Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pauline_Dredger_090622_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | September 19, 2018 |
Start Time | | 2018/09/19 06:00 |
End Time | | 2018/09/19 18:00 |
Key Words | | magnetopause |
Model | | SWMF |
Model Version | | v20140611 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -8.35 |
Dipole Tilt, in Y-Z GSE plane, deg | | -26.47 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 68.50000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Pauline_Dredger_090622_2 |
Minimum Dst Value | | -14 |
SW Source | | OMNI |
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 Geotail for time period of this run.
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pLXbaBwAAjFPSHiI0m80xMTHWO6uOHj1KMxw/flzkesW8605Yqae02GkfAAAwTkl7kjuHOweLlJWVTZkyJTk5mX7aXFqIgMVhpZ7SYqd9AADAOCVtwOrp6Tl69OiMGTNovLu7+/nnn8/KyqJxylg00Ww2i1wvOx2oW9WztLTU39/f09Nz8uTJ8fHx/PTIyMgnLCIiIqzndzZ9QOy0DwAAGKekvQ+Wh4dHYGBgTU0NTQ8LCzt79iw/28mTJ2mKyPWy04G6Tz0rKiqmTZumUCh6e3uNRmN4eDg3PS4uzsfHx2Th6+tLL4Wni8FO+wAAgHEKd3IfW+5Tz82bN1vvteJRitLpdNw4jXh7ewtPF4Od9gEAAOMUAtbYcp96PvXUUydPnpw0aZKHh0dQUFB7ezs33dPTs7e3lxunEXopPF0MdtoHAACMUwhYY8t96knfWVhYmNls7u7u3rZt28aNG/np1rNNmDBBeLr1BwoYsXoAAABIAAFrbLlPPT09PSlaceMUs/hLSbEHCwAAGISANbbcp56+vr7WAYsPTDbnWvE3SXM2XQx22gcAAIxTCFhjy33qGR8fv23btm6LsLCwkJAQbjp3taDRaHR4FaH9dDHEtA9di26ZapmXzGuFeoW2RTv4CgEAAAwdAtbYcqt6RkdHT5w40cPDIzg4mD/JnURERDi835Wz6QMasH2Ye82vZb02k3vaU+LM2bLZ1Z3Vg1oFAADAcCBgjS1W6imtAdtHfFU8n664odBUODplAwAA6JP6RqOenp6rV6+2eSrOENaLgAVChNvHg98fvJX7FperXst67dWMV/fl7+u83zlqxQMAAJD2UTl37tyJjIycPn36MNeLgAVChNuH6rqKS1dB2qDW7taDRQdpfJVmFTIWAACMGmdd1f37nVevfl1ZecpsvjXYT+Cu0Pf19U1ISOAnNjc3//nPf+7q6hJer5h33Qkr9ZSWcPuQN8m5gBVliKKXFK24l813mkergAAAwDpnXRWlq8TEmTRQxhL/CZSfIiMjuSvu9Xr9888/z7+1c+fOjz/+eMD1innXnbBST2kJtw9zrzm+Kv5U5anW7lZ6ye3B8lP6/drw64CfnH4jnQLZPPm8IG2Q4aZBshIDAABjJAlY1p5++umysjLurdmzZ58/f55GampqpkyZYjabB1yvmHfdCSv1lJZw+0ioS+DTFWdN6hpuJ9aBggN1XXX2izT+1hieG75AucDm1PgAdcCbOW8WmAokr8LIobqcrT4bWxGradZQ1nQ2m65FF3Mp5ljZsQt1F0rbS0ezhAAALJD2ECFFqJiYGP6ekcnJyX/729/6LA8CPnHihJj1innXnbBST2kJtA/+BKwjJUf4iXzAomFR8qJvrn7zadmnW9K3rNOuW5+2/sXUF+fI5thEK5thg25D+o30EaqO/ob+3cJ3385/mwpv8xbFxOa7zc13mk33THd77tJIoalwW+a2paqlS5KXLFcvD0wJ3KLfElMS81HpR2s1a20qsjh58aa0Tduztv+r6l8UtugTaF378vbNTZprU0GaskS1ZHXq6hc0L9Dm2pmz88vKLz+v+PxQ8aHokmhlk3KE6g4A4K6kPcmdwz8lhcyYMSMqKmrq1Kn8Y1HErBcBC2yJfBahzQlYHAolcxIHiFD8sFy1nFKFw8gVWRhJGUXCSnXe73wz903rVRwsOvjrtV8p3BwoOOCr8OWnz0qcNVs2mxsRWRGbgRYcMEcOOMyTz3sl/ZXQjNB9+fuyjFlUhazWrH9c+sfmjM2LlIv8lf6U5yj/0c8NaRsCVAEr1CsOGw5TOuRC5Bs5b3xV+ZWzk+FoNvq0orYiSS5HqOyopO/d2fdFq6DtHFsR+23Nt8nXkynFWr9LYZQKiasiAGA4pA1YPT09R48epVDFT/npp59ohvj4+EGtFwELhNi3j8bfGrdnbV+RsuLzis/P1Z47VXnKphcvv12+N2+vQHTwSvJ6r/A96t25LvnB7w8uXru4K2eXn8LPejZKOeu16/9e8Pe4q3EZNzI+vPRhUGpQYErgfMV8epcSDEUQ+igaX6BY8FLaSwn1CfRR9lWgznt/wX5uTsmHufK5vnLfAWfzU/rRYL83axCDbChLUa1/rPuRQgwlKu5rau1ufSf/HZv8R0mOQpKzNnDLfIuWpW1b2l56rOzYV1e+yjRmUlSiZuAls92q9O3sydtztvrsl1e+3JOzZ67MQZUjiyLXadfNtOzM46ItfdebdJsoqVMo/LLiy7QbafxXSdHt08uf0vS8try0ljQqw+HiwxQog7RBIfqQpaqlPgqfxcmLt2Rs+eLKF/JGObXJsltldx/cpQVxQBaAEdLeB8vDwyMwMLCmpoZ/9+LFi9xRwkGtFwELhNi0D0pX8+Xz+c6berjEhkSHC3599esXUl/gdgKt0qx6Pef1rZlbqSM/UnLE+pwta5S3qB/1TvIeTuKZlzSPBuq5vWXeVFQasdkRRT26w17f4UAzU1iMLol+r+i9dwreCdIFLUpeRN35Bt2GkxUn+f0uikbFW7lvbcvcFqgJtF58SfISWsr61va1HbWUeGgj7M3fG1EQsSd3z0rNSgqIFL+WqJYsVC4cTt2HOdDXpL+hpyx1pePKuwXv+iT5cN8ytwHFbzRJBtrCy1TLVqhXcHl6sIO3/I9WFKgKpMiFm98CuLeRjjJr16796aefBrteBCwQwreP/v1M9RftE8D2rO0Ci/M7P8Sv0XTPtCNrB3eQTvLhzZw3zb1mSjkvaF6gl7OTZlONKDC9nv26wdR/JSOV9uK1i4omhfGukcaHcJiSKpttzP6h9ofh7D6hTHas7Bjl0Zf0L1knTirthrQNHxg++PDSh5v0m4J1wa9nvU5fwdt5b4dmhHLzzJLNWqhYyN8yw9nQfyQ0cUQ2sv0wJ2mOn8KP0uoIfa1iBh+5z6vpr1KC1LZoU66n5LflU0ugn6rrqh/qfvim6hvu+8oyZlHK17RoZI0yeZN8UE0XAMbKiEaZ8+fPW9+pQfx6EbBACN8+Pi792GG/9W7huyOx3s77nacrT4ekhyxXL58nnzfTchSJOsjIwkhKHhSA0m+knyg/8UXFF4kNiZ9c/mRt6lrh/pUiSNOdppEo6ijgDvANtrMvuVmyXrue8pbNpvBK8non7x1+P+LJKyfF7zXkj7TSiJ/c73DxYesMWtNVw93Z30vmRXGKkus7+e9Y77Cs7Kik9Mx9wsHig38v+Ht4dvgvDb88sgq7w45cROPaAPdyXeo6qlqQNuhQ8aHPyj97v/h9/rID8We/cZ9pPdhvK0qxAeoAGqFNtEC5YIFigX+y/4GCA7cGuiIJAEbTyEUZDw+PKVOmFBQ4vsIdAYvDSj2lRe3jQv0Ff6U/f6CNOiGKNb9e+zWmNObHuh9d5/Rkc6+ZUte52nMXr11UNil/rP+RxmWNsvy2/MbfGse6dC5B4LQk+ip95D7W2WJ33u6itqLvar47W332A8MHlKT1N/S0kelDBE7YEqP/gs1Hz9vTNGtOVZ6irEwfXnSzaLN+s5/Sb1XKKopQNFyou8Bd10k/uRPqHd4Ug5oizXPbfDu+Kv6w4XB2a/bRkqMOY9Pwh5hLMcPZAgAgLTzseWyxUk9pUfuw7lcWKRdpW7RjXSgYEZROjpQcoSD1ecXnzk6tG4+4SyapXtyOujmyOdZ7ubirJaxP1POWDbw/z/rKWReka9G9mvHqMtWylSkrKWVifxu4PQSsseVu9Wxvb586darN9xcZGfmERUREhJjpA7IOWLNls3GyMLiHfFN+Ql1Cyc0S7mX57fILdRcyWzPv9tx98PsD1XXVP0v/GaAOWJS8aEfWjtiK2C8qvtifv39/wf5dubsOFR+yvnDBBVnfjm6m5SZteFgCuDcErLHlbvXcu3dvTEyM9fcXFxfn4+NjsvD19aWXwtPF4ALWkuQlSU1JpnsmiesAACOAuwuG9bAsednL+pe5e7yFZYadrz1f21Fb1VEl7d3mAMYKAtbYcqt6VlZWTps2raenx/r7oxSl0+m4cRrx9vYWni4GfX6UIWqY59wAwGiq66r7qvKrf1z6x8a0jcLHOgNUAT/W/3jyysmf6n8SOJJY2l7q7NQ3AFeAgDW23KqegYGBCQkJfY9+f56envxd/GmEXgpPF4Od9gHglj6r+EzkmfvcJaJzZXN35+3emb0zJD1klWbV4uTF/K10aQbuPLbZstlLVUvXpq7dkbVjT96e4+XHXfyYKbg9aW80Sr3k6tWr6+vrh7ledjpQ96mnXq/38vLixq2/P5vvcsKECcLTrRcUIH0FAGC0mHvNn5Z9GpTafz1mTEnMh5c+XJK8RPLLKmclzponnzcnaY6XrD+E+Sn81mnXbcnYEqIP2V+w/3jZ8ZhLMeE54RTI9ufv/8DwQUJdguq66j/X/kM/uXMP+IcNAAyBtI/KuXPnTmRk5PTp04e5XnY6UPepJ33r/D05sAcLAAblwe8PKMrcMt86UX6CwpZXkpfNHTpGeZglm0UF4C7kDEwJDFAFzE2a2/+giLSQi/UXt2dt35G9483cN+fK+58lEKgOfKfgnQOFB05dOXXl9pXO+53c7Tlw+JJxzroqah5fX/36VOWpAa+lFXjYs8BOBwQsjvvU09lOJptzreil8HSR65Ku4ADgospulb1b+O7L+pdnPryh63z5/NezX//A8MEXFV9cqLuQ0Zrxfe33NKK/oT9Xe25/wf7t2dtXa1ZTHhqJO40NYRca/Xwx9cW6rjo+QY71RoXR46yronTFtRDKWOI/oaurKzIy0r6vPHPmzKpVq8SsV8y77sQ962l/FaHRaHR4FaH99MF+PgCwwNxrHlRAoTkpdSXUJiQ3Jcub5D/U/fDhpQ+3ZW7bnL45RB8SoA5YmLzQX+m/TL1suXr5EtUSGvdO8vZK8up/0uWIhTP6ZP7m/lSS87XnKRdWdVSN6KaDsSJJwLL29NNPl5WVWc+gVqtnzJhx584dMesV8647cc962nx/ERERDu935Wz6YD8fAEBCnfc7M1szT1ee/r7m+39e/ufWzK178vZQEnq38F0+Ki1XLfdT+r2V+9a/a/8drAumiEZBjSKazXPcRQ5rU9eu1KycaXki+L68fUVtRVmtWYkNic4eQg/jgrSHCM1mc0xMjPUerMrKyr/85S9NTbbPW0PA4