Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit320-03-20020725_075300_20020725_123800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/25 |
Start Time | | 2002/07/25 07:53 |
End Time | | 2002/07/25 12:36 |
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 | | -10.16 |
Dipole Tilt, in Y-Z GSE plane, deg | | 9.11 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 224.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit320-03-20020725_075300_20020725_123800-constBx0 |
Minimum Dst Value | | -14 |
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.
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LSwv6fVeh5rd1+wAAxDYSrOjSpp7atCgAAD4SrGjTpp7atCgAAD4SrGjTpp7atCgAAD4SrGjTpp7atCgAAD4SrGjTpp7atCgAAD6nv2g0Pj4+NTXV71dx2rFffcKxNvXUpkUBAPA5/VM5V65cSU9P7927903uV59wrE09tWlRAAB8oQPfDz9cOnDgg9raVY2N59u6BfVjz8nJyep3hJWTJ0/ee++9ly9fDr/fSJ6NJdrUU5sWBQDAFzrwSXbl8STIQ3KsyLcg+VN6err6DZWysrKHHnrIemr27NlLly5tdb+RPBtLtKmnNi0KAIDPoQTL7q677qqurlZP9evXb926dTJx+PDhHj16NDY2trrfSJ6NJdrUU5sWBQDA5/QlQkmhMjIyrF8Bzs/Pf+CBB2Ri0qRJb7/9diT7jeTZWKJNPbVpUQAAfE4PclfUGCylT58+ixYt6tmzZ1NTU+T71Scca1NPbVoUAACf0wnWtWvXlixZIkmVNWfDhg2ywJo1a9q0X33CsTb11KZFAQDwOf09WHFxcSkpKYcPH7aezcrKUlcJ27RffcJxLNfTb3RetA8HAIDO09GBb9y4cRs2bGjrfvUJx9rUU5sWBQDA18GBb926dfZvaoh8v/qEY23qqU2LAgDg68jAFxcX16NHj6qqqnbsV59wrE09tWlRAAB8/NhztGlTT21aFAAAHwlWtGlTT21aFAAAHwlWtGlTT21aFAAAHwlWtGlTT21aFAAAHwlWtGlTT21aFAAAn9NfNBofH5+amnr06NGb3K8+4VibemrTogAA+Jz+qZwrV66kp6f37t37JverTzjWpp7atCgAAL7Qge/SD5c+OPDBqtpV5xvPt3UL1o89h/mtFBIsRZt6atOiAAD4Qgc+ya4SPAnykBwr8i1cvnw5PT09KSnJb5nVq1ePGTMmkv1G8mws0aae2rQoAAA+hxIsu7vuuqu6utq+QGFhYZ8+fa5cuRLJfiN5NpZoU09tWhQAAJ/TlwgbGxszMjLsPVi1tbX3339/XV1dhPuN5NlYEs16lpSUDBkyJC4urlu3bpMnT66vr7eeSk9Pv92UlpZmXyXU/Fbp06IAAPicHuSuWGOwJGQ/8MADX3zxRVv3q084jmY9R44cWVhY2NTUdPXq1blz50qypeZnZmZKjtxgSk5Olj/Dz4+EPi0KAIDP6QTr2rVrS5Ys6dOnj/ozMTFx3bp17divPuHYLfWUNKtr165qWrKo0tJSNS0T0orh50dCnxYFAMDn9PdgxcXFpaSkHD58OPAp7iIMyi319Hq9Vg9WfHy85FtqWibkz/DzI6FPiwIA4OOb3KPNFfXct2/fgw8+aH0/rN/Zt3q2Qs23dAmrww4fAADXIcGKrujXs6ys7L777tuzZ481hx4sAABuEglWdEW5nllZWT169Ni1a5d9pt9YK+um0FDzI6FPiwIA4CPBirZo1nPFihXdu3evqanxm6/uFqyvrw96F2Hg/Ejo06IAAPiiF/h+9KMfhXlWn3AczXqGGSaVlpYW9PuuQs2PZF/OHDQAALeC//zP/zx16lQn7/STTz5JTk4Os4A+4VibemrTogAAiEmTJr300kuduUfJrv7rv/5r06ZNYZbRJxxrU09tWhQAAHHmzJkf//jH4e+vd9CPfvSj5OTkwsLC8EelTzjWpp7atCgAAK6lTzjWpp7atCgAAK6lTzjWpp7atCgAAK6lTzjWpp7atCgAAK6lTzjWpp7atCgAAK6lTzjWpp7atCgAAK6lTzjWpp7atCgAAK6lTzjWpp7atCgAAK6lTzjWpp7atCgAAK6lTzjWpp7atCgAAK6lTzjWpp7atCgAAK6lTzjWpp7atCgAAK6lTziO5Xr6/Q5ltA8HAADd6ROOtamnNi0KAIBr6ROOtamnNi0KAIBr6ROOtamnNi0KAIBr6ROOtamnNi0KAIBr6ROOtamnNi0KAIBr6ROOtamnNi0KAIBr6ROOtamnNi0KAIBr6ROOtamnNi0KAIBr6ROOtamnrUXPN54/eeWkKr+59M2Ohh3bz2z3HPfIY1Xtqr9+81cp36l5Z9HuRek706dXTp9WMW1GxYxZlbMW7looj7e/flsW2Hhsoyy/6+wuWb3++3rZ1PfXvo9iBUP517//Jcd26vtTcpx7zu3Jrcst+LZAHnLweXV5Un506COpzgcHPpDy48MfS7n20Fop/3707/Js8bfFUnrrvDLnw4MfqiWzT2TLdtTqm09tlrKgztig2qxapaqhSvZ47PIx2XvD/zWoE64O6bur38lj99ndX5758pNvPpFT/fqe1+VsL9m7RMqcEzmyoqziV4WDlw5aOyo9VRpYU9Wghy4dktUPXjwoZfX5aqvcf2G/lEcuH5FlZO8yve/cPjkGKdXhdUJbNDY1Bp4NANAKCVaskRZN8CQMyB4gZf/s/lI+nPuwlANzBlpz2vHo6+krZZI3ScpH8h6RckThiDHFY8aVjBtdPPqZ0mdUfja1YursytkralYY2cnxbEkRai7USIyXSG9FXIm+7avapR8uyerbzmyTza77Zp3kQG9+9aZkKr/c+ks5kuGFw+Wo+mX3i7w6gdNtOhuqVKdUleokP5xjnPCk3KRINvJo3qNy8BPLJs6onDGmaIzVdtZDaiSbladGFo5UpVpA1XRAzgC/Y1Cbtc+3b8rafkphiuz3qU1PWeUTJU9ImVqcaswpeUqaVaZTilJUKQ91JMneZFldlXI8xpkvMM68KtVrY3DeYOsMqDIxN1GtLtuRKowuGi0TTxQ/obYvGxlbPFbK8SXjpXxuy3NyNmZWzpQX1YytM2R6SsUUeWmp19j0ium/3/l76wPA6gOrpVQp74YjG6zs+eNDRrnxuPHxoPhksZUQS8Ysj89PfC4rvlf7XuaBTFksszbTWnjnmZ1Gnnpxv5WzfnX+KynVK1nl7uohC8ufMlMyY79XqSTcftkzAN2QYIV02223dcRxdDSVYLnn0c/Tz4r0KtY+4jVicGqREVYl1qokQwLtzzf/fPnXy9cfWW91/EiIksD52ZHP3tj7xktVL6mg3o58KFRywyNmHoEZc7vzZvVatb9uVWLaNzvIBtVi6oU9JG+INa1SbTUtqafkhXO2zZGkUKWGr+56VcpFuxat2r9KkrzVB1dbfatvV78tnxle32v0dBrL7F60dN9Smd/c/1prLPPe/vdkrXdq3nlt92uywKu7X5XN/vKLX0oCmr4zXebM2z5PstJfbfuVlJK7q4zZyF9Lx8uR/OqLX8nysq5sQTYlG1y5f+W7+9+1+nS3n9lupZV53+ZZOavq8/7s2GdWuinLSKIpH6UknX3r67de2PaCHMPsrbNlv6/sekWO5O9HjO7hgpNG+ivTRpf5fqPLfNlXy9TuNh7bKP/j8s++s2Gn5MHyp+xLjufX238tG3n+i+elVJV6Y98bUv5P9f/IijIt8yeXT5aPAWOLjNRckvXnyp+TvS+rXqbyZin/uO+Psoo6kj999SdZUapj9fvuOrvL6irO/zY/+0S2VGTtwbXW2VBp9+fHP5cFNp3cZFVEDlLmZx3NkumK+grZVO3FWtVhrB5W3631qVKVFxovWKV9fv3VerUR1dOs3vpKTpYY+z1l7Fe1hSwpj7NXz0pZ9886mbO7Ybc8u+X0FrV6tINP1MipVucn2gfijwQrpFs6wUrMTZSyuZ/A7JlQfSTyzmu8u1Uvs940/3L4L/IvWnSySF6gX1/4Wl1Rkrc8eRP56KDxni7v9Qt2LpjzxRx58/rp5p/KpoblD5OND8odZOwox9iRX6dLJz9UFBycO9joDilJlfdZqWnajjQjku1+VV3ulFrLO7t1+U91gK05uEbKFTUr5NmMfRnqfV/el60AptaVjcgZUMFMvVkv2WNc4/vDnj9I+fKOl2V3Uyumypl5svhJeceXwzCOxzt4VNGoscVj1fv+H7/64/UOlVNGIHm5ylhRdfn0zzGqMMg7SDYiiabsbuFuY9cSC6V2qjvKivSjCkfJYrJHo0G/NELprK2zpDSu8JpHoroS5UieLHlS9j6lfMrU8qkSjVKLU0cUjhiYfb0vUzWfygZUg9o7qPy6wWTv8lBtbU8j1MJD84aqWkv5WP5jKubJK1B2ai1v35S1fdXDqhZQ0+qoVEITYZckDwcfKtFUueNNfhS5IdnNjn7V1MOeN7epCq3m7mqb9q5i+2fL5kTcayTi6r9GveDVP0KY41FPqX839d6u3jHsb7yyzC+2/OKF7S+sO7JO3sDVRQN5M5e3dJWlqTf8P9f8Wd617L2/KuWVdxvVbSzvHrMqZy3YtUDe+VVyKbmvbKTsuzK/zuANxzZYXcUq+V5evVw2lVaVJhuRt50ZFcabkjzkXUjekax+aPXepbJneYuT8sUvX5QV5T1W3mwlFZa337eq35I/X6x6Ud5C5R1P3srkfVWtPnPrTGv10YWjE1redtQ729CCobKYBCypqfWB5MMDH1p5s6r1+m/WS5lzIsfKm1Uv+ObTm9VbtDWWRlZ/v/Z9mZDSr89bfeyRrN06Myr5lnd7OTb5TEWCFdKtm2B1zo7UOBv1KU19AlMfs6rOVKmhXZKF/G7H7+SFLv9X40rGNV9PLBqt8jPVj3VDOG8tSxteMFw2Ip+Prc+jWcey1Me7W3esz/fXvrc+j4b5BGb/vGu/INVu9o/X6iO1+mRs//BtX0ber0NtpE3XfO0XiwM/6Ns/navBZPbLc+ojvrzd59XlWR8AVMePfGaQV4W8h1pvoKqU90TrjVv1HskjfWe6vDjVu61aXZXytqjGIxo5a+X1nHVapREk5IUnMUNKWeCVna9IBJIkXkLI5C2TVchUGaq6bPps+bOy4jOlz1jzI7w636ZwHrhic6z1XA/wKng3Z9JmBOronNXBPmZ7kqcS7hu6KrOv9zh29PHccg/HWznUK/MWPb2OVCTw84PfRkiwQq/QpcttwXTt2rUjjs9Penr67aa0tLQ2rXirtKjKzy79cMnXMri7+ny1BLmMfRlPlDwhn1qmlhufeF6uelli3rpv1kkipRYGbi3yupXsUB7qLgrrgtTnJz6XxE6SQnWdTn0mVh+pS0+V+n0mVj0E8oncuv4l68oWcutyZWvWVSTVzaBuvDh4ybgQdur7U1b+eurKKZWzyjJyAMYncnPXsjX1GV0+kcvx/PbL3xqfv7+YI6VkotalQ3UM6vKcJJ2qH0KyTCtb3Va/zcqJy04bRyKVkv/fxXsWW9c613+z3rqb5M81f5bE96WqlyRPnV4xXTYli6nzsPXMVmtTatil2qA6G+oy5aFLh+wfACT5liXV0Lr3DxjVUWdb9UyoTmvZvtH5se151cHgd9H2D7v/oHqv1dlQabd8lpO1/nvvf1sVUZcpVcePfIacXjl90pZJKUUp6oqB0cFcNEbKccXj5E91BVMNMVQXE9RAQzX0UH3mnFA6wep4lvMgKbu89cnZWLBzgRyedQFB8nVj9U3G6jItVfj1tl/LMcyvmi/Pyvw25wRRSmhuuP5um261azBwI0k5RqegnGQ5G0+XPp1gXgfo5KqFrHJ231slHN+8W6kHKzMzMykpqcGUnJwsf0a+rj4tCgBQ5GOquhooKZfkrJK6SXoniZo1iE0SR+N6lnlPtLq6p8ZIqJRXDSZTGe3OszslcV9/dL2kzrLu7K2zreF99jES9uuMfzn8Fyn/9s3frAEnajCZPOyd0GpalaqLWt1NsvPMTrWicdN3y7A/+QwgyfHJ709aafSBiwdkYVWqjQTeR6I+z2w/s11VUOXKkjf7fZJRY0XUNc2MvRlW9vzaHqO3W0rJa6Wa19c6kKkuONrvRlcbV4NM7J8iPj3yqaqyPuH4VkqwJLsqLW2+P18mEhMTI19XnxYFAMC19AnHba5n51wKDCo+Pr6pqUlNy4T8Gfm6+rQoAACupU84vpXq6dcqgalel7A68UgBAG7R1NhYl5t7PDv70Mcf71+5cv+779auWnVg9Wop67