Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit264-02-20020313_213200_20020314_021700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/13 |
Start Time | | 2002/03/13 21:32 |
End Time | | 2002/03/14 02:15 |
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 | | 6.15 |
Dipole Tilt, in Y-Z GSE plane, deg | | -33.39 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 182.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit264-02-20020313_213200_20020314_021700-constBx0 |
Minimum Dst Value | | -4 |
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.
Model values plot for Cluster-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAU2F0IERlYyAxNiAwNDo1NDoxNSBFU1QgMjAxN2LLHrcAAAHPdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQyNjQtMDItMjAwMjAzMTNfMjEzMjAwXzIwMDIwMzE0XzAyMTcwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIENsdXN0ZXItMyB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAwMi0wMy0xM1QyMTozMjowMC4wMDBaIiwgIm1heCI6IjIwMDItMDMtMTRUMDI6MTU6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MjIsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjo2LjIyNzM1NDk5OTUsICJtYXgiOjE0LjYyNTc0NTAwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX13eXGVAAAABGdBTUEAAK/INwWK6QAAP51JREFUeJzt3X90FOW5B/CQBAgQcEGqAQMEAYke5EaMNJSgEQNGDIptaqMGTJVecjU9zVXEqNGCNxdpT/DkeCKmNVq8J+pqubhHo6InNb03aoqxRm9aUo021OiNGtsosV0vW8l9Tp7TOePuzuzM7Ds7M/t+P39wlsn8eH/MzvvszDvvmzIGAAAAAEKlOJ0AAAAAgGSDAAsAAABAMARYAAAAAIIhwAIAAAAQDAEWAAAAgGAIsAAAAAAEQ4AFAAAAIBgCLAAAAADBEGABAAAACIYACwAAAEAwBFgAAAAAgiHAAgAAABAMARYAAACAYAiwAAAAAARDgAUAAAAgGAIsAAAAAMEQYAEAAAAIhgALAAAAQDAEWAAAAACCIcACAAAAEAwBFgAAAIBgCLAAAAAABEOABQAAACAYAiwAAAAAwRBgAQAAAAiGAAsAAABAMARYAAAAAIIhwAIAAAAQDAEWAAAAgGAIsAAAAAAES84AKyUlOfMFAGArOy6er7766pIlS2Lu2Y5DO9UWoA2CMdkCLJz0AAA67LhIFhYWHjx40JFDI8ASKCkzZavkLC+zP5Wef/75tWvXZmRkzJkz5/rrr//000+VP7355pvr16+fNm3a3LlzH3roIfVWw8PD8+bN0znWiRMnduzY4fP5Zs6cWVtbS/+NeTgjqdLardnDaa3/7LPPnn/++ZMnT6b1r7322o8++khdbkydTp31jWfK7M5FFY6nS57FPA+tJVLroClfN2PGDIElbwet9E+YMOHUU08tLy8fHBzU2dxC+oeGhm644YacnJyJEyfSViUlJVSzURMTtpA+nHXWWepD0OczzzxTvYLyp76+vm9/+9uzZs2aNGlSfn7+L3/5S17+2WefUTqXLFkyZcoUOvrll1/e3t4eM82RibG8QiQ6Sb788sv4D22B3TGBVi1YO66Q1Bq5ICcyVJI5LEvOnJu9Rqxbt+65554bHR39+OOPt23bdumll/Lyt99+m5qu1tbWv/zlL3/605+uuuoq9VZ0Dd29e7fOsZqbm1esWPHHcfThwQcf1D9cGK3VtHZr9nBa61944YX0c3NkZOTYsWO7du2i1le/9GKubyRTZncuqnA8XfIs5nloLZH6B2X33nvv9u3brRVOwkQGWPzhq6+++vDDD2+++ebCwkKdzc2m/4MPPliwYAHt9siRI3/7298oYH3mmWcuvvjiqIkJW0gfqJF++umnlT899dRTtCQywHrnnXcoOmxoaKDrEsUuv/nNb77zne/wn+hYP/jBD2iF//u///vkk0+eeOKJCy64QD/NURNjeQXLm3guwNKpBQcDLCMXZARYieGxnNNJ/KMf/ejUcfRB+VVEVUjX+uzsbPpVyv/9yU9+csopp9APixtvvJEuNMpqY1//CR55CDopp02bxp8pompqaoqaErp6Llq0KBgM6pw9q1atoqaLP9OH1atX6x9Oh3o1rd2aPZyR9andnTp1athCnSxHXd9IpuLZuajCiZlIF5a8kfPQWiJ1Dsroa7Vw4UKKJ/T3b7DkQ6HQnXfeOX/+fJ/PRy0WL9T5vj/wwAMUx2RkZBQUFPT29vLy9vb2c845hxbSnzgSivyyh2Xns88+mzJlCn2oqqp6+OGHleUPPfQQLdFPf9SSue6662