQ/yce2Vv8ZY/GeZsOzh3e6JLL+0Bu1T7jF7ufOYCoxis9kb6Pvl9pIJlltQmCFAt4W2dKHdLrkykwNvi7xIpY/mLFzhtjTDQQQYQ5FhZ1vT+hOl4AKtjvW3z5WHyO7Lop9hJTFOkl/zpldsr7qJrzLb+KhRJgz9hDK+by8jF+UPcqH7vNzDscpScp7Zaw0zZY2fjCPo9UXF1evWdNQKheGN69fZ/nlmDCB/s18/HEWYdQWJflyMVgLusbGci7Si3e+SqV6c7s1JAWKgna+sFD37u5ifJn7Y03HONU0twU0YkjXQ7S2XrLbh1AE7ujKvGO2xJ22c5rnTxBYoYbxFD12bCPp9KKiqS2+zoDluu3xzMdRowQJPbeqsnHE5m5iXzDfnkOCiZe90A+LZrGOzqRQ4vTV05SxPzzwoU2x851I94pLFV0yGTybm8sdV/Yfo1mO7J73RvGMGemDB7PdUsuFC43l5XwNnfIBCy+H4wW+xecy0weo1ie1dPm3X4u/nlGwduJvNWWk825o9RLVVWSy99K3DZL/TY/43aVHORRpjzzSo/7kAQ2x77ImpI9JNm06sYk0FqWpZl+XEUO6nuPXzV+VLJ1Vm9FhbaCSiyVUpFAAldMzyxvLX3C8oFxk0fNpEFihRhcE1saN1EormjrVZ0NIHp0JfnW1f/8H3Ot7Zn9OXUl21qYn6dS+Kfq33w42Btkq9t2EUoSXpArgDkiiAcqNVJ+X3zRoDsXFOjWFlWUfr+M6a/css3Y0CgiOcw4q1ik+LTt9xOnS2bxr3mN294reXO+uO7KO0p1SuatLEpySJLfA2jKE5Yj0rk2aa5NIv620Se+4q8ucSU9LMbaCV16i46wnnuAeLCpD+BafzSqam2tOnZKo5OHTmzev06NuaikScs/KeoLetX37SFktpQ1SiifNMSxSgdJ8m5RgS/9pMF9ckDNpR9aL0vsPk6M0U7up01xTQzfeaOqRrU5ZLdEf77XFKtmU4b8rV6pJd6qi7tw5R3X1mrNnt9fVZdDff7U+nMuXK+mao/u/zh83jmrA07/8QonLwacDTn1yV96iuaC/KOhGbh9p87L8IQRWqNGFIcIZM5SNsxBGFItSqs19oPijLy3QHgwphBUX70Hh81IUVHG+tect48te3NLw1nKqJrs/txY2kQ/2f2BzLe5qyqxSobOHZQ2jCKHHdlM0tzT9tmPDxLxvxpYXf3rw4AKHNF5dJtDbomxpkqxj8vLG0TWHDy89V5hPyuzYnm93StP2bH8rM/Nx+rWu68Po+fnj+C3ct8RdYvQvqa4zZ7JZEJSnf5KZHJ21cZhbUUmPeJZaklZ/CTWVCyZPJnGwZ/Oc4uIZjswXOr2F1BX3b5XGxZG8aL1kcmtZqBBeAVWsaGOka3nnzmmuyBnPvXFNilmfpK7S0uRo2dfRFoIdxV9Z2SKK2KaO00Vz0oe7L3jJRho68+knyEcktugnCj7Hhn3SOJ4RzG0bar/ZPBb0p/YPtyF1rCkgsLxy++2394Q/epourOS+YIGck4YMaToWstOVmT0736HPKWPro/xdpf3wsPzv5of5dOem6d4akUEO23GLne11rmxra/U2rOAbVBlQK/CKlxWueYMOf/a70Ltyz+Ya3DrJZ9paWw8vXUofjrmfjGprF4HYjbjoQpFqwxM65l81t4frOYxYxZmoCymHl/1WtuDgghnFM8S01i21W6ja9nmRhVOuLiz6O+iyiz96NJlP7fbH6N+s9KHpXz6avjbSLW7SI9yV8WybNM1mHzFEDtk0m/IJ+pw9m0ta58CBDysqltL13B0llz9pGrJp//736ZqM79u71n5yXblioNy1tshWkjp7r/S2tNQmbbRJa+QnqGSHikppuftd2+R3ZaRFpD3yiDTYlpYs929lr3+qes2askWLpKddOmP643LX13uDdnz8Yl5CzLmSfNGv0x1Ec4v/nsl5htJu47GNRr5TVeSc4r0Ia1KowZyXF+O2NnPZD7S2Xtq7d65sVbxtoOz+i7hLLuTzXUuuiB7BtJ8GdnjyR3LwpWFu9Xm5spIyyMc75yt72kjTU0A8jYy9bYBIXzQvPQ+B5ZUQFlhU0VJu++PG9Z5oshC/HTzYWB4UQ2+1tVtIB+TFxsgfy9O2jM1DMlIijuxKooBXfL9UWm6TVtjsv0SJD/UWQthxD0qTd62e4JjAe6BqXsztZrOmxlDjm6uH/LyYTi9uutG07sg6qh17VG9RkW1T7CzZQ9RlZLhHl1bJlTFlp9Zrlw3eqzOe7k1gkTsV6xQi/pUX46EyfWHZwvf2vad5CzWmSYvML53fcPE0ZfL//uF7nFNN01BaqnyCQas4nk02Ln9cp7PJ9NGcqUDanR3f2PWGb48lxcM16yHXSu7U9iCNRaVEc/PxBgpw6fz2mvtVKhN27HixQ2W8fKD88n+QuJE1So3ic6MW2o4dE8lxb0fDbTGXiP927XqNJFRJyZt8mp//vEsujFVek7atXQE8K4c1Y8gQznVUa9MDs56Qe1zS/zNYKTs0oeuL/v3yjvkTawt/ossOJS+ShtqkMe1v+e5hWVhMtUlbXQ3OHzsIvrTkR0jGpa0aXLB2UsHaiVdOnxCPpRijQJG3q6pWGYlwVhvLK5dTtunSvmcFBZPJJzkZT8te2vrwzsTphbOn5m0b49a+Xw4i3bk/OZ6uPHki1e3zz12jvS/L46QkSdkxJ+dpinORshnfRMjXfCRiWw54euog5avpE/PZiFNoShJnEFheCVWBdfXqae7fNtL88gFqFXFxcLEkwHNtxJya9C8e1ZyPTULwzD53aSvEB3cIdbNuMAXSMdwsq9cyqBJ23O4e+PRH+eBgu3mHEkWf+UL6+719kIV09u9dH3BpvnjcHbE/DD64YMHhpUt1ZoPzLmn6Hendx7eZRxR2g8Y0JODk8an0sZui5ffIlRPPwK2RY/ucw0HZvr5Yz+5Nf0aI5hCh+Em5EgGpVT59Kuspz3lYwljkiwmyyTb5ykjoPKGPV+7t6PgE07ce0kdzpgJl7+5P4zh3zkGCQ3MJQBINnLLnXKqOrqErjxxZz45528bK+/EkJHDkHFm3TtxIGUmUJLJN+uWqX3/9kspYHudKS3NrptKd809JUs3eH/j0/Hl5Zl/5+k9lQbDQlibJl+VuH3Ni1+azh7LPFxbSxb8dOED/iuKUCjHSgbuSXpdcNg8nin4wGOpKR3uH1vcuE/gNEZJCUWX8EtlBYP3cofeo+PtXNUPqW/z/979/cORkH/va03hcBY+0SJE26Qcef5D1kDyAK28Da3MseJ6eU5T2srtE+mCQPOszOprLxfzl4wpSJubaR/OvmZnytIbyfZ9RfJ7blbtnz1tK+at8KdUCPCPYh4pAWRZBYHm/4bbbbteiV69ePeE/FfHx8Xe4iIuL69KNnaYoffzKzlXTKV4xQ9omf/nbFz+bu3RU2XeLeuItRvjtt4McUkfGePpKqarwbNBTa4w+Myopyl2GPvRd8TKb80vnB8LLHRBjGY48uZlLYqtNUQzx8vFv7n7zvX3v0UFMXoynGaZg//4P6An5+e5+dWpAu5p08ZJrEIQt/a9cqaZ2fG37qgre1pdysinoNLmlmDbvEXnw4jPb+b1eZ4B3py1onIbfG6g0pDLR+LAUhZoHgE4Y2OhGCJfszK8oWbK/klvV6cmDr1+qp1+5uqU/vpjVksr4zOeBM2r988aXPHFBdGgp++ouXa17JSMqRrK96OphGiwN+tpV/VC2dyrmdRrftFhYgvMTmC5ZxVVeruS5YD4b4XnbICGlJoWit+c2YKYSUjX3hb67ysrl9Mmwcbpm5Pxx43rWj0/RD9lbhyulSV7aczvmTyx6959pkwfSV5P5jyeUa6zvnDZNNqh/5hl+YNb0J+ma0qX/7tSTbtlhs5FnDIaLvm72UrWrEbJv13t8WlgwmeqC48e/owKHZOX+wn+X5M7KSZFzeNoWty7c/dNM8ZybN69nZw/37KszzrkT+fzY51MHcWbed16jNX7zujzGUrlypXzJsHYhmBJRV5J9dvd27snL3Pa4pDCoOvDJx3QLCdO8MWPEOmcZX7i14/4v/03xpmoIkdSj4B/2da12T4RdP2VgCCyvBLAHKykpKTIyssFFVFQUnRq/t9MUpTZZUdFUqm7NWqxWcPLkVtloNLuDZWX6JnPmBlOjhypCKho0uxx+/73hyJF1FCKlBGlrbS1YMYlE3snCVJ0nn83NFevfBMMyB4LqnCRZqsrzhtzDAenp8oFmh9bpq6d5/rPmSNzR5OTiGTN2b5ypTBq7Paq9wF1LlUpx8avuXhmXRNNcX4qhiKWnUfmVsdZt1laz9ydvoeCJ2aQGfLaO+u3gQXrd3rlzzR3OFvq1MHty8aYZh3M+KytbeOhQombHBvemDLEPYdMfigGlhUra04OpcE8fPtjpfbxv6eGlnU5iNwJFY0ZdhsraLP/EZn7p82lDUpbO+uarfw35WTa//TL9fadP3XstFy7snjWLol3ZDy1/UJMn05P2f/BBp08I4GpGPU1zTQ1PQPs18wsqkY4f35iXNyY3ZwyP6NmXRrV/YrI6yUoaquholm1elb3pwp2eljtmjOYUNk34o6A0Er3ydKA/H5y+a9mfrg42Or14sYSExe7dszRLVLbavH69vjRj/l7pbfsGOVD2b4byN0Lu9GtLywXWZF2NwFO7t3LJNumHhzn8e3ZrbJTOCom0ChXOvx3aX5j/zxz78LwvnuNYovYgXePIHe/q0BpYm7WFPmil0RjFhjs+J/xD7obcuZ5PKd469SEF31Nne+I5jK4CAssrARRYpK4cDneupYOIiC5MdKcUJZWjY/nYcyjNNtPT3Jog7adB9BlTW4daSC6z6CPK/XlIGFE+NjJMU0eVipZhKas60dOrtEiQJy139kVRRcLdD1yoUeU3v3S+zh4O/kS2+HlWbpZlb3rKpYeGKBugXcJdjg+U46e2dgunVE7OCJf9xxgev8jKelIpsIz0uOwpfotv8WbtbgreGuuktzzNjIrri72NtTldrQvKbDxX6+zB7VLyw7K98J8msX9GL2+dQYqq8nKls33d8MbfG1jlq5ZBsqfLQw+Z6dFOhcAakTNCxypOB5KkkwsmU/wbsSejL+hw6dLsvR+5jINsU36QR8MTprnr7fj98RQV64+s51OdTampZto3bx59KdTeULr/+uWX5Hh4qdy+9zaJXRMxshkMn1IPIf3ycIfG5DxXSTJndL4U4/hlgv3VIdI02/YJcu8UFTKuTZVmVK1axfvzcL5lwbpzmrxGpVjd1Ih+VbHv/+ZJCba0