ze4x5Pw+7dDTt2XNy/X8rz1dVSXjCnLx85cuXkyf9raL7ipr5x4sLXX8tTdXl5sqIqvy0ulvJ0WZmUJ83pbwsKpDy1aZM1R6ZlrXP79qmNyDZly43nz6vtW2XjhQtWqeb888QJdVTGRkpLz+7eLRux105t5NKhQ7LYd5WVspgcvMy59v31777+97/+ZWyqrs44nqKi5i+ts1Xh0Ecfydk4+OGHVln91lu7Fy3as3ixlDt///vKGTMqZ86smDZt68yZ8ufOV17ZtWCBPLY9/3z5c8/JsxVTpmwaP754zJiSceOkLBg+3JOQ4B08WMq8IUOM0pz2DhqkTzhuZz2PHj1699132we8d0LPFj1YAOAGP1y6JAH78rFjEtQlbMu0zPG1BPKr9fUy/+zOnUb8zs09kZ1thfNTmzcbM83849D//q8RyJcvlxBevWyZFc4lbO9+9dWdEr8XLtz12mu75bFokZEVvffeQTMrUtmAWn3v66/Ls9tfeEFi/La5c2X667fekvmyvEx/MWeOBPXcgQNDjrru21fKHHMBVWYPGGCU5vzsfv2uz+nfP/xGgpShH81bNreZ+/DDRjlokFEmJV0/nsREozT37rdBtbp9FTXHY5ZqxYLHH5dEZ9OTTxaPHl1opjvq2ag/9AnH7aznPffcs3r1aivd6Rx+Y7Dkz8jX1adFgdigPr5LwI72gdzQQ6A6NlRKoXoImvsGzG6Gc3v32rsZVBXsm1J5ybk9e653dZhl/bZtRi/FV1/J9LHPP1dpR+WsWfKQJEMShaNZWfLU2V271GJGX8XWrcbCWVlWjrLvjTckBZE5RmdMbe3V7767Ulcnmc03f/vb9nnzKqZN25GeLovJMlZ2otKaLZMnSyQuHjvW6GZ49FHVzaDCvPEtbwMHFqemFo4cWTR6dFFKitfsjVA5gQrkKn1RYd6bnGw922qSEYXHkATP0JbSzd8lN8B2nMkBz8qRT0nwzEjw/DrBMz/B81yCZ6q5cNBNJSV4xid4RrVsMPBspJoLqHK0WU4zNzuvr1VmP29OzzZ3NNlWPpvgmWhOTOorZfbcfsbCv+0vZc7vEz2LE3Le6e/5OMHzl/4eT0L23/tK6fmUuwhbXa1Ll07OrnwtdxHWy2cj7iIEXE/lJapsamy0z5cM4HRZmQR4yQnslx4qZswomzSpZNy4ghEjVLeB+owuoV0ygLJf/EIW3vzznxuXIZ56ysgJnnhCns0fOlQCf2FKisoJZFqe2vLcc+XPPVcxdWrFlClSVk6fvvmnP5X58qfao9Hh8fzzUpZPmWJs8MknVZZgpBQDBgR2Xag5ObZkQh2buvyhUg2/h30jzZ0NZubR3NkQ0OERro/EtkGPffVQj1aTm1AL9LOFdr94rGLwz82AOsxcQH1J30Bz+mkzKj+fcD0STzKXl8e8BM+LCZ6FCZ4lCZ5FCRJ3PX8wywVmudAos3/f15h+tW/zfLWpqebuxpm7HmduSoVzdSQpZjno+qlT3U6ex4xg7/ltgufPCZ53E4wA/9d+ns/7Zm/sK6UR4z/vJ2XO5wOk9H42yHisS85dn+j9eFDemiF5q4cWrhxe+E5K8Zuji94Ym/fqEO+iIcbWftfP++ag3P8Z5F09xLsmuejDlJKPUkvWjCn5aFzBuqGykZwNScZmsx62yly18Q1SJuX83ZjjkWPYKGVC9rr+8shZPTBnlTwSc95PzH3/YWPio8ScT/pnf2YcoecfxtEahy1llpmjbOxvVEHVwu9hLuxdN6Tgk+F5q5NlU9lrjVU8Weaznyc0793YSD9zC37bUWcm2JadfugTjttZzzvuuOPq1avOHkok0tLSYvt7sICbpAaIqE6O+m3brPElamTJme3bjQs0Xq8x0mLtWuNKynst39K/atWBzMxD5kx1CebABx9Yl2C+/M1vJBcpmzhRcpHSn/zEuPRgjrconTBBEpqS1NRiMwcyLkaMGKG6MVRioTIS1SPifeQRT8uwjGwXdm+09TGkpW9AyhGhFxsb0EPwiJmRDDSfVX0Vo8y8YaqZWMw3k4N5ZkeC6iSQiRfMHOVVMyN500wdlpjT080NPtb3em402txCeoJneYLn7QRPRstiKuOZYc5ZYaYdHrOUx//2bc5CJPp+ZobYf6h43PLIsgVIe6jeYEZ9M7SrOZ31uJ4N5HgGSpmfM7TQOzwv5xHjeDwDOvFIYvjhSIMaG