677baoedTaRJ22J598Un0Iyt0vf/nLyMRfffXV9fX1UQ9B2aFMaSVAfVCdi+SYRuHrXzzNbhJ53Y5arVqngRr9GKbghvIyY8aMK664Ynh42Eh29A9KJwDtkNangoqaX51a0DrflP8aOVfpN8C//du/5eTkzJw58/vf//4XX3wRtdx0aF1GIr8U6h3GLEythEV+iyOPZaQRX7NmzeOPP64kmOLXOXPmGDmr3cZjARZVXnFx8eA4itPvuusuXk51c/nll9PvUeW/tNoH4+jDzp07leVhHyIFAoGioiL+TGcAHZGqlk61LVu20G8CZbUNGzY8+uij+ruis1M5NemnJJ1z+ofToV5Na7dmDxdzffra3HPPPcZvaWitbyRT8excVOHETKQLS97IeWgtkToHZdQq0LU15v4Nljw1VHTod9999y9/+UtNTQ0v1Pm+b9q0aWBggAqKfqMrEQl9VQ8cOECXbLoiX3/99VHTr24khoaGbr31Vr7BQxHG+eef/8QTT9Bnv99Pn48fP66f/qglQ2mg9ilqHrU2UV+XKFVLlix55ZVX6L8dHR30mZZEXrjo0vTee+9FPcQll1xy5ZVXvvzyy3/729+0kjFm4CKpU/ha+zS7SeR1O2q1au1Wbfny5S+99BJlmZrh6urqrVu3Gs9O1IPW1dVRSX44bv369VGzoFMLMQMsI+fq3r17L7rooj/+8Y/0paioqLjpppuilpsWnWtmZKrUO4xZmFoJi/otDjuWkUb80KFDZ555Jp35/Ccqnz179uhn1p08FmCdfvrpv//97/kz/dSg3+78merm6NGjymr0X2W13/3ud+rVwj6EeeONN+hHuXJ9TEtLo7Pn43Hl5eWVlZW8/MUXX1y5ciV3ldC53KSmpvI1mtAH2pv+4bSEraa1W7OH01+ff3PQD9z+/v6w/Wg1ElrrG8mU5Z2LKhwjiXRbyRs8D60lUuugjK59Z5xxxpEjR2Lu32DJL168WLl5oND5vlNsxJ//+te/8i0oMm/evPvuu+/999/XSX/K19FPcLpE8J8++ugjKoHa2lr6V+m5YvbMSU9PV0c2kbcKIjcJ++vPfvazyy67bGz8Yd/Pf/7zyBX4KMFgMGoCPv/8c2rD/umf/ikjI4MKcPv27VF/+se8SOoUvlbezW4Sed2OWq1au9VCJZCdnW08O1oH7evr48+0YdQs6NRCzADLyLmam5v7hz/8gT/TCblgwQJlNXW5aSVA54IcmSqtHUYtTK2ERf0Whx3LYCN+3nnn8U/Hd955hxJAVaObXZfyWIBFlwzlhKYP9F/+THWj7hlK/9VaLeyDGv1enD9//uHDh5Ul9OOVfrPyZ4qxZs+ezZ/PPvvszs7OyF2FXUz1f7tHHi5sc51UWbhVYHw/Cvpq/fjHP16zZk3Ycq3Lpdb6kSITY23nogrHYCLdVvJa52FUZhOpdVDm9/s3btxoZP9ay8POdvVXW6HzfY+awt/+9rebNm06+eSTlyxZojzX01qZ03PHHXeoO6nQ72laQXlGqZN+LVlZWTpB6sSJE8OecFG+KIZTr0YrzJkz57HHHqN/ladsYfvRuXeioEsiRU7XXnut1j0M/bI1WPhqZjeJvG6H/VV/t2rd3d1UjxQu80mlxMFms6NeX6kprUfw8dzBMnKuUrSn/jGgPk/Cyi2y4RjTvSBHpkq9w5iFqZWwqN/isGMZbMQDgcDSpUv//ve/X3XVVRSJRmbBEzwWYBn8haT+cUYfIleLfHRNDcbcuXNff/119cLCwkKKq/gzxelKgJUSIWpqdXpvRD1cpKirWejsYmo/avQVNdVNKur6RjJlYeeiCsd4It1W8gbPQ2uJ1Dooy8vLe/nll43s32DJUzNj6g6WTgrpMt3W1kaBDv837MsetvKxY8eUmxZvvvkm/VY+ePDgaaedpvzuN3vmUEBTW1sbtlA56Jlnnvmb3/xG/aeurq6cnJyw1e6555709HTlsUhka3311Vfv3r1bPyVsZGRk+vTpkctjXiS1Cl+n34+FO1hG/mvkDhYtfOSRR/785z9Tk0z/RpaY2XPJyB0snVpQB2rK3ZehoSFT5ypFGAMDAzo7j0nrgqz/pYhZmFoJi/otDjuWwYqgkqEfkLfccgt9O5QOgp7jsQCLfm4qj28pxK6rq+PlkV+S9evXc/cC+hDZFeAb3/iG+unG3r176ee78nVSPPTQQ9dcc43yiFDd40R9LK3UPvDAA1HfP9I6XBit1bR2a/ZwWutv3ryZCuf48ePvv/9+dXV1zJ5AMdc3kimzOxdVOKYS6baSN/gna4nU2fOzzz77rW99y+D+DZb8v//7vxcVFb333nvq3hvGv+/8gb6kdO2myzE1WhQy8sKwL7t6208//fTOO+8sKCgYG++wQhf0//qv/6LPTz/99DnnnMNP+nTSH7XMjx49SodW3iKk7DzzzDPKmvfffz8d5de//vXn4zo6OpYtW/bTn/5UZ4dj0QKsd955h1rle++9l0rmyy+/PHz4sPL+2gUXXPDEE0/QD0I6kSjN27Ztu+SSS6LuU/8iqVX4YeWpZrC+tApQ679au1Wj0njqqaeoKOgUoqKILDGz5xKtr/TBuvjii6NmQacWlPUpIt+1axedXVQXl112malztbGxkdJMS2i1//mf//ne976nX57MyAVZ50thpDC1Ehb1Wxx2LOMnCf3wo4UtLS3qhcaDSzfwUlrHxu8o/vCHP+QXEOiDcqcx8kvCL8jMnDnzX/7lX9TvKfAHalR8Pp/6vAkzOjrKf6LrzuzZs2k/dNaqO7mrj6WVWorBKQD3jbv11luV+586hwvbc9TVtHZr9nBa6z/55JPLly+fNGnSvHnz6OpMv2C0khRzfeOZMrtzUYVjKpFuK/mwNOvkyEIidQ5aWFgYCAQM7t9gyVN7cPvtt2dnZ9N3jVosXmj8+84fHn/8cfptnZGRQeHRSy+9xAt1vuyzZs2iNu/dd9+l5Vu2bOEOT4zSwD+odNKvVeZ/+tOfrrvuOmo109PTTz755CuuuOLVV19VSuMXv/hFfn7+SePowyOPPBJzhykRLdzY+AuktGdKFZ0w5513njIC069+9StaTsVI5bBw4cIbb7wx6lcyJdZFUqvww8pTzWB9aeVX679au1WjoJ+qfuLEifRr4b777ossMbPnEq3wz//8z1Q4VER333037TlqFrRqQdlPb28vRfD8tuC+fftMnatfffUV5SU3N3fy5MkUlytfOv0vu5ELcuSXwlRhaiUs6rc47FjGTxIqzCVLloRCIfXCmBc6V/FSWgEAQAhvNVTOeuuttyhUdToVDvv73/9OPxgSecSNGzc+9thjiTyicPiOAQBIBwFWTDU1NUNDQ0ePHr3ooov+9V//1enkOKy7u1t5W9BuX3311c9+9rOzzz5bGanBo/AdA1tEPnhy4QXdE4k0KykzBcLhrIipsbExOzv7lFNO+cEPfuDRYQIEyszM3LdvX2KORSdnTk4OhXSJOZx98B0DAAAAEAwBFgAAAIBgCLAAAAAABEOABQAAACAYAiwAAAAAwRBgAQAAAAgmS4AV9d11AAAASDCnI4IEkSaf0tQoAACAa8nTHEuTT2lqFAAAwLXkaY6lyac0NQoAAOBa8jTH0uRTmhoFAABwLXmaY2nyKU2NAgAAuJY8zbE0+ZSmRgEAAFxLnuZYmnxKU6MAAMlkdHTU6SSASPI0x9LkU5oaBQBIDsFgMC8vLzMz89ChQ06nBYSRpzmWJp/S1CgAQHLo6enhcSkLCwudTgsII09z7KJ86ozxOjw8PG/evHhqRZ4aBQBIGkuXLqWr97nnnut0QkAYeZpj1+UzatHfcMMNu3fvRoAFACCVoqIiunqnp6ePjIw4nRYQQ57m2HX5jCz6I0eOLFq0KBgMIsACAJBKbm4uP9lobW11Oi0ghjzNsevyGVn0GzZsePTRR6P+KZ7dAgCAy/l8Pg6wKioqnE4LiCFPc+y6fIYV/Ysvvrhy5coTJ05E/inqtpi+GwAgOYRCIeUCTpEW/dfpFIEA8jTHrstnWNGfffbZnZ2dUf8Uz24BAMDlBgYG6NKdk5PDDwo7OjqcThEIIE9z7Lp8hhW9qBtR8tQoAEBy6Orqokt3QUFBbW0tfaB/nU4RCCBPc+y6fOoUfWTsJWS3AADgQoFAgC7dpaWlHR0d9CE3N9fpFIEA8jTHLspnzDtVCLAAAOTR0tJCl+7KyspQKMS93fv7+51OFMRLnuZYmnxKU6MAAMlh586ddOmmf+lzRUUFfW5sbHQ6URAveZpjafIpTY0CACSHqqoqunQ3NTXR59bWVvpcXFzsdKIgXvI0x9LkU5oaBQBIDmVlZXTpPnDgAH0eGRlJHzc6Oup0uiAu8jTH0uRTmhoFAEgOhYWF6tEZ+L8cb4F3ydMcS5NPaWoUACA55OTk0KV7YGCA/7tnzx7u8+5ooiBe8jTH0uRTmhoFAEgOGRkZdOlWngn29fXRf2fPnu1sqiBO8jTH0uRTmhoFAEgCFFfRdZtiLPXCxYsX00Jleg/wInmaY2nyKU2NAgAkAWWeHPXC6upqWlhXV+dUqiB+8jTH0uRTmhoFAEgCPHp7UVGRemF7ezstzMvLcypVED95mmNp8ilNjQIAJAG/30/X7bKyMvXCYDCYmZlJywcHB51KmJann366rq4uFAo5nRC3k6c5liaf0tQoAEASaGpqout2VVVV2HIeHKu5udmRVGnheanJ5s2bnU6L28nTHEuTT2lqFAAgCajnyVHbv38/LS8pKXEkVVp+8pOfcIC1cuVKp9PidvI0x9LkU5oaBQBIApWVlXTdpnAqbPnQ0BC/XRgMBh1JWKSRkZGsrCwOsOiD08lxO3maY2nyKU2NAgAkgZKSErput7W1Rf6poKBA60+O4DkTCwsLfT6femRUiEqe5liafEpTowAASSA/P5+u211dXZF/qq+vpz9t3bo18amK1NnZyXfU+vr6SktL6bPf73c6Ua4mT3MsTT6lqVEAgCQQNk+OWk9PD/0pOzs74YkKFwqFcnNzlb5iPJlPTU2N0+lyNXmaY2nyKU2NAgAkAe7SpDXqAUVX9Nfu7u4EpyoM98SnGIs7hPHYXfn5+c6myuXkaY6TOZ8pX+d0cgAAwJDh4WH9aQe3bt1KK9TX1ycyVWH6+vp4tkRl6p7R0dH0ccr8iRBJnuZYmnxKU6MAAF7X29vLd4a0Vmhra6MVCgoKEpmqMEVFRZFdwfLy8mhhR0eHQ4nyAHmaY2nyKU2NAgB4XdR5ctSCwSDfPRoaGkpkwhQtLS18j21kZES9nGdL3LNnjyOp8gR5mmNp8ilNjQIAeB2PJlpRUaGzDr+yR4FOwlKlGB4e5hEZIl8YbG1tpeWbNm1KfKq8Qp7mWJp8SlOjAABe19DQQBft7du366zT3NwcOVlhYpSXl2uNJj8wMKDfewzkaY6lyac0NQoA4HUUWsV80DY4OEjrZGZmJnhI90OHDvFxtQYU5VHd+/v7E5kqD5GnOZYmn9LUKACA12nNkxOGe5S3t7cnJlVj4+8J8gBdDQ0NWuts2rTJSOKlJU9zLE0+palRAACv4xf0YkZOdXV1tFp1dXViUjX2j1trFNhpDdA19o/nm1VVVQlLlbfI0xxLk09pahQAwOuWLVtGF+2enh791bq6umi1nJycxKSK0sPDXOkPcMqT51AQlphUeY48zbE0+ZSmRgEAvI67MRkZgmH69Om05s0332x3kkKhEE+PGHMmHGUICQw3GpU8zbE0+ZSmRgEAvM749