fw9sqjluejCdHvbme797hxqlxfmv8GlXF7uhUjczdhhFzs8vP015dfl4G+lFjZe2q0+lo2ryu+P1CfSc9AmDNcXlmexs8ic/XKxtRqrU80qK/CPr1tHFdECnu1Jf46AdLdngefGl1kv0We3d4lZsJza5PytypE++8Pyf3fkQWF7xz1CgJuHh4W1tbXxMB3Rq/F5KUU8V4h94wCW9fd2jo/u/Puj4yJHXYRZ0ZuYwl1aIPnjwI/JkTo7cEZ2dPbzTh3sTWKrJOPn5MSQaKiqWkZI4UbqZxRPVHN4eS5+68Tqjq1BlT7XLBV/XJGxrba1cvpyK45NS6uF1Sysyl3IMl5UtokggZWn8UdnDh8ut56goV9f1mEPfJu759u1TJRJVmaK7vrBwEg8Rsv7QXF9KxY0bTaTGelRdERQJnEbKpaip0OQJ1SozIx7h1Vx8q7m5hiOwaGssFdM8OiP/betQeXDPrqYB0Jkz2VK7KZvyyUpxRrf/cjKVytmXC1/WsYqrvlJNTy5rLMuoy1CtCdSlbtRPtjzrGhO0fZs/j25M+0KepPb1D7botMHk/g/XCj2PZz6+68Iu+vXdfe9SmmpOPPTWGlFWclT3OF54gY73znWPDTXdaCLd6S2H6OwoR9UhyWVK0PriYjp4Z9cc7vOrba69hdakUOWckqQ3KRrleXmKLqudsbHkqJp2es7h4KLpnKPL3T9K6FPl5mX6Zndf8oldm7sXJm0yvpFH2dI2u0cM016W9XxGUqSyScZQluDBeiPTPKn4pdT3ZrxIQpOK5UOJiUpHagBQFqUinTurjOx3RI0EybUc/8lt2+h1mlf++s1X0hzZ7KHqa9lyP+8b97SD/T9/QNcLG9PT+enHpI0v7/gnvfKxXx79IcqmLIK48HkkTR60obb6xB0TIbCCEVWqeEq923ShbMEjylT/HTmyjv6amk7QNyDMmS+WlHjLZ93heN5GqraP5naQ/AU/TZJzantJ5G1Nl1273qBiQqeq9jZEyF1l6WmDdm1+dWeKu0WVkeH+8s8cyqTSjRsl3lAOEZoCj9Z9Xvk5r5Ly1p63uvnAvPaxg92vvy434LSsMjVpabmwe/csilhSURTAw0uXusv9hx+WS5yh8uBF+uODi/Neo2t0piMFFirdyPOXKyuVjpp2MATHuU0rcoT1YdoPrnpig80eHSl3GCTFFW+aUbn9c16ckEeZt57cytJEWU+oVD55rC4jg3xSUb5UXnYo192WOHlCHpJ+Y9cbnlZxdMyl8BD7EPp3ULrbBkW5PzQpDP418VCHqkWT136K5ies+HESxVJh7mTlZzXc9RzRDSmqfc/nNNfUcJWvik+uwLKGDaNMmD9uHI/LcIpUlxU8kfUE5/BOTZX5FjG5mCQa+yVtoFxVP/VTJHtscPpg/Z62LnH2UDbVlI4NE6419ohoy3ntKaqSM6ZFyrPzhrp7WEWHa35MDMVeTYpGF6aYCeTzLARG2JunS+4Rgws1Rd15oD512RnSKwPTpw2SXHs05EwfzouEKQ0z/LyZ6bGNGzvdddHIio+7Nr/OEUhFAZ1WbFsmW5cuH2gfLdvLs8g7lvMNr6T45Fb3Z5vxrtwrWTJ7NgtBZeHDM0IgsDqhtrb23nvvVRq8+6Fnq5s9WFRTUk1AWX/PnjntgkNu3/D+SlRRcUmq2VPaHVSmvkzx66/Ik4Gpmf263D5I/2SQPCiz3tbeazKFaqaioqk+D35lvvS4NM2WMVaeMyVF2tJS5E779NTBnk0rfWpqUngY7vLlSp3L6IHkSX0tImpW4/0QJ09udXXvPa45tksVm7JNnPHLo3xxp49VLfkjRAnXapmPPaY59NZVqClZNHUqFTHdfI6AVyL4sPSDtNjxyv4SJVdPn94xcSK9lCSO0t1xzkHqVnMhe2pg5GaMzZKGpf/sVvmXz/1q0EuuCQBran5O4Sn9rPKPJidzBNIBneYnj3P3b0ly/1b1lWrySdKRpOHZw23tNunCMkn1pxpHu9R6ybNnKPtMtufejqvt8noNEdtsa5+X50/lrR7DeYN98p/tL/1Tivko390NycO+5B+qCSLSBn+zRR7ZLJbcE8Sajh2jGogrKrF4QdO5o3KvzOeLpAXyWueVSZ872/sUV8a4PR+dGe0pJQW8sNDBDz/ksHKfjajz+G/aGlmoiVUox+SO8dbT1iVEP8RBKaGbj9LEZeBQytP6hHakrEL1ffnixTqLSJnVg0VN6Ix0V9me/6Jv5lC+QQlKn8OJ77/nziRlCzb/9HZOxE9LPmYXaub5c2chT0QPll4v1+GvOKtUHfpz7QlVt25Z2kK+Jj7pkZiVtlc/tDVdPOdU9PKWXCyhD5yKIHl++v6SFxwvQGB1wn333bd+/Xohd/yDygaLTo3fSylKuYGn+6r+eDmQvfnvSpFGbf26hKbA4sxtj4rirb7ogK+pqZCXZvn9agNl+mO/fss+PHZsA1VdVxqO7ZXeLs2Yr7nRAVtfUmXJFYA0uGNVFSnPN8l5VaNppQ9dL3lYcQnEInWi6tKxGxMCK640jmpEruz/+O8f1C6nz09zxFC8nTQxHavM2KnspuKMWkgcxsqUzz2XJ9bk/PlCfmxl5XJ2cS1Jc4GXFaheu5YEiuOFF5prapR38eIFqsinJ5AULt07P1+K2ZE