8nNNVLPvLzBUnq9g/UJx+2s57JlyyZNmnTt2jVnj6bj6NOiuHnqOo6900Wxjy+5UFNjH7Kq0ho1U5XmL6Q1D1a1jza1yPzvT50yxt5u3Fj7/vvW2Fs1wtSe3KjxJVuefVYymCKznyb/sccklSkaO9ZIbsaNU2lNkN4R2zgPexm1h+rqGGSWfr/6rfpLxqm+in6SNBSMH17wkxHekYPkKe9wo8wZZA5MSR4o07nDHzbmj0g2ymFmxVVvkxqwYj1s/UPNI1rMsrlv6ZH+sqPsJ/pKmTN2gLGLxwZ4Hk3IHjUge2pfz6yE7MX9JI/x/mmQ981B+W8ML35zdOH/jCpcOTz3wySjmyHrei6SbaYd2Rv7525Iyv17Uu6nibmfDmzOPFRGYiuNfggjLxlgTd9Ez4GZ6HjMLhlPormpftEOzO0J4dnZfZ0L6oEPM3fMHlhUNKawcGRR0ejCwlFeb7IV+1WZkzPQXGxAW49ErZiba2zQ6zWSvLy8IWb5iN9mpczOloPpZ5bNB9ayL7MRcx42V3y0uHjMpk1PSllcnCpz8vOHmrtIlBWlIlVVv921a+HXX79dW7tq797Xd+xIUwuozap9qeORmlZUTCsvn1xcPFoqbm1EdldYmFJUlFJe/lxFxZTKypmVlTO++GKOlPv2/VE2e/jwx1IePLhGykOHPpJy//53du9+dffuRbLrnTtfkdJ8LJBy9255LJIFZLHa2velPH7cI4/z57+6cuXkDzd+G7Y+4bid9YzWN7m3W8y36OUjRySoH/d4JCrXrFghUfnA6tXG2I6tW+13qaihIfZODmOgxo0jXSQbsMaUSOl3q0vLL7eGvAtGjXu9dPCg1WuidqTSjou1tYF3wdip5OZUaalUxPzZK8/ZPXvUjqxlmu8J2rhxb0bGroULa955RxY+tnGjddtOfXm5NTylZuVKORu71eDZV16pnD5dXZCqmD69YsYM48rU7NlbJk0qHju2cNSo5hEkZqnGmuQPHWqVzReDVCC/cbioPa1RSUzz8BS1Qdu1JOtWmuvhvzOTG2tUR+DYjkfNh+po+ZnZ4fELVZoXXH7RX8qcSf2MkRaTBxrTE43sJGe8Mcczo6/nNy29L/MTsmcZM/OnDi+Y/njB7MfzfzM097WHjctAn6g+EjOQZA3I+8fggs+HF3gfz8993Jjv6W8PWipU5Oaal1pyB10PYGaZm/Ow9WxOjnmtxztYokh5+ZSyTZPkUZQ3piB3WGHeqALvsALvyELv8JLCJ4oKRm0qelqm871DrY20xKQODfDOpws38bjeqSAnzTyBalrlBI9K0JVERErJRVR+IBFdJsrKJlZWTq+qenHnzt9v3vwzidYFBSPMEJ4iecDWrXNskfhdCbdVVWkS2isrZ0secOBA5vHjGyXinjq1Scq6ugIpv/1WlcXWfDXn2LENspHq6uUSzmVflZWzKiqmqzxAMgmZs3XrbNmylHI86hhUKpOba1Rn06anZO+y0zNnvrx4sVYC/P8FfPHm9TecHy7JAo2NF6S8fPlYQ8OOM2d2yjGcOJFjJRly8LW17x08uPrYsSw5wrNn98hi335bKIudPGkc/OXLh2X1poBfx/r3v/9lbvx84DHInzJTDk82JVmIVV65ckrmX7sW5CNZJC5fPiIbuXhxv5Rhah1dMR+OLdrU8xZpUUkdJJm4sH+/5AcncnKs6zhfv/WW5AEqJ5AUQbKKnQsW7H7ttR2/+13hiBGt9kzYB5Fcf9juN1F5QP6wYR7rNhb1QV8NH7HdXOOXUtgHqdjvebGvkh1syIiaufnnP5fq7Fu6dP/KlVUvvyzpTp6ZyjRnKrYlvYMHF6WkFI0Z44ngnqCIBql09CPJTGIetw0W+XnL1R81yuQP5hWflqTEuAD0W3PiFfOp18zFXjfLxcbAlOyXBxhDR+cnGhlM+kBjzn/3NS4V/dksVyR43unreTchd3Wy96PB8shbMyT/b48aQ0D+Zowvyf5M9Zeo0SdmD0pzt4f5eT14t0ffEGW/gDkhA/ktkrK0LTvJyTH6igoKhsvHffXRf/Pmn3paEsGWLpAEe15SUTHVzDamy0MWlowkP3+YuZHHZXrLlmd37Vr41Vd/MgP5h1JKfrB792uSTOzatUDyjP3735NIf+JEtoTzhoYqCZ/ffbdVpvfufV32XlIyzsqNJPWprl72zTefNDTsPHt2Z11d7pEjn