rBST2mx0z4AwKUk1CVEGaIobA04J/dQeZpzOHu8vJK8lqqWLlQsfDntZWWjsuxWGQ4yjiPSnuTO4c/BMhqNf/vb33Jycga7XnY6UFbqKS122gcAuA3KRtoWbVJjUlVH1fGy49yDvflHlYsc5ibNfUX/yjL1srWpa3fl7tqZtTMsM+zVjFdXa1ZvSNvwyeVPTl89fbDo4NbMrUG6oCWqJQuVC/2T/Zeplu3I2vFl5ZfpN9IR0UaNtAGrp6fn6NGjM2bM4F56e3ufP39+COtlpwNlpZ7SYqd9AIC74nZxmXvNx8uPB6UGbdBtiL8avzdvr5/Cb6TP0J8tmz1PPu/j0o8pb31Z8eXZqrP5bfkPfn8w1pvE3Uh7HywPD4/AwMCamhr7t3AVoUOs1FNa7LQPAGCWsdt4qPjQ7tzd+/L3LVAu6D87XiZlzFqievTeY7KZXjKvRcmL1uvWh2aEvpb1Gv08ZDiU1pKmvq4ubS8d6+0x/oxVV4WAxWGlntJip30AAPBU11VhGWEbdBvezn97R9aO1amrV2tWB+uCKRK9kv4KTV+oXLhAsWBFygqauDN755GSI59c/uSj0o925e56QfOCr8KXu9sFN9D8gwpk9OFbM7f+2vBry52W5jvNeGTkgBCwxhYr9ZQWO+0DAEBC5l5zbUft5fbLVR1VN7tvRpdEL1UtnZc0bwg7wObI5qxKWbU7d3fc1bgrt6+Mdc1cEQLW2GKlntJip30AAIwOCl6/NPxyxHDk9ezXt2ZufTXj1ZfTXvZT+FGQ4u7dJTx4J3mv0647WXESJ9HzELDGFiv1HD6BE/oAAGBEpbWkHS46vEqzigtbwrf7WqBcsDFt4778fQl1CZ33O8e67GNmrLqqP/3pTwLvstOBslJPabHTPgAAXBDFpsTGxO1Z21eoV8yTCx1hnC2bzaWxV9Jf+U/Df7inaDPif/7nf1paWkZ5pefOnfP19RWYgZ0OlJV6Soud9gEA4Ppqumq+qPhio27jwLf1kvXfymuBYkGQNugDwwdpN9LceBfX5s2bDxw4MJprpHT1v//7v1qtVmAedjpQVuopLXbaBwDAOGLuNee15R0xHNmWuW25ernIBwe9lvVablvuyN2Iy3TPdKj40EtpL9GKztf+cXNOw03DhboLVFoq8witt62t7a9//etjo+VPf/qTr6+vWq0WLhU7HSgr9ZQWO+0DAGD86r95fbM215h7ovzEMtUy7ub1zgYxDyDi3e25K/JWEZ33Ozenb7ZekVeSl4/Ch38ZZYgaRhXHH3Y6UFbqKS122gcAgNt48PuDsltlskbZ6aunt2Rs8U/2n5343/tyHSg4wO/EovBUaCp0dsLWvrx9XFZbk7pmwDugJjYkCu8/C0wJ/Kryq1+v/Tpyu7JcCjsdKCv1lBY77QMAwI113u98t/Dd+fL5f9xbK2nORt3G+q76hcqF9HJT2iZ+TsNNA5elEuoSrOPRouRFlMasP7Ouq45CFc3Pvfy+5ntuzpUpKwM1gTa38rJ5uUaz5oe6Hyjb0YeM4mYYVex0oO5Tz9TUVD8/Pw8PjyeffDI0NNRoNPJvRUZGPmERERFhvYiz6QNip30AALi9IyVHrIMOf+aWr8I3y5hFM8RWxP4RpxSLFigX2OyCovl9lb4fXvrw5JWT52rPrdOu46a/U/COv9KfGw/PDud2UJXfLj9efvz/Lv+fwWQoaCsQuK2Xu17wyE4H6j71DAgIUKvVvb293d3du3fvprDFTY+Li/Px8TFZ+Pr60kvh6WKw0z4AANxe853ml/UvOww6zm5zOlc296PSjxwuYn1+1YAnWsVVxi1WLp6bNNd+EZsdY26DnQ7UPetJMWvChAncOKUonU7HjdOIt7e38HQx2GkfAACMoECzP3+/mKsOaShqKzL3miOLIq2fruhsWKFewR8xdKbpTtOZq2f8k//Y47U7b/fIXdU4Vlq7W2lgpwN1z3oqFAp+D5anpyflLW6cRuil8HQx2GkfAABM4Z6WWNVRFV8Vb5OTjpcdD9GHUFo6VHyIPyH9lvlWWkuasx1gC5QLdM068VEpty03yhAVWxHrHo+y/rj0441pGzenb36v6L2lqqXcNmGnA3XDepaWlj733HP19fXcS5vvkt+z5Ww6T/iGHyNWfAAAGHud9zsPFBwIywg7deVU42+NA87f2t16vu58sC54ZcrKT8s+XaZaRmFie9b2USiqa3or5y2HoZOdDtTd6qnX65999tmSkhJ+CvZgAQDAKBN/oyy3VGgqdJiufBW+7HSgblXPixcvTpkypbi42HqizblW9FJ4uhjstA8AAIDB8k7y5hKVv9J/vW49d9uwrRlbsQdrXIqNjZ08eXJFRYXNdO5qQaPR6PAqQvvpYrDTPgAAAAaLv/TSeh9elCEKAWtcEjhNKiIiwuH9rpxNF7MuaQoNAADgdnLbck9VntK16KwnVnZUImDBANhpHwAAAFJZp13HTgfKSj2lxU77AAAAkIq518xOB8pKPaXFTvsAAACQEDsdKCv1lBY77QMAAEBC7HSgrNRTWuy0DwAAAAmx04GyUk9psdM+AAAAJMROB8pKPaXFTvsAgBHV3dp6p7n5t8bG9tLSW2Vlt69caVKpKr/6qvbcOXpZm5BQ/9NP1375pfpf/yr/7DPDBx80JCZ2VFXdKi8vjIhQLlyYNHduSkBA3p49137+uSk5Of/tt7Xr1qWuXZv20kuGw4c7KivvmUy1P/5YfPhw0XvvlR07VvXNN01KZf2PP9Lnl584kff226UxMSaDoevatetqdWtmpvnWrZ67d6lI9LPbaLx87FjW9u0ZoaFF77/fote35eYas7OpADfS06nAvWYzXxFahNY1hlsSxgt2OlBW6jl8eBYhgBvg04PImUuOHFEHBqpXrMgMDc3asUPzwguUaRJnzpTNnt1/G8VZs/ingMhmzUry8kry8VH4+qqXL09evJibR+HnR5+QvGgRvUtTaKARuY8PzUAJydHTRMbNIJszhxuRz5vX/3LmTNXSpSmBgZpVq5KXLOHeTaL6zpkjo7o/nFnGLeLtTYEvb+9epb+/fP58GlSLF2eEhZUfP3719OlLH31kiIqqiI1tKyr6/YHYJyXDuMBOB8pKPaXFTvsAcBvV332nWbOG6+blc+dmhIbeSEtrLy1t0WqvJSYaoqN1wcHqgACZJT8pfHz6049VfsIg+UChU+zM/BcxezZFMcqmlFk1K1dq167Vrlun27Ch9B//oDT8W2PjrbIy861bY93WQAg7HSgr9ZQWO+0DwG1oVq0a80ghMMgoQ1hiBI0ofH1lXl6J3C6ih9mCxinzcdNpotzHJ3f37qpvv8187bXkJUsSLTvV1MuXZ732Wv7+/elbtnB72vqHOXMokaiWLlX6+yvmz6fp8nnzaBX0aeoVKyivJFr2KtHn/3cnE79Sb+/UF1+kBKNYsIBbxR+77rifwxvSNm6U5HMcbkz1smWGDz6oPXeu+uzZK198YTh8uPz//q/622+v/fTT9eTk62q1yWDgd2TeM5nuNDdL2NgKDhyg9pa/b5/1xJsGQ2FERHZ4eKtebzP/7fJyU2EhI/vq2OlAWamntNhpHwBuI3Pr1qH11hlbt+bt3q1/6SUKBNlvvFF34YKpoIC6Q2NuLv3kzkOirrHr2rXmlJTq77679M9/FkVGGqKimpTKBpmsJDo6Jzw8/+23mxSK9tLS9suXW9LS6n74gaYXHzx4XaVqy82l6fQh9FHUzd/v7BzrTSUKFbv2hx8oprTodP3x5cSJqvj4ovffL6bh8OGSmJiGxMSu+vpmrZbSTKNC0azTUY7h6njXaOQO1HZUVtZZTgi7euYMbTTtiy8q/PwozFFkpLCY5OMjG+mdiHxknDkzZdWqvH376Euk2tE3QuXvrK6m2lHxbl+5QvGI+5roS899663UNWtSAgIozjYmJbXl518+dozyXGt2NjcD//m69espznK1oBrx0/WbN1OboW1Ia6G6/zHzxo3JixZR9qVkNl6awRCw04GOcT0ff/zxsS3A0LDTPgDchvnWrWs//1z97bfXNZqyTz9N8vbmd8kkzZmj9PPjTuWu/OqrG2lplz/5hEID9Z3W53HDmKBYRsmmu7WVAhll06p//av0o4/o2yk+dChvz56cN99M27Tpv/v5pAhkAh9CAUh4Fbl79qSuXi1mLeqlS/9YnaPdeJTSxnrDS4++RBrY6UARsIaCnfYBMKCG//wnZeXKlBUrmuTysS4LQP+OwNbMzIywMMXChQofn/7T6fz8VEuW0E/5/PkUrPuvNqBhxPaN0YoE3pX7+g6c8GbO1IeEiLwUwzVx30LdhQud1dW/P3hw+dNP5ZajzDSw04EiYA0FO+0DwJl7JlPlqVPW/6wboqLGulAAg3C/s7P/2F9JSWdtbdXZszk7d3Jns/0xWJ39ZhOAKKLl7t6d/eab/JwKb2+5j89/Z5g791JMTPorr2hffLH0n/+8fOwYNz19yxbzrVsKqzn/u0Pr4QFExcMEJu1pYaNMu24dv61srpZlpwMd43rShn7ckQkTJozC2iMjI5+wiIiIGNSC7LQPYBl3R4O7RmPOW28l+frSf97FkZFNcnnurl399yCw2wFQFR8/1kUGGK5es9lkMNxIT6fGTz8bEhO5oEM/y44dK/j73+suXOAuVKQpCsslApSl+ixxTRsUxP86WMcj+kz6xaGBO+LcWV2d++abaRs3Uvaq+fe/y48fb8vLu/zJJ3+EsJAQ+qlatmxcn4YlsH+OnQ6U3T1YcXFxPj4+JgtfX196KX5ZdtoHuJOyh/9GJ1ruTqRYuFBuOQ+J+y+T+38949VX0zZtSlmxImvbNsXDXfoDDqolSxplMkaugQLgUdKiIMWfqEcRKmXlSrmPT+bWrYM9wEfzU5i7rlI9sPxjM95vNlF08GCyv7/1X4m0DRuaNBr6O8NOB8puwKJ0pdPpuHEa8fb2Fr8sO+0Dxp17JlPu7t2UjZQLFqiXL8/YsqXmu+/oH2XxaUn8IJszR7dhQ11Cwrj+VxsARkiTUklZM3vnTv4fMEqQ7HSgY1zP0TkU6JCnp2dvby83TiP0Uvyy7LQPGBMCl+t3VFaWHTuWu2dP/jvvlERHtzz8J6E5JaXgwAH671nyFMUNtLqsHTu4ceXChfl797ZmZSFXAcBgsdOBslJPezbfsX3Ue0zQKJYU3BNFJVNhocPjCHl79lCO0axaVfTee1nbt9clJHDncNRduKBdv952NxJ350lxg27Dhs7qavo0Y3a24cgRimjGrKxuo7H8xInyzz7rj2iBgalBQelbtiQvWqRZvZq7JxDvpsFAAw4FAsCQsdOBukQ96+vrn3nmGesT3kdhz9Yo7MGif/ErvvyyWaNBhwQ2KF3xN7/pvxXTnDnV33zDXcGkmD9fYX8h92AuKU/y8srbu7fs2LGiyEjVsmXcijJCQ00Gw1jXGwCYVlUVj4A1qiZNmnTmzBk+7owOm3Ow6KX4ZcW0j4rYWL7Du65SDbGUMEY6q6tNhYXDPATWazZXnj6dtX27ISqqNTu7Sams+uab1BdfTLRcxW2TipIXLxYfoVRLl2peeEH+6MXeyYsWpW/efO2XXxDoAWDMGY1Z2dnhubm7mps1/MTERFxFOLpoc49yuup7eBWh0WgcoasIqU/lez7qZYdRUhhtXXV13G2+C999d2ifcM9k0gUHO7xBMz/0X8EnZr/Uo/PQZ1Kp+KuWquLjqaU1q1R3mpuRqwBcU0uLTiabQwNljjt3mhsaEtvacm3m+f33ByZTYXt76eXLn2o0q7Kytvf0jOMbjRYVHaQsxQ/FxR9QBevqEhCwRttTTz3V3d09+uuNiIgYuftg3TQY0kNCkiz7GGRz5nRWVw+1mCAlCiKNSUktWq2zq6B77t69rlLxGejKl182p6TcfXhLm/aSEv3LL6uXLy/58MPLn35K4eZ2eTn3sRSquMVpfuWj1ycLnDnOP0aXG1LXruVGcnfv5qIVTcnfty9r+3ZjVtaobSUAGAKKTQZDFCWk3t5HnrBUWXmKyxkGQ7ROt4Eb7+5u5We4f7+TEhU3XaVayo1QFBv1GkjGOl3xg0IxHwFrtB07dmzz5s09PT1jXRCxxLSP7tZW6nSpX+T6y5a0tFEoGAijUMU/xYK7O3PtuXPWM5gKChROslHKihVpL72UaHdPZ4WvL3e8L8nLy+FFfOqlS+Xz5jn8TM2qVdwIf3/C4oMHKbRRdOs1m/nHzY7V5gJgEyUbk6nw+nVVUdH7ly//s60tr6jovZSUQC4i3L7d/z8VRSguKhkMh2n+339/cPXq13ySoMVrav7N5Ynk5CVK5UL+LbV6GTei1a5LSvLmxvl0ZVnFAvpJi5jN4/hWWFQ7S118+DryAwLWqBqrO7kP2YDtg/pFrr8sOXKE25lB/fp4v3HceEQxl3tMLPey6l//sj2ZKSCAQnBXXR03g8zu1KjhDIWRkb81Nv7+4MH9zk5qEjfS06/98gvlp6ozZzJCQyld0QzcnOWff566Zg1NccsnvAK4spYWXUXFF2lpmxQKv+TkRUqlv0w22+EOGG7Izg7XaFZlZGyznmgdoWjIydnpbPHy8uP2E/nF5XIfbqSlZXz/T04BlHLn/fud9+6ZtNr1CFgg1oDto/LUqT/Ovjp1it9LkbdvX6Nc3qLV4u5Bg0UxxZiTcyMtjU9C9uit4qiozLCw9C1bMl97Tfvii3KrQ28FBw6Uf/ZZopOTopQLFqQEBvLf1B/H795+m9vzZHMqFb10cJXfozOoly+vS0gQU7V7JtO4fuIYwDjS0VHb2Cirq/vh6tXTOTlv6HTBcrmvQJZyOMhkot6VyebYvKXRrMnJ2UWBQ6VaZr+gXv9yVVV8ZuZr3MubN93qmt/ff3/Q0CDLz3/76tWvEbBAyIDt43Z5OfXWNNw0GK5+/XXSo8eVZLNmKRYsyAkPN2ZlXfv558ovv6yMi7ty+jR1ydTX3mlpKYyM1K5bl/PGG+2lpaNTI8lxT5AY8LTr/jtZfPHFdZWKm5O2m+GDD/QhIbr167O2bi16993CiIi0DRuss0vGli0F+/cbDh2q/fbb6u++Kz54kHt0l/2j8ZwNSV5e9k9vtR6ufPWVdSG5Z5Dl7NmjfJjYTAYD9wyy7DfeyH/nncufflr03nuJlnO2qr/9dgQ3KwAM0s2bJZcuxajVK5KShPZL2Q2zLEf3FnIjXADSaFYJL5WcvDg9fQuNJCXNq6yMq67+tqbm39nZ4RQsbtzQU8jo6KisrDxVXX22sDBCq12fl7e3ujqeX7ygYD+XzBoa/jPWm20EIWCBEGofWdu3c2c3i5G5deuQDzNp16+v/+knU2GhwM6bkdP/3NPCQq6mFbGxcsueG93GjU1KpbP9cLcuX9a88AJf/ry9ex3eS5NSi/09M0disA9ezVot/ZW7euaMw/k1a9Y4qxoFwf4DfPHxFAdtEiSNuMHjwwDGo3v3THfuNJvNtyjN5ObuTk1dy533Y9mHNEt8nCooiDQYogyG6IaGRP4Ec/pY7hQrGrc5uieTzZXL59FIZuY27qhiS4vu/v3OtLSXHh7487Mpanb2G4kPT9LipvT2mrOz/ziemJKyyuZdt4SABUKofSRannZOoYe66vTQUNXixTm7dvEXz9ugfjfVchZzkuCOkwGCgmWNmWFh+W+/3ZCYyKUWWmNbfn6TQnEjLe32lSvXNZqaf/+7LS/PWUn6LIfSyo4dKz54kN9vZO9GenpJTEzWa6/x+2xUK1bYF0m1ZEnxoUPV335b+/33Db/+Sp/clpvrcOcQpRwu6NAWoFylfXit3CCqP3u2TMRsmhdf1IeE0EBfR2lMDFWks7o6a9u25MWLFQsXpqxceenDD/mN06zRVH3zDW2KnDffTFm9OtHyEBiEJADXRNmlpUVbW3uOgk5BQURGRqhKtUR0hOJTkZdc7qNQ+FKaycx8raTkQ6Mxm8tPYnC7oJqa5ALzWO/osp5uNGYplf7c9Pb2UuvpXCIsKTlKy6albaLIOITtM14gYIEtm0fl/NHrPxom+JNpKLvwGcgG9d+tmZncEaVEy3NOFAsWyOfNU8yfz38ajaS/8gp3KybxO2Zkj74re5hL/juP4EE0yhaNCsWVU6eE1yv5YLM6inRZW7fmvPGGLjiY8pB6+fLUNWsMhw/f7+ykqETRULtunTowMHnJErm3Nw0UbWmGovffv3bx4nBuZIBdUACjz2y+deOGvrb2fFVVfFnZ55cvHyst/Sg7+3VKPwrFAkpCyclLtNr1Gs3qIZwsxQ8UpzIyXq2v//nu3dE437GiIlap7D9fnkasp/OXCpaXfz4KxXBZCFgghA9YNgHFmNt/7zj+LkqXYmIG9bEUyNry8lqzsrhuvtdsrvjiixTuzOvBPCll5Ab5/PmGqCh1QICzs8X/yExz51bGxd0zmQojIoQ/sPyzzyjZINwAsOD+/c7GxqTS0n/o9Zv1+pcpSyUleQ05NjnaOzUrJWVFVtbrVVXftLXl3biRfutWmc0tqcZQYeG7XDk7OirHuixjCQELhFD7KImOts4Tf+x8ejQGURaRao0UtuovXsx96630kBDVsmU2MaX/cb+WxCObPdv+GSz2g8LHh+KgcGhT+Plpg4Ly9u69nppa9N57qqVL0zZt6qyt5YvUrNNlvPoqfY583jy5jw+/+025YEGT/JH95/3BMT+fsuOdlpaK2Fjdhg1Ui+qzZx3u4QMAV3PzpoEG7uhYff1P3G2irO+T6dC9e6YrV76iVJGdvSM9/WW1OtDulPBFg09Rs+VyH6XST60OSE8PKSjYf/26ynUilDAqJ203xtNVHwIWCOPah6moqO7HH+lvDo3bPxQlde