Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Jia_Wei_101623_15 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 04, 2023 |
Start Time | | 2023/01/04 12:00 |
End Time | | 2023/01/04 18:00 |
Key Words | | t15 |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -19.89 |
Dipole Tilt, in Y-Z GSE plane, deg | | -3.80 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 97.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Jia_Wei_101623_15 |
Minimum Dst Value | | -46 |
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.
Model values plot for THEMIS-E for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIERlYyAyOSAxMzozNjowMCBVVEMgMjAyMwM7rgIAAAGqdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiSmlhX1dlaV8xMDE2MjNfMTU6IFNXTUYgcGxvdCBvZiByaG8gYWxvbmcgVEhFTUlTLUUgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMjMtMDEtMDRUMTI6MDA6MDAuMDAwWiIsICJtYXgiOiIyMDIzLTAxLTA0VDE4OjAwOjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzIyLCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6LTAuMzY0NTkwMDAwNSwgIm1heCI6NjcuODc0NzkwMDAwNSwgInRvcCI6NTIsICJib3R0b20iOjIzNSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfbeskYQAAAAEZ0FNQQAAr8g3BYrpAAA48UlEQVR4nO3df3AV9b34/5AfJIeQBBDCDzFgFPlVSJEf5WJuCCkdCpRxELlDEdMQkYqWtojU9oiikHrxcrlovZSLQ4E6dcqAisqVH0UB0eoMcGWQESYgQ3phhEkcMkymk2EymXze37y/fd91z9k9e87Zc3az7+fjj8yezXvf+/5xdt+vsz8zOgAAAOCqDK8LAAAAEDQEWAAAAC4jwAIAAHAZARYAAIDLCLAAAABcRoAFAADgMgIsAAAAlxFgAQAAuIwACwAAwGUEWAAAAC4jwAIAAHAZARYAAIDLCLAAAABcRoAFAADgMgIsAAAAlxFgAQAAuIwACwAAwGUEWAAAAC4jwAIAAHAZARYAAIDLCLAAAABcRoAFAADgMgIsAAAAlxFgAQAAuIwACwAAwGUEWAAAAC4jwAIAAHAZARYAAIDLCLAAAABcRoAFAADgMgIsAKmVkeH+fub48eODBw+OmXMqVp2KPAEED3sKuC/NIxADns+looMmT5587NgxT1bN9y0VaFUED99puCbhXeTNmzeLi4vb29vVnIULF6ppMX/AgAE3btxIpmCSaf7q1avzO4XDYSfpz549O3369FAoNHjw4J07d8qZR44cqaqqys3NLSgoqK2tbWxsVPMrKyvl/Orq6q+//jqBQmZ8W8yaipZcsWJFSUlJTk6OWO+8efM++eQTh80r8i8rKzNlOG7cOLXeeAtjrEWSCSKJhnVl1QlIXSiQEY3VGq36xTg/ZofKiahfG4cltClYGhCWwc/4dsI1yezs5s+f/9Zbb8npW7duZWVltba2yo9i/ty5c10v3rZt2yoqKr7pJCIh8dE+/fnz50tLSw8cOCAiEhFFLV++XM6fPXv24cOHxUxRYDFKiWBLzp8xY8ahQ4fa2trEvzZt2jRp0qQEChlvk86cOXPlypUymBPNKJpOVK3DWfOKdU2ePFnUReUmKivmRI7H8UpFgOVwka4VYFmtImaAZZWJww61+trELFjCadxCgAU/49sJ10TuuK9evSp+DYdCIfHLWOzE1dGdSGLXP2fOHDm9b98+EQGIv/KjmP/+++/L6XA43Lt379zc3IULF7a0tJhW57B4koiu1DkmMVFeXm6fvqamRh21siJiKVHTqP9K7IiLTdWi/kus3XikSnHSvCJDMdM4soo2effdd50HWCLBxo0bi4uLRWVFc6kYTi0o5ixbtkweNRQTMoH94ZB4FxFzXn311QEDBog6yo8idJbHZsaNG3fmzBmbbE2svr321bFZqYhdRLOIxhFNtGHDBuedm3CA5bBDrb42MQsWNUHkgTRjj8Rs1Q6LzVx4+umni4qKCgoKRIZR12XTI6oMokF2796t8hRh5aBBg4xrAdxCgAXXRO64R48e/emnn4p9d1tbm9g5itHFalmRRuzmvvnmm47O3ev8+fNFejEt9r9ivtz7P//88/fff79II3JbsmSJOoaUWIAldvFqUBET4qN9erFn37Jli9hHi/2+KF7UU5YijlFHsIxVe+WVV2bPnp1AIcVHsV4xFA0fPryurs4mpSTWXltbK9vcVIaYzSszFCs6deqUmBCZiOkOBwO5sUhz58692UlMyFUYF1y1apXoQZVAfIyZc7yLiPnV1dXG4FsM0qLioo4i+FPHEa2yNbL69jqpTtSVikxEMlE2kV4EGWkIsDqcdajV1yZmwRwW3tgjMVvVajN/7rnnREAm5os4NfKrJdn0iCrD8ePHx4wZoxZ54oknRLAbs1JAAgiw4Br7Pb7YpYqfnjaLi72h/GE6Y8YMebWTmBbjk9pLDh48+H//93/l9N///ncRediszqZ4UT9GHnmKTC9292LnLn4WL1261HgZkyTKLAaPhoYG01JCcXHxxYsXEyikUl9fL0aXqHGAkQj7Vq9eLcYPeaHYypUrVSAYs3nlqkUQKcKvjs4jW9u3b+/4drfaH20SM1UHiXYQwaipUmKOah8xIZrFvtYJLCLmyzhSfVSHMYzHF62ytWL89jqpjtVKr169KqfFRFwBVlRW/zVmYt+hcsLmaxNZMCdfA9NHY48YRW1Vq81c/BIwbVyR67LpEWMZJk+evGvXLjFx6dKlkpISsVFHLR6QJAIsuCZyxy1+qlZUVIi9ttwXy3MEVr788kvxW1/sc0eOHCk+ir9iWuz0RTSgsjVSuSUWYMV7BEskUKOm2CObTvmJn8XDhg1TJ4OMRObiJ/KUKVMSKKSR+FGen5/vJBNJDDDi17k6ouakeWVpxQj37rvvir/GI1v2ZYuaQAUWVjlEJkggT/v0Vh+tsjWy+vbGWx2r9HEFWDZp7Jsi3g41fW2iBm327AvvpFWdb+b267LqkUOHDsmtoKamRv7qAFKBAAuuidwLi336vn372traxLT4G3PvLCKAnTt31tbWdvxj3zd+/Hj1X5Fb1Ku4EguwTNdgiY/26SsrK40BljEg27t3r/gdfPr0aZu1W12bZb9So3gDrMj12jevWrUIB8WKNm7caJrvJMCKeQTLmMDhEay4FnEYYFlla2T17Y23Osb06giWWDA9AVZHQh1q9XVNPsCK2apWm7nDI1gOvy3jxo1bu3bt0KFDHV58BiSAAAuuidxX9u7dW97EJPaYixYtirl3FkO+2L3K+9127drVt29f4+/L9evXz5kzRw5RFy9ejLx6w2HxJHkXoSiYw7sIRWiydOnS1k5Lliyprq6W8zdv3izKfP78edPiy5Ytu3TpUkdnYBQOhyMDOCeFFHWU5xZFrefOnSvytEopVVVViWhPBoKiXqtWrTKu1755Y47TTgIseY2REPUaLHkRkmgQkeD+++9XZyfF8H/9+vWoeVotkmSAZZWtkdW3N2YmNiudN2+ebJ/58+enLcCKuaD918ZJnkam3jQtErNVrTZzeQ2WWMp4DZZpXc6/LWIrEDNNt6043JMADvF9gmsi95UHDhwoLS3NysoqKSkRgUjM/deNGzfET2d5tcTXX38tpk3Xgoidr/jRKTIsKytTtwI5GfiN1HwR99g/B8uUvq6uTt7ctGDBAlWwjAhyvhixRCHFR7GI8flYcRVSZSJ+vovRwnizW9Raf/LJJ2LkDoVCoonEr3kRkBnXa9+8rgRYGzZskE0kr1czLSjKv3z58txOTzzxhEqwadMmMSdq/laLJBlgWWVrZPXtjZmJzUrFN0E0u2gi0VA2BzXjDbCifnmcd6j918a0rNXWoZh605QmZqt2WGzmHZ3XEYqtVd1FGLku598WsWXJs4RRWwZwBd8nuCPqZUzQCuOTc5cuXRIxhNel8BH7CzRdN2/ePPVkOCBF2CHCHVu2bLF6OCE0QYAV06pVq1paWm7cuGF1XlJPItxUV+ylwa5du4xPagBShB0iXFBQUGC8H81ebjTJlyFF2bqrSxQyYUGqS4ps3ry5uLg4FAoZH8QK0SBbt25Nz7rEt7SkpEQ+GwxIKQIsAAAAlxFgAQAAuIwACwAAwGUEWAAAAC4jwAIAAHAZARYAAIDLdAmwIh9ADAAA0s/riCBNtKmnNj0KAIBv6TMca1NPbXoUAADf0mc4DnI99TwmCQCAb+kzHGtTT216FAAA39JnONamntr0KAAAvqXPcBzkenKKEAAAX9FnONamntr0KKCz48ePr1u37vPPP/e6IACi02c4DnI9OYIFaKW4uFht7/fff7/XxQEQhT7DsTb11KZHAT3V1dUZf1B169bN6xIBiEKf4VibemrTo4CeRERlOmj95ptvel0oAGb6DMdBrienCAFNbN68OfJ1HOPHj/e6XADM9BmOtamnNj0KaCg3N1fFVUVFRXKie/fuXpcLgJk+w7E29dSmRwHdnDt3TkVXvXv3fuyxx7gMC/AtfYbjINeTU4SADkaMGKE28w8//PDUqVPq47Vr17wuHYBv0Wc41qae2vQooBsVTmVnZ5vm/PnPf/a2bABM9BmOg1xPjmABgbR27dqnnnqqublZTG/atElt4z/72c9kgpycHDln4cKFnpYUgJk+w7E29dSmR4Fgy8rKUhHVM888Y/zY1tYm09xzzz1yTmFhobelBWCiz3Ds03qePXt2+vTpoVBo8ODBO3fuVPNXr16d3ykcDseVoT49CgTYG2+8kWFB7CtUsqefflrOFOGXh6UFEEmf4diP9Tx//nxpaemBAwfa29sbGxuXL18u52/btq2iouKbTpWVleKjfT6cIgQCZtSoUVYB1smTJ1Wyjz/+WM7kRkLAb/QZjv1Yz5qaGuNRK0VEV8eOHZPTYqK8vNx5nvr0KBBg2dnZMQ9fCc3Nzepf8lItAD6hz3Dsx3oWFRVt2bJlwIABubm58+fPv3HjhpwfCoXa29vltJgQH53nqU+PAgGmwqZXX311wYIFmZmZ3bp1e+CBByJTqjfn7NmzJ/3lBGBFn+HYj/UUrb9kyZJbt261trYuXbpU3Qdk6pWcnJzIBW2kqfQAUqOpqUltzmLaPrE61jVr1qz0FA+AE/oMx36sZygUEqGVnBZhVm5urprPESxAW+rKqszMzJiJBw4cKBMXFRWloWwAHNJnOPZjPSsrK40BlgqkTNdgiY/2+XAECwiSjRs3ym1ZPVDURk1NjUzMjYSAr+gzHPuxnjt37ly6dGlrpyVLllRXV8v58i7CxsZGh3cRGunTo0BQ1dbWypipd+/eMRO//fbb6nCXej4WAM/pMxz7tJ51dXViH5qbm7tgwQJ1kbsQDod5DhagpyFDhsiYSewWYiZubm5W17mfOHEiDcUD4IQ+w3GQ68kpQiBIioqK5La8bt06J+nVC3N27NiR4qIBcEqf4VibemrTo0BQ9ejRQwZMx48fd5I+NzdXpn/sscdSXTYADukzHGtTT216FAgqdcrv8uXLTtIXFxfL9HE9lBhASukzHAe5npwiBIJEbcstLS1O0s+fP9/5RfEA0kOf4VibemrTo0AgXblyJTMzU2zIeXl5Dhd56aWXZIClnqUHwHP6DMdBridHsIDA2Ldvn9yQ+/fv73CRixcvqs2fJzUAPqHPcKxNPbXpUSCQXn75ZRkq9ezZ0/lSKsD66quvUlc2AM7pMxxrU09tehQIpJ07d8qL3IcNG+Z8KfVGwtdeey11ZQPgnD7DcZDrySlCIDDWrFkjN+QpU6Y4X6qwsFAutWjRotSVDYBz+gzH2tRTmx4FAknEVTJUmjlzZgJLDRgwIHVlA+CcPsOxNvXUpkeBQCorK0vgZN+SJUvkUj169Ehd2QA4p89wHOR6cooQCIx7771XbMU5OTn/8z//43ypPXv2yM2/W7duqSsbAOf0GY61qac2PQoE0h133CFDpaNHjzpfqrm5Wf3EEtMpKx0Ap/QZjoNcT45gAYERCoXkhuzwRYSKesHO9u3bU1Q2AM7pMxxrU09tehQIpLy8PBknOXwRodK9e3e54NixY1NTNABx0Gc41qae2vQoEEjyFOHAgQNbW1vjWnD8+PEywMrJyUlR2QA4p89wHOR6cooQCIbLly/Lrdj5iwiVuro6dgKAf+izJfqxnjaB0erVq/M7hcPhePN0tYwA0qe+vl5eShUKheJd9syZM2pncu3atVQUD4Bz+gzHfqynVetv27atoqLim06VlZXiY/J5AvC/o0ePygjp9ttvT2BxFWD9/Oc/d71sAOKiz3Dsx3patb6Iro4dOyanxUR5eXnMfDhFCATA5cuX5V2EEyZMSGDxHj16yJ1Av379XC8bgLjoMxz7sZ6i9YuKinJycoYPH15XV6fmiz1se3u7nBYTcZ0s0KdHgeA5evRoZmam2IqnTp2awOKTJ0+WARaPGwU8p89w7Ot61tfXz5w5c9WqVfKjqVci7wnKsJWmQgNw244dO+RWPG7cuAQWV2cYhb/85S+uFw+Ac/oMx36v582bN/Pz8+U0R7AAPdXU1MjwaP78+YnloAKse++9192yAYiLPsOx3+tpDLBM12CJj87z0adHgeCZMmWKDI/WrFmTWA7qMqzs7GxXiwYgPvoMx36sp/i1evHiRTFx9erVuXPnLlu2TM6XdxE2NjY6vIuQU4RAMCxZskRswn379j19+nRiOTz66KNqV9DW1uZu8QA4p89w7Md67t27t6ysTPTBoEGDVq1aZXxwczgc5jlYgG7uvPNOGRslHGC1tLSoAOtPf/qTu8UD4Jw+w7E29dSmR4HgKSoqkrHR0aNHE85E3ocoDB8+3L2iAYiPPsNxkOvJKUIgGEpKSuRDFo4fP55wJiNGjJC7gqysLBfLBiAu+gzH2tRTmx4Fgmfo0KHJH8Fav349P7cAz+mzAQa5nhzBAoJB3kU4ZMiQpqamhDO5fv262hscOnTIxeIBcE6f4VibemrTo0DwZGdni004MzMzyXzkG6N5GhbgIX2GY23qqU2PAsGjrk9PMp+ePXvyNCzAW/oMx0GuJ6cIgQBoa2sbOHCg2ITHjh2bZFYPP/wwOwTAW/psfdrUU5seBQLm8uXLMiTKy8tLMqv6+noVYG3evNmV4gGIiz7DsTb11KZHgYBpbm7OycnJ6HySe/K5qbONvXr1Sj43APHSZzgOcj05RQgEwPnz57OyssQmPHr06ORzk4/UknhnDpB++gzH2tRTmx4FAubo0aMuHnP68MMPVYC1b9++5DMEEBd9hmNt6qlNjwIBc+bMGXn336RJk1zJUD2s4b777nMlQwDO6TMcB7menCIEAmDNmjVyE546daorGd52220yw9zcXFcyBOCcPsOxNvXUpkeBgHn55ZdlPFRTU+NKhuFwWGbYrVs3VzIE4Jw+w3GQ68kRLCAAFi9eLDfhF154wZUMr169qnYLybx7B0AC9BmOtamnNj0KBMy0adNkMLRmzRq38lSXYb333ntu5QnACX2GY23qqU2PAgHzyCOPiO23tLT0ypUrbuXZvXt3GWAtWLDArTwBOKHPcBzkenKKEAiA22+/XW7Cn332mVt5Dho0SObp5K3PNTU18oiXW7cxAjrTZzj2bz1v3LgxdOhQU0+sXr06v1M4HI4rN316FAiYoqIiGQwdPXrUrTzlUTGhsLDQPuXhw4eNv9NWrVrlVhkAPekzHPu3nitXrly/fr2xJ7Zt21ZRUfFNp8rKSvHReW769CgQMDLA6tatW0NDg1t5bt26VQZM3bt3t08pfs4ZAyxuPASSpM9w7NN61tfXl5aWtrW1GXtCRFfHjh2T02KivLzcPhNOEQIBkJubKzfhy5cvu5XnmTNnnARMra2tGRFefPFFt4oBaEif4din9ZwzZ87u3bs7vt0ToVCovb1dTosJ8dF5hvr0KBAweXl5YvvNysoS4Y5beba0tKiA6dq1a1bJli9fHhlgiZisubnZrZIAutFnOPZjPY8fPz5lyhQ5bewJU6/k5OSYFozcFXIEC+jqUrQJqxsJN23aZJVGxnYyqOrVq5dpl3L33Xe7WyRAB/oMx36sZ1lZ2alTp+Q0R7AAzd1xxx1i+73nnnvczbawsFDGSbNnz7ZKox6XNWzYsEuXLkX+bBsxYoS7pQICT5/h2I/1tDr4ZLoGS3yMK0/3CwrAlro+fe3atYnlcPnyZbkT6NWrl7tlmzBhgsy5uLg4aoLm5ma1C3rnnXfEnIcffjhy7/TVV1+5WzAg2PQZjv1ez4yIuwgbGxsd3kXIKULAQ6NHjzZugC0tLQlkcuLECbm4iNXcLZ56A0/kxQbSv//7v6vCt7W1yZmiFr/+9a+zsrLUv0aOHOluwYBg02c49ns9TT0RDod5DhbQJZh+4YwdOzaBTHbs2CEX79evn7vF+8Mf/hAZPxmNGTNG/jcvLy/yv+rsodXiAKLSZzjWpp7a9CjgB8bza8kcRV6zZo1ctqSkxN0SGl/5/PHHH0cmUFe4Rw0Nf/SjH6nFnTwOHoCkz3Ac5HpyihDwynPPPRcZYL3xxhvx5qMCrH/6p39yvZCZmZky88WLF0f+Vx2jsnrJtLFqPLgBcEif4VibemrTo4AfqEvIjU9CT+A036JFi+Syv/jFL1wvpCpbnz59TP+STzmWzpw5E3Xx8vJylSbmK3cASPoMxymvZ01NTUFBQUbnNaq1tbWpXp0RR7AAr6gXCE6ePLl3794Jb4YDBw6UC7722muuF7KqqkpmnpmZafrXH//4R1VmmwecGvcwe/bscb2EQPDoMxyntp7z5s27//775d1D4u+cOXMWLlyY0jVa0adHAT9Qj/Fcs2bNu+++q6KQjRs3xpVPKBSSC27fvt31Qh46dEgVzHSTo4q9ol7hrqxatUrl0K1bN652B2LSZzhObT1zcnJu3bqlPorp3NzclK7Rij49CviBuoBJXj+uPsZ7Kk0FagcPHnS9kMbzgOoZe5J6DGnMx7VnZ2cbY6zr16+7Xk4gSPQZjlNbTxFOGY+uiwArrsevJ4lThIBX1HYn3/RXUlKS2JaowhcX3/RspK5z//73v2+cryLCJUuW2OfwySefGPczYkEX35kIBI8+w3Fq6zl37tzp06ffvHlTTIu/VVVVixYtSukarejTo4DnTp48KaONrKwsOee///u/VQjyq1/9ymE+6jHuOTk5KTr7dtttt8lVdO/eXc10coW70bx584wxluk4fW1tbb9+/e69996Ghgb3KwB0NfoMxymvp/j9l5+fL/azBQUFy5YtS/XqrOjTo4Dn1q1bJ0ONnj17qpnqmFB2drbDfNTFW1YPW