+7Zs2TnzgWyNck8Tp4sktVVp4IEciu9+OFW/tEtVZF25yXoTLdKOL552tTTNS2qeo++WbfOfhlIEiZ1AUilOM0DZm8uP4iFMS7tfgy09dPY+2wG9zXKx2xjb9VDMpu5xm0yObMSPVMT8l54LP83Q72/GWLMWWh0veRkmHfELE3yvjnIu3xIwTvD8t99zLtG8pjknPcSczIfzvnrwznrB+asMy8MfaYuAF0fptpyeSjGUo025yVe72BJJkpKnpIyL+8xT8vVk5ycAYWFI0tKnigvf858TN2yZVJx8VizK2Wsuco4KSWhkYWLikar6yZqU+pyj6fl2ortofql+tv2cr3TKzdXZUgjzQxpmqQ+kgDJ7kpKZLOjZXdVVS9KLnL06N+t7pZDh9aaFz42mhc+qkOFc9VXcfXqd1eD/RA4APeE446mTT07skXVNbWrZ89anU/qUl31smXGPUrPPVc0enThqFHZ/fv79yE58VAdTqVPPy372rlggXGxbMMGOYCDa9fuXrRo2wsvqJut1GCdLZMnG9fFzKMqnzpVSpkpT+Wb92YXmJ1hRampssrmiRONcT+TJhWPHm0MZx49usgcAKRu1VadSUWjRpWMH2/ctPXEE8ao56efNu7eevZZ4y6tWbMqzQtw1j1iX/zyl8afMj116pZf/OKGWvzUvBT1S6P/xjsjuXDG8K2/nWVd66z87Qwj3VkyqHk07l8SPGv7Fq4esemjp7ZtnLf987lbPn229G8Tij4Zlf/JY3mfDs7dMCjnH2ZAbe6nUaXRqZDTPAyi1SssbsiE/PuNsrPbvLrqaFEphWQn1qiOzZufkTRCMhgz6RmkUpDCwuGSWJh9LdN27Eg3R1e8Yo63MMo9e5aosRdWuWPHy7Lwl1/+xvzztZqaP6teFrPr5VWZqa7g7NiRJgsfPvyxeSXliPVfo66eqAsljlzLkA02NOw4d27f2bO75SH5jX37Vql6a+jqAKKFBCvWRN6iaiCzNeLHGrp0ds+ek8XFx7KyDnzwwf6VK7f/+teSneQ/9pjHGmejLpCpS2NtSpLU5TDzalr+8OFGjjJpkiQWe19/vfa994yvG37vvSPr15/58stz+/adNe8Ia/4GXvPL+tT3+0WLGl5w4UKNxDb5cC/xVQKtBNTq6mVmVF5sxuMF5liKBebQSGNERXn5lIqKGVu2TAx2v4+RGagxnqWlT5tdHUOjnetYKU7IzKxlHE9/T8volsLCUXLw5eXPWleRpPrmqI6/WEM3TpzIrq19X+UltbXvqcGhdXV51pAUVaqF1ek1rx9ZGzGu9Vy48LVKKdTQEFWqFiGlAOA2JFixxt6i9q8NPPLpp7WrVm2dM8f6an81EtmrxiGpb8h17sar7IEDjQ6e6dNr3n5b9lubmSnliZwcyZMufvNNqNvNOpkazfDPf56QCN3QsFuNOZU8aefO9MpKY6ipee1mdLA7bjq84yc7XBfU9T4b8xLSmJKS8WaW9pOWnpvRMkeOvKTkKamFGnsryY35WLl//7uSuKh+GlXKTJlz7Nhn1jjc774rt6c+qr9ElfY+kn//O/rfjQkA7kSCFWukRQtbvrrQmfvVbTd+F48da3xRofm1QBXTpgV+pbK6+S7a58CghoZcuPD1mTPbDhxYLRnGtm0vSLZRUKDG2w73tNxYpK4rqS6ZdmVCEaVcavuVlTMloampWVFb+96XX/6msnKG/fZmOTZ5Vp6SnE9lMN9/f6quLvf48WypgpkD/UMynrNnd1l9NoG38wAA3IAEK9ZIi4bJlnLUD0KZ/VXqa6DV3WrGnWujRhWnpm6ZNKly1izj5y0XLvza7Hz6rqJCkic3dDgp6mbjq1fPmp1PdZJq1NV5JS/54ovni4vHtIwCdvL791RnkhqDvGXLJMmK9u59w0x3NvrddP3tt/nWda7Tp7dYHT/yCNXZEzM3NwEA7EiwYo1KsNQwqSKzw2mrOQp77xtvGNlSZWUHXZ6zLhupriPrxiI1dOnixQPmcBnjO0u+/77eyo3On6+2vhbl0qVDob5D5dSp0iNHPquqermiYlpe3qN+3U4tfUgRjS5SK+bnP+5puUurtPQn5vfO/cr8Oru3JG1SI34kN+IOKQBA+5BgxRppUb9fXW0T68qa2TOUZ96zrb7l9iNrWHdV1UuSkVRUTDV7jFLMa23J9qtsLV+cmGgbS2S/h3xgwLPXv20oJ2eA+QW+A1oGU7ftmwbVjrzeQUVFKcXFT1RUGF/GU129XA7+zJntUimuqQEAOgEJVqyJpEUlyTB7lQ6a+dNHkjNt2/ZCcfHogoLHHbyy5vhDJVv5+cOsYd1btjyrfu5AKlJfv9Wp2+ABALhJJFixRrWodWVNMo+vv35r9+5Xt217XnIRdaOZ+qUI1ZPUxkdf24U51SmlrrgNVd+UaJajzW9EHKG+3FnNNIcuGV/xbH6588/kGMzfhGq+q199jZD6DSnVJWb1YBUWjpKtSf7n973MAAC4GQlWLOhyo4KCEdZPWLSxi2hAYeHw4uInysunml+cmG77VctV5u9X5Ki+Ikl0Ll8+xrhsAACCIsGKNcYg99DX19Q3Q6ovt9yy5Vnzh0KXHzu28fTpLVxfAwDAKSRYsUYlWIWFI60ra0ePfnr8uOfMmZ0NDTv++c86vuoaAICORoIVa4y7CK+0/y5CAABw80iwYo0+LQoAgGvpE461qac2LQoAgGvpE461qac2LQoAgGvpE461qac2LQoAgGvpE461qac2LQoAgGvpE461qac2LQoAgGvpE461qac2LQoAgGvpE461qac2LQoAgGvpE461qac2LQoAgGvpE461qac2LQoAgGvpE461qac2LQoAgGvpE46jWc+SkpIhQ4bExcV169Zt8uTJ9fX11lPp6em3m9LS0uyrhJrfKn1aFAAA19InHEezniNHjiwsLGxqarp69ercuXMl2VLzMzMzk5KSGkzJycnyZ/j5kdCnRQEAcC19wrFb6ilpVteuXdW0ZFGlpaVqWiYSExPDz4+EPi0KAIBr6ROO3VJPr9dr9WDFx8dLvqWmZUL+DD8/Evq0KAAArqVPOHZFPfft2/fggw8ePXpU/el39q2erVDzLV3C6rDDBwAAEdEnHHdqPYPmOmVlZffdd9+ePXusOfRgAQAQk/QJx1GuZ1ZWVo8ePXbt2mWf6TfWSv4MPz8S+rQoAACupU84jmY9V6xY0b1795qaGr/56m7B+vr6oHcRBs6PhD4tCgCAa+kTjqNZzzDDpNLS0oJ+31Wo+ZHsy5mDBgAA7aVPONamntq0KAAArqVPONamntq0KAAArqVPONamntq0KAAArqVPONamntq0KAAArqVPONamntq0KAAArqVPONamntq0KAAArqVPONamntq0KAAArqVPONamntq0KAAArqVPONamntq0KAAArqVPONamntq0KAAArqVPONamntq0KAAArqVPONamntq0KAAArqVPONamntq0KAAArqVPOI7lena5UbQPBwAA3ekTjrWppzYtCgCAa+kTjrWppzYtCgCAa+kTjrWppzYtCgCAa+kTjrWppzYtCgCAa+kTjrWppzYtCgCAa+kTjrWppzYtCgCAa+kTjrWppzYtCgCAa+kTjrWppzYtCgCAa+kTjrWppzYtCgCAa+kTjrWppzYtCgCAa+kTjrWppzYtCgCAa+kTjrWppzYtCgCAa+kTjrWppzYtCgCAa+kTjqNfz3PnzvXs2dPvjKenp99uSktLi2R+q/RpUQAAXEufcBz9es6bNy8jI8N+xjMzM5OSkhpMycnJ8mf4+ZHQp0UBAHAtfcJxlOtZW1vbq1eva9eu2c+4ZFGlpaVqWiYSExPDz4+EPi0KAIBr6ROOo1zPlJSU9evX+2484/Hx8U1NTWpaJuTP8PMjoU+LAgDgWvqE42jWs6ysbMCAAc3HYTvjfme/a9eu4efbVwzD+QoAAIC20Cccd2o9/XKd3r17V1VVWU9Zi9GDBQBATNInHEeznqE6mfzGWsmf4edHuC/nDhwAALSHPuHYLfUMvIuwvr4+6F2EgfPbun0AABAV+oRjt9TT74ynpaUF/b6rUPPbun0AAND59AnH2tRTmxYFAMC19AnH2tRTmxYFAMC19AnH2tRTmxYFAMC19AnH2tRTmxYFAMC19AnH2tRTmxYFAMC19AnH2tRTmxYFAMC19AnH2tRTmxYFAMC19AnH2tRTmxYFAMC19AnH2tRTmxYFAMC19AnH2tRTmxYFAMC19AnH2tRTmxYFAMC19AnH2tRTmxYFAMC19AnH2tRTmxYFAMC19AnHsVzPLjeK9uEAAKA7fcKxNvUEAAAuEO2MoJPoUs/IdU7bx9JeOm1H7IW9xMZeOm1H7IW9xNKObjmcF3+x9NKPsX8w9sJeYmMvnbYj9sJeYmlHtxzOi79YeunH2D8Ye2EvsbGXTtsRe2EvsbSjWw7nxV8svfRj7B+MvbCX2NhLp+2IvbCXWNrRLYfzEh28Il2LpnEn2sW1aBp3ol2ijgaIDl76rkXTuBPt4lo0jTvRLlFHA0QHL33XomnciXZxLZrGnWiXqKMBooOXvmvRNO5Eu7gWTeNOtEvU0QDRwUvftWgad6JdXIumcSfaJepoAAAAAIeRYAEAADiMBAsAAMBhJFgAAAAOI8ECAABwGAkWAACAw0iwAAAAHEaC5YwuLewzS0pKkpOT4+LiunXrNnHixJMnTwZdNz09/XZTWlpaJPPRJkGbRjl37lzPnj3DfFsMTdNxgrZLlxuFWpd26VChzv++ffseffTR+Pj47t27r1mzJui6NE3HieRf5o477gi6Lu0SFSRYTvJ76Q8bNiw/P//atWtNTU3Lli1LSEgIXCUzMzMpKanBJNmY/Bl+PtonaLSeN29eRkZGqEBO03SCwGjR6iq0S+fwa4uamppevXp5vV55N6uvr58zZ07gKjRNJwjzPyJRJmieRLtECwmWk8KHh7i4uMAl5fVdWlqqpmUiMTEx/Hy0T2DT1NbWSsCQ9DdUjKdpOkHkCRbt0sn82mLSpEmheq1oms4U6n9EEl95Qzt9+nTgkrRLtJBgOSnMS3/58uUjR44MXDI+Pl6etRaTP8PPR/sENk1KSsr69esDn6JpOlPgyb/jjju6du16//33L168OOiStEvn8GsaaZeVK1fec8898kFx/Pjx586dC1ySpukEoaLM6tWrZ86cGXRJ2iVaSLCcFPSlry6N33333QcPHmx1FQkt4eejffzOZ1lZ2YABA4I+FWoVmqYjhDr5tbW1w4cPnz9/fqur0C4dJDD3nTJlSmNj49WrV6dNm/bMM8+0ugpN0xFC/cvIZ5KamppIVqFdOg0JlpPC9GAtXbrUiuh2fLboHH5N07t376qqqqBPWWiaThDmmuDFixdvv/32wPm0S+fwaxo5n5JaqWlJs+wDHuzL0DQdLei/zIYNG8aNGxdqFdolWkiwnBR+DFbQzwd+V8Hlz/Dz0T7hb70J2nA0TSdoR4JFu3QOv6ZJTk62J1hBgzFN0wmC/sv06dNn+/btoVahXaKFBMtJfi/9mTNnHj582GeGirS0NPvL11pS3cdRX18f9P6OwPlon0hGT/v9SdN0gsCR1OpKel1dXWpqqn1MCe3SyfyaZs2aNdOmTbtqmjJlysSJEwOXpGk6QeBbWUlJSdDx6bRL1JFgOSNod0hWVlbv3r3lzzvvvHPy5MnyOrYvb01L7hX0m0hCzUebtNpTFeZGNpqm44T/l7n33nvnz59vdZn4aJdOFOpfZvHixfJWFhcXN2HChKCD3H00TUcK1S6SJOXn5wdd3pqmXaKCBAsAAMBhJFgAAAAOI8ECAABwGAkWAACAw0iwHFBSUjJkyBD1o85+g9nb9BObYbbjJ+jqfkMgQ/3qZ6i9tDoYHAAARIg46oCRI0cWFhY2NTVdvXp17ty5kr6o+W39ic1Q2/ETyS90hvrVzzB7IakCAMApxFSHSeJifaHozfzEpn07flpdPfBXPyM5WhIsAACcQkx1mNfrtfqEbuYHCuzb8dPq6oG/+hnJ0XYJ/Tu7AACgTUiwnLRv374HH3zw6NGj6k+/PqHIf2LTbzt+Wl09zK9+RrKXML+zCwAAIkGC5ZiysrL77rtvz5491pz29WAFbsdv4Hn41QN/9TPouPXAvdiF+hk4AAAQCRIsZ2RlZfXo0WPXrl32me34ic2g2/ET/hc6w//qZ4R7IcECAOBmkGA5YMWKFd27dw+8KtfWn9gMtZ0IN+sL/aufkRxtmN/ZBQAAbUKC5YAuAayn2vQTm2G24yfUZkP96mckRxvmd3YBAECbkGABAAA4jAQLAADAYSRYAAAADiPBAgAAcBgJFgAAgMNIsAAAABxGggUAAOAwEiwAAACHkWABAAA4jAQLAADAYSRYAAAADiPBAgAAcBgJFgAAgMNIsAAAABxGggUAAOAwEiwAAACHkWABAAA4jAQLAADAYSRYAAAADiPBAgAAcBgJFgAAgMNIsAAAABxGggUAAOAwEiwAAACHkWABAAA4jAQLAADAYf8PqjSkCCnuavoAAAAASUVORK5CYII=)
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