BszZ86kNSdPnqzzzE6IxsZGvltmJGwqKChIcOcwD5GnOZYmn9LUKACAp/FIBwbnct68eTOtfNZZZ9mapNdee23SpEl0oLa2NiPr19TUOD6Tj2vJ0xxLk09pahQAwNO6u7uN92HilZctW2ZrkrhPWFpaWti47VoOHDigNVBWnHbv3n3hhRdqjRDhCfI0x9LkU5oaBQDwNB5oqri42MjKwWAwPT3d7g5PixYtokPMmDHD4JhbPEaXz+cTm4z+/n5+eJqfny92z4kkT3MsTT6lqVEAAE/jeXIqKysNrs+jYXV2dtqXpKVLl9Ih/vu//9v4JtnZ2bRJb2+vwGQMDw+npqbSbqdOnZrg4VUFkqc5liaf0tQoAICn1dfX0xW7rq7O4Ppbt26l9RsbG+1LEt8kMxXT8HQ6YqdK5NCT2ZpfW8nTHEuTT2lqFADA06qrq00FEE1NTabueJnFD+YMdrpX8FuHFPwJTAm/nMgjxS9evNjuFydtIk9zLE0+palRAABP43s/ra2tBtc31SneAu4TVlRUZGor4b3v+/r6lLkXKbqiz36/X9TOE0me5thF+VTufKoXPv/882vXrs3IyJgzZ87111//6aefWt65iDQCAIC9eJ6cjo4Og+tzP3diU7ek5uZmC/eiQqEQDzdq8MXDmHiWHp6Bh5Pk0cHi5WmOXZfPsKJft27dc889Nzo6+vHHH2/btu3SSy8VslsAAHAnvj3T399vfBPu564/g41lHNns2bPH7IaFhYXGh87SR+Ha7NmzlTxSKMmD3RsPQ4WjCrIW0crTHLsunzpFf+zYsWnTpgnfLQAAuEdmZqbZGz8VFRW0SVNTkx3p4T5PBw4cMLshR2bGe+vr4IG11A8c+VUAO4baMuKnP/0pHX3BggUW+oHJ0xy7Lp86RR8IBMw+BTeyWwAAcIlgMEiX6/T0dFNb2dGjXGFw5ulI1GYZH9BLX2lpaVjHfwpAORK1kLD4nXXWWdyl56233jK7rTzNsevyqVX0b7zxxsKFC99++239bXXYk14AABCG58nJyckxtVVnZ6d9fZIsz9w8PDzM3dLjTMDg4CBFnJQM2qF6OU/IY9/rkzp45FWSm5trZE5uNXmaY9flM2rRd3R0zJ8///Dhw2J3CwAArsKhUkFBgamtKPrh+17C+7nzmOxZWVnWNuf+ZHHeZOKngeXl5WHLKRjl3v2UyHj2bxYHwT6fj6IrHsCir6/P+ObyNMeuy2dk0fv9/rlz577++utidwsAAG7Dj9U2bdpkdkPLD/L0tbe3024LCwutbS6kc1hOTg7t5NChQ1r7r6mpiWf/ZvF4p1RHIyMj3JGfAtCuri6Dm8vTHLsun2FFv3fv3vnz50eNjk1Vkjw1CgDgXdbGRBj7R6ghduT0eNLDeBBUSpvlBHR0dKRoD3NKASXfTBI1GIQRPFAZlczY+L1D7h+WmZlp8JVGeZpjF+UzapepyK5UyoNwBFgAAElm586ddLmmf81uyP3cq6urxabH8hgNjAOgxYsXW04ARzM6BVJcXBxPCi3gASOUGx+hUIgTmZ6ebuRdS3maY2nyKU2NAgB4F08syHdHTOHOW/n5+WLTw2M0WB4znYIPftcvrH+6QSMjI9zFXqeXFT/EzMrKSsz0zxwyRr6FwD3uKcaK+TxUnuZYmnxKU6MAAN5ledApikVoQwpHxM7Qx1274hnClO8wBQIBC9vyE8aYg13xOKv79++3lEBz9uzZo/XqIv+J1NfX6+xBnuZYmnxKU6MAAN7F8xl3dnZa2FbIK3thLIx6Gqauro72UFtba2Hb/Px8I/fPWltbecQESwk0h6I9nSQ1Nzenp6fr97uXpzmWJp/S1CgAgHfxG3MDAwMWti0rKxPbz31oaIh2OHv27Hh20tbWZu09RJ4umo4e89lfKBTicrN2n8w4Sgk/stR54nngwAGOsS6++OKXX345cgV5mmNp8ilNjQIAeBe3zda6EzU0NIjt525tUK4wlp9dUkaMD8HAffwtT3ZiEL/SGHNAVyq3qVOn8uPC+++/P+yv8jTH0uRTmhoFAPAojkUsD30e55hVkVpaWuIcZIHxgJymOnJRiOnz+Wir3t5eI+uPjo7y+sbHo7KgtrbW4OPOhx9+mAMsipipANV5l6c5liaf0tQoAIBH9ff3xzOoQZzxWSSOJ/S7bBvBr0aqZxKMye/3m30pkjt7WRij1TjuExZ1yNNIlN/ly5fzLUm+EUiZCoVC8jTH0uRTmhoFAPAofgIVz3Mu7udu8K5PTNypy/IYDQq+ExY5140OKgSzw1UMDQ1lZGRQQENxqvk0xqY86zT1AHdwcJDiVB46i8yYMUOe5liafEpTowAAHsVvw5kKRMJwSET7EZIeHv4gnjEaGAV8UceO0sKT/VEoY3aGab5VVlVVZT6NsfFNteLiYgvbUkxGUea8efM4zBKeNneSJp/S1CgAgEfFPxo7z4ssam6++MdoUHAHKYOzMvPDvqhjTenjZ6xpaWn79u0zn8YYKG6Lc8h4nmhSnuZYmnxKU6MAAB7FgYWFeXIUlsdEiCRkjAYFDx9lZADVUCiUnZ1NKxuc2i/MrFmzaNsJEyb8/Oc/FzvmKo8EEef9vK6uLnmaY2nyKU2NAgB4VGVlZZwjkg8PD4vq5y527h2eY9HIrTWOES2PGspT1jBKvLUhWyPxvTGfzxf/ruRpjqXJpzQ1CgDgUXybx+BLalr49k/8/dzj7xCmxkNIGBlSi7uRxfMkbnBw0O/3cznwMBMGH03qaG5uFlUa8jTH0uRTmhoFAPAoIZ3KLc9mGIafV9K/ce6HjY6OGnkFb3h4OH3c0NBQnEekA1HieeD1zMzM+vr6eGaD5rDPwiTckeRpjqXJpzQ1CgDgUXzTxdo8OQru5759+/Y4E1NeXi7whURyxhln0A537dqlM88MD0ZfWloq6qBUmBwb8QBjlufS4U76cVYNk6c5liaf0tQoAIBHCXnFjPswWRtNQI0H1RQ4MDq/k8iysrIoiqIo0O/39/b2Kr3Rly5dSn+lLIg6KGtvb1+2bBkfmkqmr6/P1ObcM93yALBh5GmOpcmnNDUKAOBF/NYeRR5C9hN/d2y+Z6Nzt8msVatW0Q5nzpypjrRYRkZGXl7eBRdckDI+t4zZ4a+MoBiuqamJM5WWlnbllVcaf8dwz549AofXkqc5TuZ8hp3BTicHAAA09fT00IV62bJl8e+Kxw2PZ0BzfhtRyEtzimAw2NnZyWENpS0QCOzcuXPTpk08+ryaqFf/IlG+LrnkEj5KWVmZwa14WPn4u7UxeZpjafIpTY0CAHgRv2cXzzw5itLS0jgDAn4oJmqMhphGR0fpiHfeeWdubu51110ndvyqMFQsHGClpaUZeZ+A0sY95YUMuDomU3MsTT6lqVEAAC/av39/iqXhyyPxC4Dx9HMXO0aDq1D05vf7L7vsMoPDRhw6dMjgmgbJ0xyLzye/Grpo0SKKeenfu+6668svvxR+FLPkqVEAAC/ijj7xv/039o8pWUpKSizvQewYDS40OjrK72zGHHmBakRsUcjTHIvP5w9/+MO1a9f29vZSpEX/XnjhhT/60Y+EH8UseWoUAMCLuCFvaGiIf1eDg4Mp8c1yw2M0tLS0xJ8Y1+JnhT6fT78jPw9OZm3enqjkaY7F5/PUU09VDxpLn2mJ8KOYJU+NAgB4UUVFRUp88+SocT93yyOYFxQU2NrZ3CV46Hydx7L8SmZmZmY8g5SGkac5RoAFAADO41fVRN0p4X7ulsfV5Pgs/uHUXa6/v587sGuFktwXLZ6HrZHkaY5teURYXFz8+9//ngJe+pc+4xEhAADoy83NTRExhyCLp+fQyMhIiqAZo92PB75ftmxZ1FcXefptIc9tFfI0x7Z0cr/jjjtOP/10iovp3zvvvBOd3AEAQJ/Ym0bcwcjanDPd3d20bV5enpCUuBw12TwQV9TppUXNnK0mT3MsTT6lqVEAAM8JhUJiR4Tu7++33M/d7/ebGofT63gEsszMzLCpBvv6+oSMrR9GnuZYmnxKU6MAAJ5DTTtdpXNycgTuk6eFsdDPnZ+a1dbWCkyMy/Fbk5s2bVIvbGpqooUVFRVijyVPcyw+n729vatXr54yZYqrpqlxQxoAACAqO0ZOLy4uTrE0cTK/z5jcYzSEoTCU41F1cfGLAqLe61TI0xyLz2dBQcGuXbv++te/Ct9zPOSpUQAAz6F2XfjbatzPvb6+3uyGkozREKaxsZFvIvKIDKFQiCeltjzUhRZ5mmPx+czIyPjiiy+E7zZO8tQoAIDnCJwnR8H93MMeexkhyRgNYSii4jFF+dVLii/pc25urvADydMci8/nggULwjrKuYE8NQoA4Dk7d+6kqzT9K3Cf3Ec7Ozvb1FY8RkNGRobAlHgFP6hNT0+nouMaqa6uFn4UeZpj8fnct28f/WJwW+wvT40CAHhOVVUVXaWbmprE7pYfculPBROmp6eHx4USmxKv2Lp1K2W/uLi4sLDQWg+2mORpjsXkMyUWIUeJM4VOJwEAAKIrKyujq7Tf7xe7WwtRguUHi8lhZGSEn5DyrazR0VHhh5CnOXZRPqNGYydOnNixY4fP55s5c2ZtbS391/LORaQRAADEEztPjqKmpsZsP/c9e/bQJtu3bxebEg9paWnhtvi0006zY//yNMfi8zlhwoR4Ng8r+ubm5hUrVvxxHH148MEHhewWAADcIycnh67S/f39YnfLU+mZuh3Fz8io6RGbEm9JTU2lQli6dKkdO5enORafT4p5//d//9fy5mFFv2rVqueee44/04fVq1cL2S0AALgHd5YS/kCqt7eXdrt48WLjm/BTxfb2drEp8ZbHHnts7dq1v/vd7+zYuTzNsfh83nvvvd/+9rePHj1q7XFeWNHPmDFD6Z/4ySef+Hw+a6mSp0YBALyF4ir7Xtzj0G1kZMTg+llZWXYM/gQKeZpj8fmMs5N72MqpqanHjx/nz/QhLS3N7KHd09EeAAAi2TFPjsLUHSlbQz1g8jTHrssn7mABAEilo6ODLtEUCdmxc+7n3tDQYGRlycdoSAx5mmPX5RN9sAAApMIjI5SVldmxc34nzuDOJR+jITHkaY5dl8+won/ggQe03iKM58kjAAC4RFNTE12iq6qq7Ng535Qy2M+dx2ioqamxIyXA5GmOXZTPqF2mTpw4ccstt/jG3XrrreqO8wiwAACSgB3z5ChCoVBGRobBfu48RoPwAeVBTZ7mWJp8SlOjAADeUllZSZfolpYWO3YeDAZPO+002v8LL7wQc+Xi4mJa89ChQ3akBJg8zbE0+ZSmRgEAvKW0tJQu0YFAwI6dNzc381ORjRs3xlw5OzvbjvFOQU2e5liafEpTowAA3lJQUECX6K6uLjt23t7ezgFWWlpaX1+fzprBYDBlfAI+O5IBCnmaY2nyKU2NAgB4C8+TMzAwYNP++/v7N2/eTIcoKSnRWY2Hfc/NzbUpGcDkaY6lyac0NQoA4C18hykUCtl3iOHhYZ/Pp9+/KhAI0AqlpaX2JQPGZGqOpcmnNDUKAOAhFPrQ9dnyINLGNTY28ngNWpFcQ0MDxmhIAHmaY2nyKU2NAgB4SF9fn/FxquJBcVVubq7OqO5VVVUYoyEB5GmOpcmnNDUKAOAhPE9OUVFRAo516NAhvls2NDQU+VeM0ZAY8jTH0uRTmhoFAPCQ/fv30/W5oqIiMYfjISG2bt0a+SeM0ZAY8jTH0uRTmhoFAPCQBPd8ovgpfVx3d7d6eSgUSkBfexiTqTmWJp/S1CgAgIfU1tbS9bm+vj7BRywsLFQvTFhXMJCnOZYmn9LUKACAh/A8Ofv370/YEUdGRrKysuigfr9fWdjW1hZzoCwQQp7mWJp8SlOjAAAewl3L29vbE3nQlpYWOmh2dnYwGOQlPIhDdXV1IpMhJ3maY2nyKU2NAgB4yLJly+j63NPTk+Dj5ufn03F37tzJ/6XQiv5LYVaCkyEheZpjafIpTY0CAHgIP60bHBxM8HE7OzvpuBkZGTxFT0lJCf23ra0twcmQkDzNsTT5lKZGAQA8hN/dc+TQFRUVdOjy8nL6vHjxYvqsPxs0CCFPcyxNPqWpUQAArxgcHKSLc1ZWllNHz8jIoATwYKcYoyEx5GmOkzmfKV/ndHIAAOBrenp66OKcl5fnVALq6+s5wsMYDQkjT3MsTT6lqVEAAK/guWuKi4udSkAwGMzJyeEf4Q4mQyryNMfS5FOaGgUA8AqeJ6eystLBNPj9fg6wvv/97zuYDHnI0xxLk09pahQAwCv4CV1tba2zyZg4cSIlY+XKlc4mQxLyNMfS5FOaGgUA8Iqamho3jD510kknUTK2bNnibDIkIU9zLE0+palRAACvKC8vp4tza2urs8no6+traWkZGRlxNhmSkKc5liaf0tQoAIBXFBUV8SgJTicEEkee5liafEpTowAAXoHhPSUkT3MsTT6lqVEAAK/w+Xx0cR4eHnY6IZA48jTH0uRTmhoFAPCEUChEV+b09HSnEwIJJU9zLE0+palRAHCnt956a926dXfccYfTCXGLgYEBujLn5OQ4nRBIKHmaY2nyKU2NAoALtbS0TJ48mQe0nD59+qZNmxobG3t6epxOl5M6OzupNAoKCpxOCCSUPM2xNPmUpkYBwFX6+vr4XTmWlpamniPV5/OFBVujo6POJjhhAoEAlUBpaanTCYGEkqc5liaf0tQoALhEKBSqr6/PyMig68/s2bP9fj8FWxQ/DQ0N0eeqqqrc3Fx1sHXSSSdNmzZt4sSJTz31lNNpT4SWlhbH58mBxJOnOZYmn9LUKAC4QVdX17JlyzhyohhCaxDLqMHWaaedZvk+1rvvvrt+/frNmzcHg8E4kp8I27dvp8xu2LDB6YRAQsnTHEuTT90apR+a27ZtO+OMMw4ePJiwJAFAUqLYqLq6Oj09nS47ixcvNj6KJgVbpaWlfMersLDQQow1MDDwjW98g6M0itvMbp5IlNRZs2ZxUnt7e51ODiQOAqxkE7VG6Rve3NxcVlbGY7GwoqKilpYWebpBAIAQ9Dutp6enra0tOzubRx+ora21cBupr68vKyvLQoylbMhWrlzp2uuYOqknnXQS5qiRCgKsZKPUKF1xAoFAVVUVjyCsmDp1alpaGs+pTuhHZHl5OV0r6aLpbMptQi0BRk8GEIgCGuV6UlBQEM8bghZirM7OzszMTP6J+Morr1gL0RJDndS33nrLhSkEWyHAcov33nuvtLTUN44+0H+t7YdqdMWKFd/61rf4vr3y/k5ZWVlzc/PAwMDYeOxF9u/fX1xcrKwze/bsmpqa7u5ukbly2qFDhzh3dCF2Oi0AyaClpWXChAn8kmBjY2P8P8xMxVgHDhzgkIUuaHxoy7fB7BaZVJANAiy3WLVq1R133DEy7rbbbqP/WtuPEjBRgEVXnJ07d3Z1del8vQcHB/fs2aP0USULFy4855xzHnroIatZcREKIjlT559/vtNpAfA29SgM8+fPf/rppwXu2UiQRLEd/26kn4Lqa5oLYyytpIJUEGC5xdSpU48dO8afP//8c/qvtf3wk/5f/OIXZi80PT09dC1QugukpqYmwbRZ1AYogWNDQ4PTyQHwpMhRGIQfImaQRL8D+YtMKbGweSLpJxXkgQDLLcrKyu66667PPvtsZGSkrq6O/mttP1Sj8fxgom23bNlCO5kwYUJ/f7/l/bhBMBjk/mebNm3iW3rG33JSe/HFF1esWHHTTTeJTiCABxgchSF+OkES/fbjr3Bzc7OFzRPJSFJBEgiw3OKDDz5YsGABX8Xow4cffqizcoqu+BPzve99L8XmcYdfeuml7OzsjRs32nf/nH4+Ui6obaBDUMxKn+n6Ozg4aGonQ0ND06dP54J97bXXbEoqgAtZHoXBssggib689GszZfx1nAMHDpjdPJFMJRVkgADLLYqLi2+77TalDxb919p+hNQoRRU8oEN7e3v8e4tE1745c+Zw1EK/j+04xMDAAD/R6OzsHBu/9nGP/oKCAuMhHZWDelBEunbblFoAt4l/FAZr1EESXX8uuugi+pyZmclfZFObC4mx6ErS0NBw8803t7a2UohJ+4/ad4KOxVcY40mFpIcAyy2mTJkiqg+WkPRwNwK+/SNkh2rl5eVK1LJv3z7h+yf8WLCiokJZQpfFnJwcWlhVVWVkD0p0Rf+++eabfPWkoI2us3YkGOzw+uuvU8U9/vjjTidEgHfffZfOavruUDPf09PDbwSHoW9r1OWmNDc3n3vuufz1jHMUBmvChrmiz6bG5zQVY1HgGAgElBvbVHoUWVJEVVlZmZ+fz68BRkUXE1qhpKSE1ty2bRsHo2aTCskNAZZbrFq1qq6uju9g3X777atXr1b+ZKqSRNWo0oFJeE8CflpHVy5+hEchi/ArOI/O4PP5KEhSL+/u7ubbWvv379ffgzq64p1Q00WRGV9bKQtiEww2mTt3bsr4gALun01FH31HlNHA1egkp5a+qKiIYq8tW7bwOnfffbe1o9Cpfvnll/Oe6ZsiZBQGayhI4rH60tPTLXQGjRljUU4pEqJQVfnhtGLFiqjhlFLs3/zmN6mc6aqoHq5ZjX4Ve73fKoiFAMst3nnnHfoxdNK4Sy65hH6tKn9yJMAaGx/HJWX8pSGB3VpbW