09eTU2NOvKkZn7wwQcqWnIY2Bkvxsr4x4nFxx9/3HQcfdSoUSmqCNBV6DMcB7mepl2b18UBdCF+SsmNbsiQIWrm4MGD1cb46aefOsln7dq1Mr34eZaion722WeqVFeuXJEz1Vt0jFFXTD/+8Y+NOxzjo96NbN4tDehAn+FYm3pq06OA54YNGyaDiQcffFDNfO+991SQ4fAg1syZM2X6srKylBX2/36JPfHEE3JOnz595Jx4rxkdMGBA1KDK5IMPPkhBPRBFW1vbyy+/LHr2iy++8Los+P/pMxyntp4NDQ3FxcUZnZdiSKk71B/JtFNL23oBzamHYD3yyCPG+cZ3JDu5Eqtv374y8bx581JW2P/vXhy5lkGDBsk56uDT1KlT481N7OJMex6R27lz54w3G6ZzN6izLVu2mDrik08+8bpQIMByifg9t3379vb29pSuxQl9ehTw3O233y6HtD/96U/G+X/961+No13MfFTok4rHuCujRo0yFqm1tVUV8r333ksgw379+qkcjK8pNJ40fOqpp1yrAKIx9qPR8uXLvS6a7vQZjlNbT9GOfoiuOnTqUcBz6umgX331lelfvXr1UkPdv/7rvzrMZ/fu3SkrbMfLL7+sinTy5Mm6ujr10d0HLmzdujWu+BLJUC9rinT48GGvS6c1fYbj1NazqKjIw0fCmDYqr4oB6EZtdE1NTaZ/Xb9+Xf3X/rHDxiMQkfm4yLgiEdL16NFDTke+Pyd56qkQwkMPPeR6/lCMO/8f/vCHxo9Et97SZzhObT03bdpUU1Pjh9dH6NOjgOfk0zvVQ7BMjK8mPHfunFUmJ06cSNtwqA6VGX3nO99xfUUiUkz4V5/YkX788ceff/6566UKnt///veqkcvLyzsiWn7x4sVel1Ff+gzH7tczy5ZXV3fq06OAt9TTQY2P7jQ6ePCgGufGjh1rlY+6QjkNAdauXbsiA6xDhw6lYl3Gx1VUV1cnsJSwYMGCVJQtMNRhyAzDk8y+/PJLDmL5gT7DcZDradpdel0cQAuffvqp3OJszgCqy71txrnHHntMpkndQ7CMjENySgfg5ubmeNeiHhthNH78eIdr/Otf/1pSUiJ+34rVhUKh3//+91YFW7Fixfe+972f/OQn9fX1TuvjP8YH8as7Q6U777xT/Wvr1q1elVBz+gzHqa2n1TkCe0eOHKmsrBR7Z7FjFb/wvv76a/Wv1atX53cKh8Nx5alPjwLeeuedd+QAJkIWqzTqAVfCa6+9FjVN//79ZYL0PJnTOCoLNTU1qVvXPffco1b0zDPP2CdesGBBZHQlTZs2Lea61NuyjUyv3P7nf/7nqPmLgGzChAktLS1J1TbtjLcpiG+j8V/GE4X9+vXzqoSa02c4Tm09RYR069ateJeaMWPGoUOHxP6uvb1906ZNkyZNkvO3bdtWUVHxTScRgYmP9vmYdhaJVABAnNRNecXFxVZpjNGM1UNH1WuYn3322ZQV9ls+//zzvLw8EVVUVVWldEXGy+rtn7lqunJIxKymB8Q/9thjNosbHzwWGTydPXt29+7dVk+cNyX+wQ9+4IeraZ0Q444qduR/jRFnV6lRwOgzHKe2nuvXrxc/BP/+978nk4k60SCiq2PHjslpMSEvXXRInx4FvLVy5Uo5etm/2V0+glhSj1A3UgP/nj17UlZYzxhvJ7S50t/4VIv8/Hw50/jMUuHUqVNRl4165X6SRKf89Kc/TUmLuMQYvI4YMSIywW9/+1uV4K233kp/CZGhzXCc8lOEyVzk3t7e/sorr6gTBGJ/oZ6qJSbieouFPj0KeKusrEyOXlbn/qT6+nrjyL1//37jf43D5LVr11JcZA988cUXqoJ33HFH1DQNDQ3GyKa5uVn9Sx3ek/+KPBJjvFVTGDlypJxvvAjJROyf5YNVL1y4IJI5ObKVl5f3hz/8ITUtlKA//vGPqnhWd1yqBLx72xP6DMf+rafcAMTP3IsXL6o5xgSRsZr9viBN5Qb0po7NbNq0yT6l6bryu+66Sz2Y9IMPPgj8lms8fxc1QUlJiUrw6KOPmv5rbDrjDZsiHjXFRvfdd59xwaVLl0buHtevXx9ZABG3TZo0yeE5RBEm+uF9f2PHjlVFskpTWFgo06TiUWeIKcAbtYmv69ne3r5hw4YpU6bIjxzBAvxPvYgw5iuNo77MRIQdTU1NDz30UOCHwF/+8peq1lu2bDH919g4UWOFjz76yNhu2dnZIh4yHbgS+vfvH3Xt1dXV+fn5Iv3vfve7mEVtaWkxntKNS7dOoltFDs8991yqHz2tzp+KqlmlCYfDqngNDQ0pLQ8i6TMcd4F6qiNVpmuwxEfnmejTo4C37rrrrozO9xlfuXIlZuLdu3dHHZXVKTARrqWhzF5R9Y2843Ly5MnqvytXroy6+LRp0+yDG6voKhkbN24UsYuTw1r2RCS0YMECd29RNN48sWLFCqtkxuB11qxZLhYATmRoMxz7sZ7Lli27dOmSmLh586b4qaECKXkXYWNjI3cRAr6lzr9cvnzZSfpTp04ZrygymTFjRorL66UBAwaomhovsTI9M8Imh6FDh1o13Y9+9KNUl7+pqWnYsGHJB1sijHblSNLOnTujtmckdX42sWcJIRn2X+kg8WM99+7dK6+TFb+TamtrRUSl/iXiLZ6DBfiZHLrEoBvvCwTnz58fOfR+9NFHKSqnH7z77ruqpsaH2o8YMULNj/mwq/Hjx5saraCgwD68SIXPP/9cVCE7O1ueE0wgzBJLff/730+mDHfffbfKyj7lrFmz1Hp5WEOa6TMcB7mepq3X6+IAWkhmi7t06ZJxbPbqzVrpZKyvPF9mfB+24OSiJREiLF269K677qqurvbzc0GPHDkyaNAgJ+GXSJbA0+RVzjbPYJOMr815/PHHE60QEqHPcKxNPbXpUcBDYnSXD3KMOcLZ+PGPf1xYWDhu3LhUXxDtB4sWLVIjfUlJSce37y6cPn261wVMobVr19o8ClUSMdPMmTOdRI3GB3+8+uqrMdOraMzqpZlIEX2GY23qqU2PAh5Sb3q2eREhTEzxhHHa66KlycKFC2Me1iooKLA/l3fHHXeoxE5C84kTJ6r06vkgSAN9huMg19O0fXpdHCD4jhw5Ijc3mxcRwmT27NlRQ4rNmzd7XbS0EvHTD37wA/tI68EHH1TpKyoqZGL5diOVxv7tQ8rVq1fVIqZHhSGl9BmOtamnNj0KeOjjjz+WI1avXr28LktXYnr7jVBaWup1obz0xhtv5Obm2kRaNmprax2uRQVz+hws9AN9hmNt6qlNjwIe2rFjhxyxvvvd73pdli7G+OrAVL9tugtpa2vr27ev8+hKhErOL92bPn26WnDr1q0prQgUfYbjINfTtOF5XRwg+NQl23G9ix2wd/bsWYePfoj5fEQj4/PGuNQ9bfQZjrWppzY9Cnho5MiRcriyevg4kLDf/OY3xpN6o0aNko/7En8XdLp+/Xq8eRpfLsSl7umhz3Ac5HpyBAtIs9LSUrm5vfnmm16XBYjt5MmTaozo16+f18XRgj7DsTb11KZHAQ+p4wFHjx71uiyAI8Zncfn5Ma2Boc9wrE09telRwEPqzq8DBw54XRbAkeXLl6sAy/jCIqSIPsNxkOvJKUIgzVSA5fBNz4AfRL6wCKmjz3CsTT216VHAQ3l5eRmdT3rU4S03CIx58+apAGvcuHFeFyfg9BmOtamnNj0KeEUEVRwwRhdlPN1x5coVr4sTZPrsH4JcT04RAumkXkTII4XQ5VRUVKjBgjdpppQ+w7E29dSmRwGvvP3223J86tOnj9dlAeJmvBLrX/7lX7wuTmDpMxxrU09tehTwyuLFi+XgdPfdd3tdFiBuzz77rPGkx/nz570uUTDpMxwHuZ6cIgTS6c4775Tb2uzZs70uC5CIoqIiNWR069ZNPike7tJnOPZjPY8cOVJVVZWbm1tQUFBbW9vY2Kj+tXr16vxO4XA4rjz16VHAK2pwWrp0qddlARJhvFFDxlhNTU1eFypo9BmO/VhP8fP38OHD7e3t4ru+YsUK9WL5bdu2VVRUfNOpsrIy5ks9OYIFpFOvXr3ktvYf//EfXpcFSNC+fftMMda1a9e8LlSg6DMc+72eIszKycmR0yK6OnbsmJwWE+Xl5c7z0adHAa9kZmbKMYn35KBLe/LJJ00x1t69e70uVHDoMxz7vZ4HDhxQR7BCoZCIt+S0mBAfneejT48CnhC/8tWAxFNG0dU9/vjjpnMgeXl5586dk/89ffp0//79jXcdiuk5c+a0tbV5W+wuQZ/h2Nf1PHv27OjRoxsaGuRHU6+oI1tKhq00FRrQ0q5du9RI43VZABdExlgOdeuUmZl59913q5hMET8/xo4da1qkpKTEkzp6Qp/h2L/1PH78+LBhw86cOaPmcAQL8C3x810OFZG/fIAuav/+/YnFWCYjRoxobm6eOHGi8aBXZFhmjMba2tq2bdv20ksvBe/diPoMxz6t5969e0VEf/r0aeNM0zVY4qPzDPXpUcAT8i2Ewp133ul1WQA3FRcX2wRPNjFTAn74wx+uW7fOlGevXr28bgM36TMc+7GemzdvHjx4cORD3uRdhI2NjdxFCPiNGhKWLFnidVkA9+3fv7+0tDQ/P79v374PP/zw9evXjf9tbW0tKyuLK9gSie+99171y8ReZmZmYA5l6TMc+7Gekd8t9a9wOMxzsAC/+eqrr9TW+uWXX3pdHMAXfvOb30SGXGKO6T08zz//vMOY7KmnnnrkkUfECJiVldW/f/+TJ096VbVk6DMcB7meVlEaAHfNmjWLDQ2wsn///kWLFm3ZssUqQXNzs3rKiYrDnnjiiYEDB9qHXFOnTk1jPdyhz15Cm3pq06NA+onf03J3zxXuQMKuXLkybdq0MWPGvP/++2qmiMzsY6w9e/