+URl8uRiaJy88kz31KXog5Sv9LsNOESsRvL1AXtQxZ/IIdqcai3LL6dpfZJ+Uzu/quqnCCCPLNQcwJ2uE8SfseuMNz0bwkXXrlP0Q+//zb3l9ndm2k9KfkypU432UGbgHa1HZIu71Mb4/tF7nnMcAHyU9ZZK8iW6LYLZQ4WVC3/ppIj8nQTENhaJi3755FLFnXX1pqr66vdI7fLov/R1neyfND1G2idJoUkLP5T2nMxgqNsJTqvmLJSWyCvnsswrXwq1sJSM2GtfpaesSjm+eZ28fzlziNGNzsGCj9dKltJER1IJ1xI73/9uFSq4oWCZaHdTg+XSybAW4N+FDp6KNd6IihXKpt5jnFkUAt4S6efM6BYH+lGUCRS83HbkF1XTpRNZPT9q3DMl6a6hyXFIY4/NdNSkp7jouJQUCq7PbbrvNz+rK2T6LsL6+3rdZhPK4Dy+elj6YhwgPH15MRWd+pruFvTtpJhVqXFVcvXp6x46JubmjjGz7QBUn3XXx18PLK5dTxaAqT7na9tYmY5Pk+p075YI1MZGL3eynnpJc9k81JT8dLU7OyXlG7m9LdVtzH87+zOkxTs/27BkZ7qk6xd+5TEe/+IJeTRVefoy8pmjZokXkTx7OMIh+H5IYXeK+QH2BpZrQ13SjiWrZ745/x3XGwo7mO8xBuyyw0ra6bWa9raBBEkF/0ooKubdynDzBreZno6bWFFI2a+PeRHoXj4KpxPqhrE/FLWKL2bQ18kR0el03R58/kSZzXM1zmZ9npsh9dVdPn6Y2qCyPvutgjG+EI8XrsjcNz/lmhE7TgkN6JjtbM3o1Bdaluor85OfyvhnbeEruvaBQUyakslg5WkHVBo+jffnrl12KBE943FCYlzU2lgudTW+kz8rTRN1toTLalrddtk0sLY2jrPXpRnkph0Gpti83ubJ0UqQcOT+O4FjN2zZWNsdeOV0psMRy52ygpprXyQuiknakb181k8upaN/zrDd9ccPTslhj6a+2xcWC/sj+tcazB6WEiuzlF3btpIsLp07tdKjo1qJL0w5Mp3T+fM5d7mrFtRkffUHspVVfzaA64vP2JVUz/i0Px5NeUT6B5yE6jm/kVkfQTjhV1UGUz+lzE7btvJwE/ctmnWzwyu0uCKxOuOuuu1paWsz1ihHi4uJ8XgdLHh1/eSRVdY4540lz0B/3KOSvc7fnyqXPxPWihZG3/bkc+/Cdjle414fUt2xevbWDJfX+Dz6Qv5zxjxgf/NJEjFV1+Gtf6STtZ7fO2CFNpPK9MGGy/FOUjTvh/9xY0PuoIrewqdHc/S1N2I774sU93INVVrZIc4hQpxuc1zsYnDFYxzTBbbfxrHulwT3dNttivBkq6d3ScVSxMuVzeb37lbaMbbKiTd/qHnutkJaJW8SCrmmprqG3bbbmhtou+VN0XXxbliAvP7hl9EJX/0qq67G8nqHopElb7FogMdV2Zr/R/WIzk6PZh7sSXxX9JSqouHTH1Y8LKIlV6u1ixa493759OHWxUn6pFhYyHXoX77VAlRYlS9WZA2Jvx99/b2CDfd4GxBuHM5eQ/sv7eYxKH7NBVf2uXRSr9q8fa3eX8568ygDFwyBb5f4VYr4klQlKA7XqK9WUjf9z4JOiBXEkm6rXrlX2sJYv7rBKlqok4a2FVStu8FjbqV9+4Y6uQ2u/8LYGm4Dn39H1nXZHCaOInBdGyNvdvDzEdPPTQEE5hIU1d7H4GbarO3XQXWLsLJxGp5S+nF1FyU7fr1jDQiUESZNJri/dn2ZbPkANA/Yj10H7938guUxuVBusibqM2mP0R7UPBFYnLFu2bMqUKTdv3jTXNz0HpaioisQfD2FUfrVS7mB4qcMa67/9dpBL6rSf3aOKORNHiqkZktYU2bXPun+b6+tCc1TkcQ8Wb03K3U5UpvM2W+mLHy1YOzF/g1sOpm9xVeo/245uTaKglZctpi92166Z1dVrqQLQXLXIh32suV/XPmSIyph637557A02wGeJuX3ayPw8uUuA5yeL9v1Fj82qnIr1DlZUrqAmmuYkKTZ6pWrgxK7N8qYWhz6RXJMrNfvJuJ1kxIROxLOmpa3gSnU1RRR3PFxpPJK19cnMrdEnDn9Pp8Wb3Db12Z89kTNj+J4PZpcsnbV3+TuqCpIHpLa7OiC9de9tPLaRClClNbdAGMZOa1cA6d8PSt/0yJ7cuaS3uG9VdNdvf36MbNX3dBcSN3fdKFZ+p0vTvV3jtjseauO596zqLrRc4M1h3tnulvXKGeknTmxqH9reaNAn+hTXF5Mcn7dv3t6fEkjPZX4lT7mVV413dbztfuMNqk2PbdhQtnBhaWKcpFCfXgPesTUipbj+3STPKaG6jb+dT78bNkyy/eMX2/5dq0nmbFn8j4SvbSs+f0Rn1TExxTJhmvw/z5YQfzpqnp75xocDY1balrzfwdtCLRlvD6imj6lWJlPOXCE9zVdmrhvqmYig+9TUpFBRvGPWi5JiDVXuuB1iH+J0CUGS3SwElet1UT6k5Ngg2cbnjqVykjd7MMtAzRSam2voo9i+6hn+cOpK5Ead+Kx470gxe4xL5h0TJ/Jp5fLlEFidEKiV3H2GU9TdV/n005LCCJdyuebAGS8OlL5GllnbNtkWviaXm78MlrP4N6MGs41ISX