1v5okkxEP2XQxa6ZgnsMKGEhtQ8RP6VB27Qj+oioysFhZvcJYXaM8dfVgJ9g4ODqamp3Ph5+n0uZUQlDhYLCgqWLVvGt0yionXom2WqsafzvKamhn9+MMcHann22Wcvu+yy//zP/7S2uRJjnX766TfddFNlZSXFUnl5eTrlljJ+C4quw1QU9E3v6uriS18gEPD7/epYk+8U0gptbW10STnllFNo23Xr1onJOSQLBFjJRmyN8rA327dvF7K3zs5Ojk6Uu2IUDNElj5aUl5cLOcTY1/u2R11h69atKeN3+KP2pdCJrlh7ezv/hKWUm+0y7xVRM+45/D7XGWecoY7pPWfnzp3c9lOIQL+7wk5a+i8FUh0dHRSEtbS0UEQyb948JVygnwEx+wOpQysqJTrKwYMHk6Ov4W9/+1slwg5DvxvpC07Xt+9+97uFhYW33XabEk5ZQBtS+Xv9LikIhwAr2Yit0Z6envRx8d/6pj3wD8rq6uqw5fzrXMizyLC+7VFR4JWfn0/r0E/VsCAsZnTF6Mcxr5aU3d5Xr15NWaOf+zs17NixY8OGDS5/T4raPI6D6RzmGIX+660nOKOjo8oII1Fvx2qhbFZVVSm3owoKCgKBQOTvjcjQylvlExMV4IwZM1LGJyvcv38/Rdjd3d3x91EDMAgBVrIRXqN8vyfOIRvoSscRSWRMQ/x+f4qgzliRfdujGhwc5GhP3ZvKYHTFqP1Oym7vVAU8EYoRe/futdxH58knnzz33HNfeOEFselX8Fsaytu4dALzfU2vPNilOIBHn6K40NrLvHQOU2Q5e/ZsrqzFixc3NTXxXZakD60Uvb29mNIenIIAK9kIr9H4h2xQhkjQad6EdMbS6tseFWWHn1e2tbWNmYyuWPJ1e1f6+syaNYsCa607WMp8KSQ/P9/sS+k8lC6HcVRZdmSEwggOoJXHgkqIb3kI30Tq6OjgwIjSHGfoQ0VBcZUy4zsV+Lx585T+40kcWgE4DgFWsrGjRuMcsoGjEGrwdG7Ox98ZS79ve1QNDQ0p/xi3xmx0pVC6vU+fPv3w4cPmEy7Sa6+9ds011zz//PMWtlX39YlZ0RQBUMaV/sIVFRVGuqPRbql2lHsqZNKkSXaMDM6vMtAZpV7Y19fH4aPLO7wrZ1RpaamoWy9U8oFAoKCgQCn5q6++GqEVgK0QYCUbO2o0niEbqEHl52gx+yrF2RkrZt/2qHjkZWYhumJ3330372HBggUOPozo6emZMmVKyvg0Rzzkh8ENLff1oRODDsRPmnjcDZ1+vn6/X7mPUlRUROfD+vXr6TMFdsaPaBCHy5GPbtva2lJc3OGdTl1+Is/3RO0YIoF/7YSFngBgBwRYycamGrU2ZAO1Z/xb3ODssJY7Yxnp2x4VxRacQoMPFqOiqGLNmjX82MWpedDUb/IrD4ModolZX/H39aE9KHEqhVCBQCBshY6ODn6rgKNYZQWqZT6u2JtYtH/abXZ2dtQAxbUd3ul3BQ+5RPVoa6++ZH31FcBtEGAlG/tq1OyQDb29vdzkm7pFYa0zlsG+7VHxe0ZXXHGFhW3VHJwHTXm6t2XLlhdeeOGVV17hAokZZgns60PBmTIlcHFxMZXG2Pg5wL3L+RlxS0tLWNDD6RR7E4tPVJ1bca7q8D48PExJVQLQtLS07u5upxMFAAIgwEo29tWoqSEbXn31Vf45bjbosdAZy1Tf9kiUr6ampqhjYpmV+BhL5+ke5Us/zBLe14eCJypJfiUiNTV17ty5yt1BOnrUp4fCb2J1dXXxDnVy5IYO71Qafr+fSp6LiEyePJn+veaaa5xKEgCIhQAr2dhao0aGbKAmk2Ijfkds5syZFgbfM9UZy0LfdlslMsYy8nQvMsyi2PfNN9+0r68PhaobN27knVOYVV1drR/4ir2JxXurra3VX83BDu8dHR1U+MrzXAqwKM08TKUd/f0BwCkIsJKNrTWqP2RDW1ub8gI/B1grV660diDjnbFuvPHGFNsmpbYmMTGWqad76jBLYV9fH4qxpk+fPnHixIcffjjmygJvYlE5ULxCp42Re5mJ7PBOwdM3v/nNGTNm8JwqrKCgQNStUwBwIQRYycbuGo0csoEaj/379yv9b6il3L59+6uvvtrY2BjPjCvcGYtiiNtvv11rQCal54rZvu12szvGsvZ0j0KZ8847j0vs5JNPtrWvD50Vxmtf1E2s6upq2s/WrVsNrp+wDu/33XefElfl5OTU1dW5rYs9AAiHACvZ2F2j6iEbRkZGKN7iSCJl/L0tCqpEPeb4wx/+kGLM5MmT3XP7SmFTjBXnm/xUfbW1tZs3b3bVq2RCbmJRPMdvknL/eoMuvvhi2mTGjBlHjx61fGh99B3haDgzM/ORRx6x6SgA4DYIsJJNAmqUh2yYMmWK0o8kLy+vtbVVeFce7varMyneDTfcsHr16meeeUbgcQUSG2MNDAxUVlbyMya73+RPvPhvYvHtKNqPqa3odwKfw/SzQfjTOtphSUkJ75/iWhf+DAAA+yDASjYJqNGOjg7l7hG1H5an0ImJQgp3DghpnKkYi/KrrEOf29raGhoaKKjKz89Xj3E1bdq05HuTP86bWMFgkHukmX1YTOVMFZSWlpYSx0izUVFKeKR7SpjXT2MAsAABVrJJQI329vZyS0/Nv93HSgJKjDVnzpyqqiqtu3FXXnllyvjUMXl5eWFDhrJTTz116tSpqamp999/v9N5skU8N7F4woCCggIL24ZCocHBQe5ESDVl6gmjFuWxIAXWrnoaCwAJgwAr2SSmRqkRijn1DSiouPgeiXHU0peUlNTU1DQ3N1NR830dCgUE3mJxG8s3sahYuF9g5CDyxo2OjlIwxDec4nlnAo8FAYAhwEoGYW2z