3akbv8/p7JdKus7LfGRloFd5MnSmA0zp2dbb516493GxubNRruUkTrGexdV6n4KuhDQoZwrK3/0GdWlslgwE0oANxAQ0NieflnRmN2cfFhLtyoVCu4kYenkHtlZGxRKBbQS0o8luleWm2QRrNapVpsc18oh4NWu16nC6bFk5Lm0aBULlAq/ZOTF2u1a3Nz91ZVna2tPVdSciQra3tOTnhFxec3b5aM9VYBCSBggRD79mF/B0ubW4S7vtvl5Q2JieP3xhAAMBwdHZUFBQfS0l7Ky3u7oiJWwiN3NkfxKELRWsrK/s+9T+UGZxCwQIh9+/j9wYOCAwc0q1Zd/uSTO83NAhfxAQCMoZ6eux0dVZ2dtWbz7UuX/pGcvFStXl5YGGH/SJPhD0lJc5KTl6SkBOp06zIztzc0/Ef89XrgrhCwQAg77QMAXEdXV11GRphavaygIKK1NbOlRUNRiSLLzZsG68v+effumbq6rlVVxWs0L3CH8AZ1LZ5M9scdECghpaSsksvnaTSr9fpXqACZmdu4Ow5QbKqqOpObu6u4+H2D4UhGxpbs7DcuXz5WVna8oSFxXD9ND0YIOx0oK/WUFjvtAwDGREdHpclUeP9+J8UUy00KvBUKv6SkuQJ5SKdbn5r6olzuI5fPpTmFH6jnJFHN1utf5tZCa2xqkjc3a6gAVIyx3h7gPtjpQN2nnqmpqX5+fh4eHk8++WRoaKjRaOTfioyMfMIiIiLCehFn0wfETvsAgFHQ1pZ3+fLHxcWHKytPl5YeUyiGfs8nccN/b86ZlrZBqVyYlOSlVgeaTAVUGJEXCQIMDTsdqPvUMyAgQK1W9/b2dnd37969m8IWNz0uLs7Hx8dk4evrSy+Fp4vBTvsAAEn89luj0ZhVW/u9ThesVPrRz5yccBoZ7I2gZLI5yclLuRFaVvjBw/yQmhpUVfXN1atfl5Uda2vrv13f/fudFKTGyw0OwJ2w04G6Zz0pZk2YMIEbpxSl0+m4cRrx9vYWni4G1z7oPzz8kwcAfZa9PtbXxFF8KS39SC7vP9amUHhbnhk86P1M/DE+tXrFpUsf5ue/U1BwoKPjqs2q6a9QR0dVScmR1NS1ev2mK1e+rKv7uabm30ZjNuUn7jl9o7sxAIQgYI1vCoWC34Pl6elJeYsbpxF6KTxdjP47uT/8I0h/Q7XaYFxvDODeKKxwTxSm8FRSclSpXKRSLSkvP15c/D73xF/7YDSYLDXT8liYRQrFfLl8vlYbdPOmYaxrDDAiELDGsdLS0ueee66+vp57afNd8nu2nE3nPSbI5u+jUumrUi3Ny9vrUk9mAIDho9/ohoZf1OrlNmcvDWGPFKWo1NSggoIDFKFSUgLz8/fW1//c1paPmxcAOxCwxgE+61hP1Ov1zz77bEnJf2/4O9J7sOyHzMxtuOgGYJziTk7q6blruSdCKCWqIeyRSuy/J8Lc3Ny3WlszS0s/ys9/p7FRhhQF0IeANU5dvHhxypQpxcXF1hNtzrWil8LTxaD20d5eSv93Go25D/+vfWTIz98nRYUAYKT09pqrquIrK09ZH9+3JKr+X2G9PkSrfdF5ePLS619RqZbLZF5yuXd29uu3bpVyBxBv3y5vaEjE8+YAnEHAGn9iY2MnT55cUVFhM527WtBoNDq8itB+uhjW7YP+npaXf1Za+o+cnHC5fD739zcra7v9UvT3t7Lyq8LC/ZWVp2/c0JtMhfiPFmBM/PZbY0rKyofH9xcqldxtEYT2VKnVy4qK3jMYomprx9lTsABcCgLW+GN/mhT/VkREhMP7XTmbLmZdDqfT/8Q5Obvkcl+VaklTk5ybeP9+Z23teaXS8XPjZbJZ6elbxP/J7uqqq64+azBE5+S8lZm57fLlY3fuNA2q8ABson9piosjLbudBnHILyPjVY1mlVa7jjLZWNcAwB0gYIEQgfbR0JDI/V0uKPg7vfz99wfp6aFi/o6np7+SlbVNofCxPM5iXkrKirKyY42N8uLigxkZWy29grfze97MoqWUSr/U1DWU8LjLs7ny3LnTjHtJAPT134t4jZjfRI1mNYUqLoSVlBzFNSsA0kLAAiEC7eP27XL+cRb2z7WQyeaq1csGe2vBIQzJyf5yuY/1fjKVarFOF6zRvEDdTF7e7tbWTBygBKZotetsfk1ycsINhihuvKHhYltbbltbHq5QARhRCFggRLh91Nb+YJ94KNY0N6fYzHnvnunSpQ+VSr9BhSe5fG5y8jKNZk1q6mrhZ5MNOOTk7OzqujaSmwrAVbS3lxYWvpuff6C+/mJLi45/FLGzJyUDwEhAwAIhwu3jzp1mlWqJ9d4jrXa9wJ1I6T/moqL3lMqFKlUA5a2mJkVt7b/1+lcsd9yZpVT6p6QEZme/Xlf3o8lk6Om5a7P4b781trcbqqri8/L2ZmRsUSgeiWsin6TBlZPimlodcPnyJ1evfp2X93ZFxefcbaBxG1UAAJAEAhYIGbB9UCgpKTlSUPD3MfnPuK4uoaDgQEVF7O3bV/os54Fdv64qLPx7dvZr+fn7s7PfpNA2qB1dMplXXt4e7jx9mWyOThdMaY8/koIExjj69vPz92VlbTcas8a6LADg6hCwQIgbtI+enrslJUetz9Ma7CCT2d7SWq1eQX0tBa/W1szy8s8zM7cVFUV2dlZ3d7deu/ZrQ8MvFPhwgov7qaw8zTUAgyFqrMsCAK7ODTpQkVip5/A5uwfEeMftf+rtNbe3l9bW/pScvMhympdPcvLSoWavWY/msNnWtxdKSppz6VLMWFcapFFbe45rMNxw+fKnY10iAHB17tSBCmOlntJip31Q/Lp27ee0tI0q1fLMzG2NjcqamnOWOzQO/YlsXOpKSprL7wNLTQ2qqfm+uPigXv+SWr2csp1ev6m8/Pjt21c6O2tLSz9OT9+ckbGlqiqeOyt5mG7eNJSVHSsr+7S5WePsIvzOzuqKis81mtVK5cK0tJfc6cbcTU3yrKzthYXv3r/fef26ymA4XFJyRGBTOGQyFarVAdbfaVraJtzRAAAGxE4Hyko9pcVO+3CGgk5zs7atLb+r6xp3n62Kilj+9hOUnxSKBSkpgdYdsOXdYcUy7rik5VZh3vxH6XTrr1w5VVl5KidnJ41nZGzNzn6d0kNLi85ozDUYPjAYourqLra0aCkktbeXUFi0/sCMjNDLl/956dKHtbUX+BuGdXXVyWSP3EpDqw3Kzn4zK2sH5T+lckFq6hruRrIUKRob/1NRcaKu7oIkIUzCE9p6eu62tRW1tmbxH9jeXnr58ieUlR9Gog3W30hy8uJLl45UVf0rJyc8L28PbdK8vL15ebuvXfuFqnblylfp6VtSU1fTptDpNsjl3tbbJzl5EUU0SYoNAO6NnQ6UlXpKi532MSjUo3d01HZ0VPGXOlJkoX63uVnH9fFm8+3U1HXDzFgjN1AuzM9/x3K71/kDzkxJy2QqLCv7zHrilStf9FkuC21sTNTrX9HrQ4qLD+v1mynKpKautaRM77y8fbTgzZuFycn9l5pqNGsLCiJu3MigEKPRvGiZZ+7Nm0X19RfLy49zj3OhdaWlvVRXl3D7doXBcJg+s6ur3tm3QLOpVEsoBVpiaH+pFAo/rXbd8Pc7OhzoY61vbAsAIIydDpSVekqLnfYxEih/UJdcX3+hrS33wYO7lZWnubtayOXzMjJCi4ujaNDpgukl14XL5d5abVBq6hqZbI5UsUChmKdQ+A4022y9/iXLbp5BfbjIEGM7m/VFA85ujWa9BSz31FiRn78vI+NVnW49d+fxpKR5g90USUmzlcqFQ9iGtMaGhsSxbk0AMM6w04GyUk9psdM+xhZ3Fy7+ZW+vubU188qVL+vqLty6VUYvq6v/lZKySi6fT2kpJWVldnY45SG1eiWFhodBagGlh6SkOfyJ9jSlouJkT89dWryw8N3k5GVKpb9Sucj+osjs7Df6LMfsioreo3iXkhKo1a6jiXl5e2zmpCxoc0jRRQb7u6DJ5XNVquXp6aGZmVspthYVHezsrKZqXr+ebLn1GhfvFln2gS20PssqKcnbsgWCuCOMtMHb2vLGrGUAwLjFTgfKSj2lxU77GKfu3++kYGR93Or33x/QFIFz5G/fLs/NfUulWpqaurakJJoLcA7n/O23RutjiDR+86aho6NSp3vJKo54aTQvJCcvoSBCH5iRsUWvf9lg+IA75MftvqJYlpOzOyMjzHoHklq9wi4S+ej1Lz1669oBnlWclORTWvqP8vLj7e2l9fU/Ub2ys3fk5ISXl38mfJVAd3erzZMrGxoSy8tPNDWpcBAQACTBTgfKSj2lxU77AIcowFHMqqn5rrLylPU+ts7OakokAneXpZhC83OD9U35uTvTGgxRtGxu7m6KU1lZr+Xm7tJoVpWWfszNQzGutvb8zZsltPa2tty6uh/U6v64lpLyAs1cWvpRff3PGRmhOTm7rIsEAOBS2OlA3a2e7e3tU6dOtfn+IiMjn7CIiIgQM31A7LQPAAAACbHTgbpbPffu3RsTE2P9/cXFxfn4+JgsfH196aXwdDHYaR8AAAASYqcDdat6VlZWTps2raenx/r7oxSl0+m4cRrx9vYWni4GO+0DAABAQux0oG5Vz8DAwISEhL5Hvz9PT8/e3l5unEbopfB0MdhpHwAAABJipwN1n3rq9XovLy9u3Pr7s/kuJ0yYIDzdekEB0lcAAADA3bHTgY7jetpknenTpxcUFPBv8bNhDxYAAICLYKcDdZ96OtvJZHOuFb0Uni5yXdIVHAAAgBXsdKDuWU/7qwiNRqPDqwjtpw/28wEAAEAkdjpQ96ynzfcXERHh8H5XzqYP9vMBAABADHY6UFbqKS122gcAAICE2OlAWamntNhpHwAAABJipwNlpZ7SYqd9AAAASIidDpSVekqLnfYBAAAgIXY6UFbqKS122gcAAICE2OlAWamntNhpHwAAABJipwNlpZ7Dh0flAAAADBM7HSgr9ZQWO+0DAABAQux0oKzUU1rstA8AAAAJsdOBslJPabHTPgAAACTETgfKSj2lxU77AAAAkBA7HSgr9ZQWO+0DAABAQux0oKzUU1rstA8AAAAJsdOBslJPabHTPgAAACTETgfqVvUsLS319/f39PScPHlyfHw8Pz0yMvIJi4iICOv5nU0fEDvtAwAAQELsdKDuU8+Kiopp06YpFIre3l6j0RgeHs5Nj4uL8/HxMVn4+vrSS+HpYrDTPgAAACTETgfqPvXcvHmz9V4rHqUonU7HjdOIt7e38HQx2GkfAAAAEmKnA3Wfej711FMnT56cNGmSh4dHUFBQe3s7N93T07O3t5cbpxF6KTxdDHbaBwAAgITY6UDdp570nYWFhZnN5u7u7m3btm3cuJGfbj3bhAkThKdbf6CAEasHAACA22KnAx3H9bTJOp6enhStuHGKWR4eHvx07MECAABwBex0oO5TT19fX+uAxQcmm3Ot6KXwdDHYaR8AAAASYqcDdZ96xsfHb9u2rdsiLCwsJCSEm85dLWg0Gh1eRWg/XQx22gcAAICE2OlA3aqe0dHREydO9PDwCA4O5k9yJxEREQ7vd+Vs+oDYaR8AAAASYqcDZaWe0mKnfQAAAEiInQ6UlXpKi532AQAAICF2OlBW6iktdtoHAACAhNjpQFmpp7TYaR8AAAASYqcDZaWe0mKnfQAAAEiInQ6UlXpKi532AQAAICF2OlBW6jl8eFQOAADAMLHTgbJST2mx0z4AAAAkxE4Hyko9pcVO+wAAAJAQOx0oK/WUFjvtAwAAQELsdKCs1FNa7LQPAAAACbHTgbJST2mx0z4AAAAkxE4Hyko9pcVO+wAAAJAQOx2o+9Szvr4+ICDA04JGampq+LciIyOfsIiIiLBexNn0AbHTPgAAACTETgfqPvWcPn360aNHeyyio6NnzJjBTY+Li/Px8TFZ+Pr60kvh6WKw0z4AAAAkxE4H6j71fPzxx61fenh4cCOUonQ6HTdOI97e3sLTxWCnfQAAAEiInQ7Ufeq5du3a6OjoXouoqCh6yU339PSkKdw4jdBL4elisNM+AAAAJMROB+o+9Wxqapo6dSr3HBsauXHjBjfd5rucMGGC8HTeY4JGrB4AAABui50OdBzX0ybr+Pv7R0dH8+dg+fn5cdNHaA8WAAAADIE0IcDluU89bXZB8S9tzrWil8LTRXLZJuKyBetz4bK5bMH6XLhsLluwPhcum8sWrM+Fy+ayBetz4bK5bMH6XLts0nKfes6YMSMqKoo/B8vmKkKj0ejwKkL76SK5bBNx2YL1uXDZXLZgfS5cNpctWJ8Ll81lC9bnwmVz2YL1uXDZXLZgfa5dNmm5Tz2rqqr8/Pw8LGiEXvJvRUREOLzflbPpYrhsE3HZgvW5cNlctmB9Llw2ly1YnwuXzWUL1ufCZXPZgvW5cNlctmB9rl02abFST8m5bBNx2YL1uXDZXLZgfS5cNpctWJ8Ll81lC9bnwmVz2YL1uXDZXLZgfa5dNmmxUk/JsdNEJISNNgTYaEOAjTYE2GhDgI02BOxsNFbqKTl2moiEsNGGABttCLDRhgAbbQiw0YaAnY3GSj0lx04TkRA22hBgow0BNtoQYKMNATbaELCz0Vipp+TYaSISwkYbAmy0IcBGGwJstCHARhsCdjYaK/WUHDtNRELYaEOAjTYE2GhDgI02BNhoQ8DORmOlngAAAACjBgELAAAAQGIIWAAAAAASQ8ACAAAAkBgCFgAAAIDEELAAAAAAJIaABQAAACAxBKw/REZGPmERERFhPb20tNTf39/T03Py5Mnx8fGDWtbZdLfhsIL19fUBAQGeFjRSU1MjflmB6W7jsYdspoupODaa9cTU1FQ/Pz8PD48nn3wyNDTUaDQ6XBYbzf6t9vb2qVOnCtyOCBvNZjo6AgEONxo6gj4ELE5cXJyPj4/JwtfXl15y0ysqKqZNm6ZQKHp7e+nPd3h4uPhlnU13G84qOH369KNHj/ZYREdHz5gxQ/yybr/ReDZ/jMRUHBvNZqPRX221Wk2/m93d3bt376awZb8INprDFLV3796YmBhnAQsbzWbLoCMQw2ajoSPoQ8Di0Hep0+m4cRrx9vbmxjdv3uzsnxW+MTlb1tl0t+Gsgo8//rj1bB4eHvw4NhrP5o+RQMWx0XgCe1yo55swYYL9nNho9hutsrKS4gJ1ezZvYaPxbLYMOgIxbDYaOoI+BCyOp6cn/YHmxmmEXnLjTz311MmTJydNmkSNIygoqL29nV+EbyLOlnU23W04q+DatWvp/5Vei6ioKHrJL4KNxrP5YyRQcWw0nkDAUigU1nuwsNF49hstMDAwISHB/i1sNJ7NlkFHIIbNRkNH0IeAxbFpGfy/wjQ9LCzMbDZ3d3dv27Zt48aNg1rW4XS34ayCTU1N3OkdhEZu3Lghflm332g8Z30bx2HFsdGcBazS0tLnnnuuvr5+wEWw0fR6vZeXl8O3nC2CjYaOQAybmqIj6EPA4gjkaPqN4sbpt8t6J6eYZd0jgzvjrIL+/v70jwt/6N3hmTHMbjSe+D1YA87D7EbjUGJ49tlnS0pKHC6CjWZ/ZkxBQYHDt3jYaPa/nugIBmSz0dAR9CFgcWyO+NJLbtzX19f698rh1+xsWWfT3YazCtr8t+Hwnw9mNxpP+BwshxXHRrMPBBcvXpwyZUpxcbGzRbDR7HfG2LBfBBvNZrOgIxBDeLcTmx0BAlY/7poFo9Foc81CfHz8tm3bui3CwsJCQkL4RfjG5GxZZ9PdhrMKzpgxIyoqij/0bn3xCDYaz+FVhA4rjo3Gs9losbGxkydPrqioEJgTG03gxDVnx6mx0Wy2DDoCMWw2GjqCPgQsXkREhMO7bkRHR0+cONHDwyM4ONjhuY0Cyzqb7jYcVrCqqoq7OxGhEXrJv4WN1me3C4Gf7qzi2Gh9TjaawM4YbLQ+5y3NegZnL7HRbDYaOgIBDjcaOoI+BCwAAAAAySFgAQAAAEgMAQsAAABAYghYAAAAABJDwOon8NRYZ4+cdHjqqMjHWzr72Pb29o0bN1IxJk6cGBUVJVBgh2sXvzgAAACMKASsfs6eGjvgIydtIo6Yx1sKfGxISIj1/YLPnDkjXGybtQ92cQAAABghCFi2rJ8aO+AjJ20ijsDjLa05+1ian7+dHY04vPWtwNoHuzgAAACMEAQsW9ZPjR3whv02EUfg8ZbWnH2sdUJydr9ggbUPdnEAAAAYIQhYj7B5aqzwvf/tZxDzeEuBj920aRN/v2AaGfAJlzafM9jFAQAAYIQgYP2X/VNjB7sHy9njLW3OSXf2se3t7cHBwR4eHpMmTYqNjX3qqaccLu5s7c4WBwAAgFGGgPUHh0+NHfCRk8K7uJztQxLzJMv4+HjrJ1455PDxF+IXBwAAgBGCgNXP2VNjB3zkpE3EEXi8pZiP3blzJ02kZRUKxbPPPmv98CaHbNY+2MUBAABghCBg9RN4aqzAI3gH9XhLGw4/Nj4+ftKkSbSsv79/aWmp+AIPdnEAAAAYUQhYAAAAABJDwAIAAACQGAIWAAAAgMQQsAAAAAAkhoAFAAAAIDEELAAAAACJIWABAAAASAwBCwAAAEBiCFgAAAAAEkPAAgAAAJAYAhYAAACAxBCwAAAAACSGgAUAAAAgMQQsAAAAAIkhYAEAAABIDAELAAAAQGIIWAAAAAASQ8ACAAAAkBgCFgAAAIDEELAAAAAAJIaABQAAACAxBCwAAAAAiSFgAQAAAEgMAQsAAABAYghYAAAAABJDwAIAAACQ2P8Hz4WXSI+2aPcAAAAASUVORK5CYII=)
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