0J1YL707/noYGCk/LGurvKPqGsVlw8o5s7JZOXSO/vnD6dp8uxUfPly5Wcie3p7hZ22njZS7wkT31xMS/Zp/kR8lReeo7xzUq9LbYkVtjav+59uiaHo3Ruh/4zYUHFi0SUd1znOqUmhWpNikY2NE4+mkynX1SuVK2MSuXO1bo6EnDk83wpRmcUTNRkpliPUuRzccbRLrbbO/Dhh+Slqj3unUOkmRqCW8WZM9kUFRQnnsZz3pbfZEobStnA6J101yYeWossCKi+9LYuvzd+v9xQKa084dCbwU6BJeEi21G5BFZ2+nCnwoJqQrvtnTJFKJgkK+nPuKmfPmK9+JUc56ntwoiNv11zP8VfyXf/oog4qyVYBbwHpfw3Sn5I2pOPkDZNW+xuSnFH7PQC93ISbKI+Ms09Q6rWpUI017kW2x/9xzVdP8s10L9toO3T5RM+XjvxWPlOb/45XuPe6ObJ9vWH2fgmZ7RbLe10LRZlZJetunw7af3y9Z9yNuCJINxBcu18nbREXuHMnhjldJnXOFJezN40fLt9VFcHl4EReHGv9CWuudsbbVdOHyXHil+LvpESdtjXcXcOG3oeTP5Ynp235OFze3c4Xc17zxKjeu1XUqxsfEkHAQqQm6amY9z7wAvdyU3o+r3O9lY3j2l468Dm0VsIrFBDmaI3r1/3NArxxokfNxXOnvrJ0rFcAi7b+AZJjQ8L3uHTRyS5/puQ97zylj+F/BJZfHR/PE7FscJvDkoJh0uXydu8kOZwteNLZs2iQO2bN0/ZOdd9Tm7dKrlmmqhCcaYup9AxtSgzlt/O+zNkv+U2A6qp+Zm06blz+a4lkscY6VQQNSRfXFQUSxUYm7aIrsfty0bxczQ3CuTm/vb/PKvTbWacP1/q2q9DbOPFlgT074XTxVQh5Y7uYMipA9Vnx45tVHUuNvzewBJqXPuQFi8SVlRftKZ6DR3wvvTvlbw1ImvYv4pfUT2Tfmrwsmfi1aunSSiIPgnSi5Rvfc6K8rpoL8kCOmf6cPY2d0AuO/CRN+3YHU6e3JqW9ggV4iWfzSZhMeunCZw31iqWk8j44dGDny6k7yvj0UeV3TxGRoWo/U2Rc+ZILi/LftY1dnNw58eSa/h1qmM8he6lgpfYtKumuYZueap9LLv2UoVTscSX8rFNN5ooyXLP5l6uOU7559Lhw/QZfiO967acK5qq6RmnS04N3iZP8X9GeoKU1Ou7Xmfjm3mulclI4CpFM32SFNj0iAjlzvFicbgdmRMk17RfzmbyznTT5G2Y6bjxVPsmpC4ZJwwod+x4qScS0eKIDsL0zYM4nq82nXaKTakHDVIW1PrzOrkbsiz7Y77mQM7H/g5MR0TO2b5do0CmUk5SzEyib5lXvabCnBrPVYdWZQwdAoEVanimKOXavXPnUttOZRuhiZhG/mmJ3D6Ob29S898T2x5WXrxnj7yQt12KZvFh3NDHCKrlJH5vaKBQUCmc094tx9MSlYtPdp/WS5d2Tpsmpo0QFGlyreZ6l3JgjqfaORwvCDsYsUUXG3t648n0ofSgKGmQcuyGNRk18nhEr3R+5zshqrrNVDvbHzqUKJva5I3ptHNFLOHtHqh1TRGg0tAeFy23NT+0XT0jF5fCkLNTj1HhotmwK6XS6pTEy0pVX6lmvRVpdy+ApLNQ01dln5DLIGngtn1xYoqlmJyxPedZ7vTiso8N4elfahw3XNi/843YnBefqfzi8069zVA241yXP07PtskHqDgmJU3+77ChZHsiSq6xtqyxoyiWqi4d3pX6WkHKxNoDPzpdIokyGIX02P5keevf/ft52sGZrCyf12+jmqPqrEP0KSr1a26dfX7JrJXln/IUDW5EUcY+SBVp+6QW3khELGhCQaPLPst+kh/4Zvazsj+1DN2c7ZupxxbFKgsWTWtOzU5l0R7ISHHvVcy2DWlbXdN6fhnoSHshT3ouK03ucSzM/qdTscBsaRBsMBp6iMm521eP5DKHBzRkk49hNsn9fdvKpU+pQNiZOY1T7WTlNvEEseRKwcSJ8sf7UbROz5A/oYBQnvG2RiDJ9DNnsoXRquff4dKlEFihhmeKGpxpwit3v1E8Y3b+c//KGztJsg1z2cR8Ig35THpsjut4Sao8epJpj84a9yQ98Mg360hknM5P5+fz4J1ZiIaRas6XWBSq5YL5a6t4TncX5lwkuehTUlnUqtr3N240UYToD5huHvbIyhibPJFrjo3a/Ok/y0orP+M5/pVNgA+7VF328OE61rjnzjlk69H2bjNeg+Pw4cVFRf8kd7vknmVpZBsihhc3opdSeUenmanukdmm304YfAIjLNJIaXm7Rgy9PZru7i/h1SvG5Y/zHEak3Oi2+FFMsRTlWtpW94DXlXp5YMJdZc9rL+Z+cvVkfPmocf9ThSEv87N2rWaPphGObdxI4uC461+K1ctVVZSm27c/2y6mxwjrvdrjP8lBkAZljJd7p1RzrBjVtANGtcWTDzTdaGIrmTd2vaFzGW9mtbE6iZOAd/6prFzOXqqt/Yl+3blzGneJzZMGvk3XLJS7Lqh+TZv2MAnHs47tzvbsSkqRM+QH+z+wuda8fj7/eUpuzQ2FuFNZ1YN1pbqak9ix9AXKCXnSWM26rTjlVeWXyJY0XV3XAxiEWrmeZWO2JC