08mBKFavXs0PobTuYO3YsWPlypXf+c53lHBKQtZuYnGnQIqx4jx6MBjkOX8yMzPb2tos7AGPBQFAIU9zLE0+palRbwmFQt3d3bifoc/aTSwe+t/aHOFhqIJ4fJD09HSzrxHgsSAAqMnTHEuTT2lqFJKS2ZtY/MpFVlaWhTkDtNTV1fHNYCPTA1BM9h//8R88MRQeCwKAQp7mWJp8SlOjkJTM3sTimZuFz3hDoRXfjqqpqYm6wsDAQHNzc1lZGc9twITcRQOA5CBPcyxNPqWpUUhWBm9ihUIhvtU0efJkO3qtHThwgGOsq6666te//vXYeEf4QCBQVVXFfeoVc+bMmThx4ooVK3DvCgAU8jTH0uRTmhqFZKVzE4simK6urj179pSUlEybNo3jm+XLl9uUko6ODmXIjKysLI63GCWvrKysubl5YGBgbLyDvE1pAACPkqc5liaf0tQoJDH1TSx1UBU2QhgPfnHXXXfZl5Lu7u7U1FQ+HAVYhYWFlCpKD25WAYA+eZpjafIpTY1CEuObWJMnT168eHFYUJWXl1dTUxMIBEZGRoaHhxMwz3dra+uaNWuamprsmLcbAJKVPM2xNPmUpkYhueXm5kYNqpxOFwCAIfI0x9LkU5oaheT2xBNPpKamTps27e2333Y6LQAApsnTHEuTT2lqFJLe0NAQnsoBgEfJ0xxLk09pahQAAMC15GmOpcmnNDUKAADgWvI0x9LkU5oaBQAAcC15mmNp8ilNjQIAALiWPM2xNPmUpkYBAABcS57mWJp8SlOjAAAAriVPcyxNPgEAAMAFnI4IEkSWfNonMecKjuLaA+EoOErSHAhHwVGS6UCOkyWf9kmmUz+ZjpKwA+EoOErSHAhHwVGS6UCOkyWf9kmmUz+ZjpKwA+EoOErSHAhHwVGS6UCOkyWf9kmmUz+ZjpKwA+EoOErSHAhHwVGS6UCOkyWfXifPGek5qBp3Qr24FqrGnVAvwqFAvQGnvmuhatwJ9eJaqBp3Qr0IhwL1Bpz6roWqcSfUi2uhatwJ9SIcCtQbcOq7FqrGnVAvroWqcSfUi3AoUG/Aqe9aqBp3Qr24FqrGnVAvwqFAAQAAAARDgAUAAAAgGAIsAAAAAMEQYAEAAAAIhgALAAAAQDAEWAAAAACCIcACAAAAEAwBlgOef/75tWvXZmRkzJkz5/rrr//000/1l6udOHFix44dPp9v5syZtbW19F/95WCKVhU8++yz559//uTJk2n5tdde+9FHH0Vui6qxTzxli3qxlU4xpvyD2W1RNfHTKkO0MomEAMsB69ate+6550ZHRz/++ONt27Zdeuml+svVmpubV6xY8cdx9OHBBx/UXw6maFXBhRdeePDgwZGRkWPHju3atYuuUJHbomrsE0/Zol5sFbMYdQIsVI19tMoQrUwiIcByGDXY06ZNi7lcuUitWrWKvh78mT6sXr1afzlYplU1dG2aOnWq8l9UTQJYKFvUS2LELMbIAAtVkwBGyhCtjN0QYDksEAgUFRXFXK6c+jNmzBgeHubPn3zyic/n018OlkWtmi+++OKee+5R/+xD1SSAhbJFvSRGzGLUCbBQNfYxUoZoZeyGAMtJb7zxxsKFC99++22Dy0lqaurx48f5M31IS0vTXw7WRK0C7lByyimn9Pf3R26CqrFPPGWLerFVzGLUeUSIqrFPzDJEK5MACLAc09HRMX/+/MOHDxtczvDbIgF0quDzzz//8Y9/vGbNmsg/oWrsE0/Zol5sZeEOVsxtUTXx0y9DtDKJgQDLGX6/f+7cua+//rrB5Qo8HbdbzCqgGCtq3yxUjX3iKVvUi60s9MGKuS2qJn46ZYhWJmEQYDlg79699Ouhr6/P4PIx1UXqgQceiPoeh9ZyMEWrCjZv3nzkyJHjx4+///771dXVUftgoWrsY6FsUS+JEbMYdfpgoWrso1WGaGUSCQGWA1IijI6O6iwfU536J06cuOWWW3zjbr31VvUIJVGXgylaVfDkk08uX7580qRJ8+bN27Zt25///Gf1JvwBVWMfC2WLekkM/SpQUy/X3xZVEz+tMkQrk0gIsAAAAAAEQ4AFAAAAIBgCLAAAAADBEGABAAAACIYACwDcTmuGWrOz0hqZ6VZncyNzfjOdeY6Hh4fnzZunM3gBACQHfMkBwO20Zqg1OyutkZludTY3Mue3WtQo6oYbbti9ezcCLICkhy85AHiJeobaeEZE1JrM2+DmYXN+RxUZRR05cmTRokXBYBABFkDSw5ccALxEPUNtPHN6aM2zbmTzyDm/o4qMojZs2PDoo49G/RMAJBl8yQHAM8JmqLU8K63OTLcxN9ef8ztsTfV/X3zxxZUrV3KPLgRYAEkPX3IA8IbIGWqt3cGK3E9Yn/SYd7DC5vzW6tIetuTss8/u7OyM+icASD74kgOAB0SdodZCH6yYM93qb67QmvNbLSyKipylRH9zAPA0fMMBwO20Zqg1Oyutzky3RnarM+d3VDohFKIrgKSHLzkAuJ3WDLVmZ6XVmelWTWtznTm/9RMcdYU4ywQAXA5fcgAAAADBEGABAAAACIYACwAAAEAwBFgAAAAAgiHAAgAAABAMARYAAACAYAiwAAAAAARDgAUAAAAgGAIsAAAAAMEQYAEAAAAIhgALAAAAQDAEWAAAAACCIcACAAAAEAwBFgAAAIBgCLAAAAAABEOABQAAACAYAiwAAAAAwRBgAQAAAAiGAAsAAABAMARYAAAAAIIhwAIAAAAQDAEWAAAAgGAIsAAAAAAEQ4AFAAAAIBgCLAAAAADBEGABAAAACPb/HMSoWOLjjNIAAAAASUVORK5CYII=)
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