Z4WOYE6DMca1NPbXoUSD+1r3/ggQe8LgsQNOfOnbO//dDrAsZHn+E4yPXkFCGQBsZb2Y3PVQGQOsZTipMnT/a6OHHQZzjWpp7a9CiQZhMnTuRnDJBm9fX1xiMIf/vb37wukVP67Ci0qac2PQqkWW5urtzFFxYWel0WQCMTJkxQAVZRUZHXxXFKn+E4yPXkFCGQBmoTq66u9rosgF6M12aZHs3tW/oMx9rUU5seBZLU1NS0Z8+ezz77zEniy5cvq/37iRMnUl02AEZ1dXVqA8zLy/O6OI7oMxwHuZ4cwQLiNWXKFLXJ9O3bN2b6Bx54QCbucrcyAcGgHpIivPjii14XJzZ9hmNt6qlNjwIJe/rpp00/S2pra+0X6dGjh0wZ18vXAbjl7bffNm6zly5d8rpEMegzHGtTT216FIjLr3/96+Li4jFjxnz44YcZ0bS1tdksrpJNnz49bWUGYJSfn2/cZktKSpqbm70ulCV9huMg15NThICNpqYmq6cXGucvWLDAKoe//OUvKpnDa7YAuO769etWG3JmZuYdd9zx1ltveV3G/6PPcKxNPbXpUcAhm2dDf/nll8Z9tFUO/fv35wcM4Ac7duyw2pyV7Ozsf/u3f/O6pBoNx9rUU5seBZy47bbbrPbCW7duFQmGDBmi5syfP18tWF1dHbkIT8ACPHfp0iURQsUMs4zxVllZWXl5+Ysvvmh/JYC79BmOg1xP05fJ6+IAfrFx40bjpiFipoULF+bl5fXq1eujjz6SaZqbm41p5P7X6r2zv/vd7zytEID/8/rrrxcVFdkcoo5KpE/PhqzPcKxNPbXpUSAm457X5uL0kSNHqmQi9rK6ziMj1oXwADwkNs8+ffo4j7RE4rlz577zzjvi76BBg0aNGrVlyxYXy6PPcBzkepq+NF4XB/CFgQMHqo0iJyfHJqXYLxu3IOPLZY0h2saNG9NWeADJ2Lx588SJE8WG7zzeMsnKyjp58mQyZdBnONamntr0KLQl4iGx6+zWSQRD+fn5991338GDB41p7rrrLuO+8sKFC/Z5PvTQQ5F7WJF/a2trKqsCIH2mT5+eQKRlcw+yCMJy/yEvL6+wsHDx4sXqOLc+w7FP66m6yjR/9erV+Z3C4XC8GbpXOsB3nnzyyXj3j9/73vec5BwKhUwL1tXVpbo6ANLshRdeiPeyrXiJeKu+vj5Dm+HY1/U0dcO2bdsqKiq+6VRZWSk+xlzcKJUlBbz07LPPxrunsz85aGK8Nal3796pqwgAH9qyZcu0adOKioqSi6+0G459XU9TN4jo6tixY3JaTJSXlyecFZCw119/Xf3O69mzZ1NTk7flkb8I4yJ+R8Z7jm/r1q3iV80rr7ySoloA6BI2bNjQvXt3tTMRO0PxUexSxM8w5wfAvK5Emvi6nqZuCIVC7e3tclpMxPXuM316FCn10UcfRe4sxJ7FdKlTihifQVVYWNjWybhTE9Omy6r+67/+q0+fPjKN+Ct+g+7fvz8NRQUAqaWlxXT0y+sSpYmv62nqBtPHyHMchMxINeOddJFEBPPQQw+laNU/+clPYv0szPD8cBoAWHnttde++93v6jMc+7qeGRzBgp8888wzMUMcad++fe6u2kl09ec//9ndlQKA6/QZjn1dzwzba7DEx5iLG6WqlNCG8WTcwYMH29raBg8ebBXuzJo1y631vvDCC8aco17oUFNT49bqACB19BmOfV3PjGh3ETY2Njq8i9AmKyBehw8fVtFMUVGR8V8XLlwYPXp0ZNzTu3fv5B9xbnrap1hLc6eCggI5JzMzk2NXALoKfYZjn9bT6uBTOBzmOVjwhApohCNHjkRNc/DgQdePLWVlZZmiq2RyAwBv6TMcB7meVlEaEK+mpib1RYp58V/UC+Hz8vLWrVsX73qNUZ3wt7/9LdEaAIAv6DMca1NPbXoUqdC7d28V5bz99tsx0992222RMZY6CuXwzanGlQorVqxIuh4A4DF9hmNt6qlNj8J1CxcuNIZHDpe6cOGC/WP3pkyZIq/QampqGjFiRHZ2dlFR0euvvy7mnDt3znQYbPTo0SmsIQCkiz7DcZDraRrPvC4Ouph9+/aJiMcUJP3yl7+MK5NXX33V/tFZThQXF6eojgCQZvoMx9rUU5seRfKsnnfVvXv3hPNsa2ubPHlyAtEV7/4DECT6DMdBrqdpoPK6OOgahg0bFjXQcesOvueff975G7uqqqqSXyMA+Ic+w7E29dSmR5GMqBeni3jIxaeGSi0tLZMmTcrMzBSZ5+Tk/PznPxczr127Ji/GCoVCv/3tb91dIwD4gT7DsTb11KZHkTDjK+JlXLV3716vCwUAgaLPcBzkenKKEDYuXLjw8MMPj+9UXFxs+rbk5eV5XUAACCB9hmNt6qlNj6Zaa2vrCy+8MHTo0B49enTv3j0rK6tbJ4cXFXUzcJg+MzOzV69eP/vZz5qamjo6z6M