+GkvXLUMr85w8W8Nxk3glRtdagmIuz7OWIaQm2+HdspbvmU243XnYFFl67h/7lQcP0dHfjubJyBQRWqOGZojeamni4x9vCV/x5PJszksvQja7MoRrJytwQnZkcnfWLe9RZtjJWPPBsbi49wchAZJegBrpYTkLAi0L1kP3jldqjaf8ZJK207Vw5jV147RxqYCmLD2EBVmR/mYoMb7vKV1WtomLi/PlCKlOaXeMvTrEs0MCBkpg7GWPb/sJI5Y1GjPTdAyiPD87M4M97WIc6JsU1oa/dHsIHCgomK3uGjCPWqNyxY6LUvrytmO50ZN06eeZRfs6sfw+kwvSjrYOpSl7Yvo919fGNntPHvt7z1jB5UMn2tfTnbHAxOcP+eaSUIK8+de6og+J5V+qr2ZuGZ//8lDI2Mn7sgsBiilfMkFfEXWc7Kn3dpRvF5kvprhE9kdaZ38vJJHZ22rlxGsUGj/bKjZOUJZWFKw+u+kjyWBFRtXAGKRU+TZs80OCgrTeUG93Q8bx982YUz+BZCOS49PDSBQcXcM+iaudm0fGWljbINYDyLI/W8ZoR7o0HZrf3zv78LCmhHTtelBSGX9dvXieRXd2VTZaaL5886PioqmQl767D7auTu39mSzVHynh5p/mf3Ivpl3z3ps/RAkxB2fikMoQzbV6eRnYV2149vTmCs9npLjbqAsuVK9W8YAqPyP/22wH6VH/9dTVJLgisUEC1VY7nBTrjO6SuuIh/6YcR8iCgPeoH11cx3C5vszR8W7sYl+SVKtftfTtGsk1OG5T6gjwQs/fdd7tqbhzkiEH3nUXTdS5T7XRB2kveKHTt2txnn5XarcVJAUhuI/1I7qWorf1ZXm157w66i6KdipXzO3ZoDkjx6qwk7HSmoIsBlBrpR2rqlZT8q73Ok5VK9oonJcWMHh/grourV0/7druzYwkrulEzIiM3DrNtipbX3SBxaf/2MaXs0NxDkwekTl4smeIYPyJr2NrKFezOkzOqvlgpK+ClL6q7MZbbpP+z5W17bnv2M9VVXR5rKNravrvA7q5Z2opBxgyXBJf/XHsYFMRNpFCU/DDb7b2vZPkrfea6IErOHpKYMPuje7LSn89ULP0q1oYozZ4vNrLtPqoFUTPqMvg0tiiWZNbqX1eT+6zds1hvUd4mzbRzp3utrOLiV5Q7uPMqQYXr3Zv2fOey2U+UbFR0TJBsFXV2p6tOooAcOZJUUDCJmig1HXuw9s2bR2nK3xGlPr2Lrsn4yb3/1fbMf9Dp0fadsCnCxZ7fdFyy5F8lS2ddP39rdH6EMIcOJVIy7W9fjp8aBpTiv2ktRetsXyWRO7BFf/YtDe9iBIEVanQ1RUX37N6ED6n0vPx7Q11dBumAq62X6fRC1aF9ie8dWPIBz9kWs5x4wpF7pvQzNnuGXE0aWao0yDFortFQWspNLrYAK1u4UNHl5x61OX0w3a14UjtU/FSjKKdl8YCUD+NQZ7Kz2QSYOwwOLv6I98o49uM3h9ctbTx8iNek8SUWTIJHjujflpYLTfVH0xPlrsFZX8k2zoO22r51mc7kfPl0zozhjg/G2+3y6rI6O1jrb4FckurWl+m/yMmXudVtqu9tH9lOYQtWygxHC785Jm1sPnPS+L2VhSv3Sm+X5MlaKkOKbO8DHkoZQ/5kov9c8k3WlAsW7F/yvjur/OIWmmeqvS7xdfFiCV9z/ryZ1oc1zTVsFcdrEWWfyVbaSNm0FlX3ZqHC0vzixf1lZQtJMQ91bVz3aNrD7h5x18U8P//PET1XmjY1HXPvlNBuoOVUbLcnxoKVt4AghNsDPtxImZCyh+Z+ALcc1BwqL18MgRVqdDVFb16/fti1W4Vq/SdNhOVEVtnHVHTmv+naiOOVgTrdD7ccXTLX4MXrd7/5JtcH2a6JM/mfyyt4ZaZHy5bL02xp78rCQlqlNhMxxbeiZyjnmWfIJ4eXLNE0XPMnlKOObdwoz/R87z25b2n1RGWoYyR3RcsrEciLg7g8fCIlhYSmztpLYkn0mbtnKpe9YMrXfyotkxdEPbDhfd7X/LeDB5W2Oz5AlcSp/ZL0k2x3mLPmGYN3kZp0S730CGXA079wjxhWrlhBkZObJRvP5ea4R0yocS9vY7V3ruQy5giI9cmxpmOkYkWsksai2o73B+TVjJyuFY86XRtCDC5zn5ZKqG2rkLdVKSx82T1669oagdsbwtos8/OholuXZJw8jYaSYMuo3KWj8leNs7u2cj9kYCds4H8aG8s555/o+o7d1D6k3OXDjUELBFao0aMpypYTe9rLwcL8f9Lhyd0/8xdVo2WpGtqIOfNH1q0Ty2GIpbNK18yXV4b8+mv6d++8t6X35Q370lMjJGNbNRuB1Az3I4o1z6SOsx39j9ihz/2X4FYYaZLcPfNh+uBhku1Zqmhdtt55y2SNbm8fTeNd673BNkPTd05XdqMyvzc00L0Uz+Yu0l1TkuKu8pOjDd5C2o5vycoaygldXZ0kS4rZU9m+ikUk6QZSUcFvds2dCpUuq2ShHQ2ubsoycXnlchLEq39dXSpbOxdI7jkZIyhOqMRQjn5evlzJJcnxI9+JVUNlmzbXBqPbxz7Lz+ehYbPWHgPmojkno1M4TfPyxihzTggAgRVq+CFFxdYo+usRWAHt/a1//VJyzbVU7YjMF1euW97QUGp6CSI2yzu8ZEn1mjUB3AxECCxeUitj8qPSBpv0ta1CkgN+5kwmCdB9++axtuDdYE788APfYmSlj3n75nE3auXlzvtcuwl5cvuWUfYtQw4XLDF+15kz2aQernS04OY1fnS66Drl4sUSeiy18n1+QjcRpsr6+/OQbOJBcM/lpgxKNMoeYu6ImDQQkO32QFcRq4rQV2DwFjFhRSzd2f31k4MECKxQwz8pylujdHV+Weihub81r3eQHhHB6x0IlNa4pkPvIp+c2LQp4BMObl6/fjQ5WRZ5585ReM/l5/POd6rYUHKjqYn7n35dvVq5i6omvHn2Ma09uUMbMRUggH5Q7jDtG3Q7yUTVZjWkxpR7QohxVV6F9Yi0zucVv0DwIzq99u59xzULLxRssBgIrFDDOikatPiwEyJgxMBioD0SjLj3DE17JNAeMR/VqCKv35uZ6V5wUnOZRxAyiEWDQ2CalArrVMeWCadlUjRoqUlJ8Vw6CxiBjbHSI/T2IrQsDQ2l1dVrzJ08GCSw2WJm5uNsF88GaidObGZjeezNDG5RrFMdBzKceXl50dHRYWFhd95559SpU+vr68VP8fHxd7iIi4tT3uLNvVOsk6Ig9Gg6duyUJBmZ/dfwe8PcvXNnFM8orvdxIQYQPLS1tSpX0gIgNLBOdRzIcI4YMSInJ6etra2lpWX27Nkkttg9KSkpMjKywUVUVBSd6rsbwTopCqyMdEri0cQFIbE4CAAg9LBOdRws4SSZ1atXLz4mFeVot4+mg4j2kRFv7kawTooCK1PaUMoLY67quMs1AAAECdapjoMlnHa7XfRghYeHk97iYzqgU313I1gnRYHFqb5SrVwYEwAAggrrVMdBEc7y8vIHH3ywtraWT1WxL3q2vLkLbtOlx7wPAAAAAENYpzr2azg1tU5BQcH9999fVlYmXNCDBQAAAIQk1qmOAxzO1NTUPn36HDhwQOmosrWiU313I1gnRQEAAICgxTrVcSDDuWrVqt69e1dVVancebZgfX295ixCT3cjWCdFAQAAgKDFOtVxIMOpYyYVFxenud6VN3cj7zLH0wAAAADwFetUx5YJp2VSFAAAAAharFMdWyaclklRAAAAIGixTnVsmXBaJkUBAACAoMU61bFlwmmZFAUAAACCFutUx5YJp2VSFAAAAAharFMdWyaclklRAAAAIGixTnUcyuHEVjkAAABAUGGd6tgy4bRMigIAAABBi3WqY8uE0zIpCgAAAAQt1qmOLRNOy6QoAAAAELRYpzq2TDgtk6IAAABA0GKd6tgy4bRMigIAAABBi3WqY8uE0zIpCgAAAAQt1qmOLRNOy6QoAAAAELRYpzoOfDgbGxv79u2rivH4+Pg7XMTFxRlx7xTrpCgAAAAQtFinOg58OOfMmZOYmKiM8aSkpMjIyAYXUVFRdKrvbgTrpCgAAAAQtFinOg5wOKurq/v163fz5k1ljJOKcjgcfEwHERER+u5GsE6KAgAAAEGLdarjAIdz5MiRKSkpzo4xHh4e3tbWxsd0QKf67kawTooCAAAAQYt1quNAhrOgoGDQoEFufyhiXBX7vXr10ndX3qiD+QEAAAAAQFewTnXs13CqtE7//v337dsnfhKXoQcLAAAACEmsUx0HMpzeOplUtlZ0qu9u8F3meRwAAAAAvmCd6jhYwuk5i7C+vl5zFqGne1efDwAAAICAYJ3qOFjCqYrxuLg4zfWuvLl39fkAAAAA8D/WqY4tE07LpCgAAAAQtFinOrZMOC2TogAAAEDQYp3q2DLhtEyKAgAAAEGLdapjy4TTMikKAAAABC3WqY4tE07LpCgAAAAQtFinOrZMOC2TogAAAEDQYp3qOJTDia1yAAAAgKDCOtWxZcJpmRQFAAAAghbrVMeWCadlUhQAAAAIWqxTHVsmnJZJUQAAACBosU51bJlwWiZFAQAAgKDFOtWxZcJpmRQFAAAAghbrVMeWCadlUhQAAAAIWqxTHVsmnJZJUQAAACBosU51HOBwlpeXDx06NDw8vHfv3snJycI9Pj7+DhdxcXHK6725d4p1UhQAAAAIWqxTHQcynFVVVf369bPb7W1tbfX19TNnzmT3pKSkyMjIBhdRUVF0qu9uBOukKAAAABC0WKc6DmQ4p0yZouy1EpCKcjgcfEwHERER+u5GsE6KAgAAAEGLdarjQIbzrrvuWr169X333RcWFhYTE9PY2Mju4eHhbW1tfEwHdKrvbgTrpCgAAAAQtFinOg5kOCmWY2NjW1tbW1papk+fPmHCBOGuvKxXr1767soH6tBj4QAAAACAIaxTHfs1nCqtEx4eTtKKj0lmhYWFCXf0YAEAAAChh3Wq40CGMyoqSimwhGBS2VrRqb67EayTogAAAEDQYp3qOJDhTE5Onj59eouL2NjYSZMmsTvPFqyvr9ecRejpbgTrpCgAAAAQtFinOg5wOBMSEu6+++6wsLDx48cLI3ciLi5Oc70rb+6dYp0UBQAAAIIW61THlgmnZVIUAAAACFqsUx1bJpyWSVEAAAAgaLFOdWyZcFomRQEAAICgxTrVsWXCaZkUBQAAAIIW61THlgmnZVIUAAAACFqsUx1bJpyWSVEAAAAgaLFOdRzK4cRWOQAAAEBQYZ3q2DLhtEyKAgAAAEGLdapjy4TTMikKAAAABC3WqY4tE07LpCgAAAAQtFinOrZMOC2TogAAAEDQYp3q2DLhtEyKAgAAAEGLdapjy4TTMikKAAAABC3WqY4DGc7a2toRI0aEu6CD48ePi5/i4+PvcBEXF6e8xZt7p1gnRQEAAICgxTrVcSDD2b9//0WLFt10kZCQMGDAAHZPSkqKjIxscBEVFUWn+u5GsE6KAgAAAEGLdarjQIbz9ttvV56GhYXxAakoh8PBx3QQERGh724E66QoAAAAELRYpzoOZDjHjh2bkJDQ5mLBggV0yu7h4eHkwsd0QKf67kawTooCAAAAQYt1quNAhrOurq5v3768jw0dnD9/3u2njrHfq1cvfXfBbbr0WDgAAAAAYAjrVMd+DadK6wwdOjQhIUHYYEVHR7N7D/VgAQAAACDgmCMpgp5AhlPVBSVOVbZWdKrv3n38k954S9C+CG8J2hfhLUH7IrwlaF8USm+5pQlkBA0YMGDBggXCBks1i7C+vl5zFqGne/cJpewYSm/x24vwlqB9Ed4StC/CW4L2RaH0lluaQEbQ0aNHo6Ojw1zQAZ2Kn+Li4jTXu/Lm3k1CKTuG0lv89iK8JWhfhLcE7YvwlqB9USi95ZYGESQTStkxlN7itxfhLUH7IrwlaF+EtwTti0LpLbc0iCDgC/i0ghYkTdCCpAlakDSgJ0CuAr6A8ihoQdIELUiaoAVJA3oC5CrgCyiPghYkTdCCpAlakDSgJ0CuAr6A8ihoQdIELUiaoAVJA3oC5CrgCyiPghYkTdCCpAlakDSgJ0CuAgAAAAAwGQgsAAAAAACTgcACAAAAADAZCCwAAAAAAJOBwAIAAAAAMBkILAAAAAAAk4HAAgAAAAAwGQgsIHNbO54/NTY29u3bV2edmPj4+DtcxMXFGXEHXUIzaW7riLd7kTQ9irf4Ly8vHzp0aHh4eO/evZOTkzXvRdL0KEa+mrvuukvzXiQNMAsILPAnmlX1nDlzEhMTvdXiSUlJkZGRDS6ioqLoVN8d+IZnVdHpLUga/6BKi6qqqn79+tnt9ra2tvr6+pkzZ3regqTxDzqfybJlyzR1EpIGmAgEFvgTz/KourqaaoubN296q+Cp0HE4HHxMBxEREfruwDeMCywkjZ9RpcWUKVO89VohafyMt8+EtC8Va+fPn/e8EkkDTAQCC/yJZ3k0cuTIlJQUz5/EaXh4OJVWfEwHdKrvDnzDM/7vuuuuXr16PfDAAwkJCZpXImn8gyppKF1Wr1593333hYWFxcTENDY2el6JpPEP3gTW+vXrX331Vc0rkTTARCCwwJ+oyqOCgoJBgwZp/uTtFqry9d2Bb3iL/+rq6uHDh8+dO7fTW5A0PYSn9o2NjW1tbW1paZk+ffqECRM6vQVJ00N4+2qoWVJVVWXkFiQN6A4QWOBPVIVI//799+3bp/mTAA0+/6AzJnjlypU77rjD0x1J4x9USUPxSdKKj0lmhYWFed6CpPEPml/Nli1bxo4d6+0WJA0wEQgs8Cf6k240SyuVaQKd6rsD3/BBYCFp/IMqaaKiopQCS7MmRtL4B82vZsCAAXv27PF2C5IGmAgEFvgTI6bTqlOeXFNfX6856cbTHfiGpyX10aNH6aCurm706NFKgxIkjZ9RJU1ycvL06dNbXMTGxk6aNMnzSiSNf/As0PLy8jTt05E0oCeAwAIynfZU6cxii4uL01wexps76BKaSZOamtq/f386/etf/zp37lzRZeJE0vgRb19NQkLC3XffHRYWNn78eE0jdyeSpofxljQkkrKysjSvF8dIGmAWEFgAAAAAACYDgQUAAAAAYDIQWAAAAAAAJgOBBQAAAABgMhBYQJ5ZEx0dHRYWduedd06dOrW+vl781KV9T3Weo8KbNb2Olb2Ry4xssgsAAAD4AQgs4BwxYkROTk5bW1tLS8vs2bNJJLF7V/c99fYcbxhcHd7g7UY22QUAAAD8AwQW6ACpE7ELRHf2PVU+xxvmCiydTXYBAAAAPwOBBTpgt9tFz1N3do1QPscb5gosnU12AQAAAD8DgQX+pLy8/MEHH6ytreVTn/c9VT3HG+YKrNsMbLILAAAA+AcILOCmoKDg/vvvLysrEy6+9WB5PkfHpF3TJ57KycjtRjbZBQAAAPwDBBaQSU1N7dOnz4EDB5SOPux7qvkcb5jbg2Vkk10AAADAP0BgAeeqVat69+5dVVWlcu/qvqfenuMNcwWWzia7AAAAgJ+BwALqjVF93vdU5zn6b+zU3eDt3jbZBQAAAPwMBBYAAAAAgMlAYAEAAAAAmAwEFgAAAACAyUBgAQAAAACYDAQWAAAAAIDJQGABAAAAAJgMBBYAAAAAgMlAYAEAAAAAmAwEFgAAAACAyUBgAQAAAACYDAQWAAAAAIDJQGABAAAAAJgMBBYAAAAAgMlAYAEAAAAAmAwEFgAAAACAyUBgAQAAAACYDAQWAAAAAIDJQGABAAAAAJgMBBYAAAAAgMlAYAEAAAAAmAwEFgAAAACAyUBgAQAAAACYDAQWAAAAAIDJQGABAAAAAJgMBBYAAAAAgMlAYAEAAAAAmMz/B+UmEoF2uRZzAAAAAElFTkSuQmCC)
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