9/vjjI0aMKCgoyDUQhRHJxowZIwKmCRMmiL8TJ04cMmSIKKc8E+ewhELfvn29bmYACCZ9hmNt6plQj7a1tYlg4vbbbw+FQmIIz8/PF+P3+++/70qRXnrppby8PBVAuJWt60QjVFdXG1/YEmylpaVeNzkABFYGAVYAmAbO2bNnT5gw4cEHH3zyySfLy8sHDBggwyYjeTwmrvFYpO/Zs+eUKVNsHs/d3NxcVVXl5DiKSJOTk2N/WEjMLyoqSun7fb/44ouRI0fG2xRdnahvXG8QBwDEK4MAK2C8HrtTS0QGIjocMmTIxIkTH3nkkYaGBidtcu3atUcffbRv374JhJU2JZFEniLuHD58uAhqx4wZU1hYaPW8TXkMLzs7W6QZOHBgjx494j3tGFfxROa9e/d+4IEHRBCZ6m8dAMAkgwArAFwfniEiofvuu6++vt7rvgUAdEkZBFgBE1cYoa6LmjdvnimYaGlp+dWvftWvX7+cnJzEDrHIYzNi8aqqquvXr8ts33zzTTHHKqbp2bPnmDFjvvOd7/To0SP9p+2ys7N/8YtfyLfmAQCQjAwCrIBJZ4+KIOzpp58ePXp0YWFhXl6eiIrKysqOHDni4ipEuPPTn/40FAq5G2/JM2jFxcXPPvssERUAwHUEWEFgih68Lk66ffrpp3Pnzh3/bRM6iYmpU6f+53/+J1EUACCd9BmOtamnNj0KAIBv6TMcd7F6rl69Or9TOByOa0F9ehQAAN/SZzjuSvXctm1bRUXFN50qKytjPrJI81OEAAD4jT7DcVeqp4iujh07JqfFRHl5ufNl9elRAAB8S5/huCvVMxQKtbe3y2kxIT46X1afHgUAwLf0GY67Uj1NvZKTkxOZwEYaSwoAAKLQZzjuSvVM8ggWAADwXGpiBN/pSvU0XYMlPsa1uLud6vpXhAz9lqHPi0eGfsuNDH2Yoc+LR4bB1pXqKe8ibGxsdHgXoQnbLRl6mBsZ+jBDnxePDP2WGxn6M0Pf6mL1DIfDiT0Hq4Ptlgw9zY0MfZihz4tHhn7LjQz9maFv6VLPDrZbMvQ0NzL0YYY+Lx4Z+i03MvRnhr6lSz07dOrUFKEBk0QDJo82TBINmCQaMHn6tKEu9ezQqVNThAZMEg2YPNowSTRgkmjA5OnThrrUs0OnTk0RGjBJNGDyaMMk0YBJogGTp08b6lLPDp06NUVowCTRgMmjDZNEAyaJBkyePm2oSz07dOrUFKEBk0QDJo82TBINmCQaMHn6tKEu9QQAAEgbAiwAAACXEWABAAC4jAALAADAZQRYAAAALiPAAgAAcBkBFgAAgMu6cICV8Q/GmUeOHKmqqsrNzS0oKKitrW1sbIy67OrVq/M7hcNhJ/MDyaoBKysrZQNWV1d//fXXUZelATssGlC6cePG0KFDbR73QgNKUdsw49uslqUNO6y/hGfPnp0+fXooFBo8ePDOnTujLksDdjj7BhYVFUVdlgaUorZhQ0PD7NmzQ53ExKVLl6IuG+w27MIBlmTqVNGRhw8fbm9vb21tXbFihQi2IhfZtm1bRUXFN51EMCE+2s8PNlMDzpgx49ChQ21tbaINN23aNGnSpMhFaECjqBHAypUr169fbxUc0IAmkcNbzEVoQyNTi50/f760tPTAgQNiKxY/MpcvXx65CA1oZPOVE7vBqGM8DWhiasOysrIXX3yxrVNdXd24ceMiFwl8GwYtwDISO5ecnJzIlKLnjh07JqfFRHl5uf38YLMfzHJzcyNT0oBGkQ1YX18vhjexW7GKG2hAE+cBFm0YlanFampqrI5a0YBRWX3lxCAituXr169HpqQBTUxtmJWVZfyo51AS5ABL/IAzHsFSKUOhkNhs5LSYEB/t5webzZ7llVdemT17dmRKGtAosgHnzJmze/fuyH/RgFYiG6qoqEj8Oho+fLj47Rs1JW1oZGpA0XpbtmwZMGCAGNXmz59/48aNyJQ0oJHVbnD79u3Lli2LmpIGNDG14bx588TG295p7dq14mNkysC3YWADrLNnz44ePbqhoSHmIuool9X8YIvagPKEenFx8cWLF2MuQgMaPx4/fnzKlClR/2W1iOYN2GHdUPX19TNnzly1alXMRTRvw8gIdcmSJbdu3WptbV26dOnChQtjLkIDRp0vQvzz5887WUTzBuyIqPjVq1fldaiCmDAeBbRaJHhtGMwASwxyw4YNO3PmTNRFAh81x8XmCNaGDRtUrGBEAxpFXnlw6tSpqP9SaEATm+PQN2/ezM/Pj5xPGxqZGlDUWoRWclqEWcazM8Y0NKAS9Rv41ltvGY+7mNCAJqY2nD59el1dnboGK+r10IFvwwAGWHv37i0pKTl9+rTVIqbzu+Kj/fxgs78GK+pPBxrQyP7+o6jNSwOaJBBg0YZGpgasrKw0BlhRxyca0CjqN3DcuHEnTpywWoQGNLE/7KTnUBK0AGvz5s2DBw+OelBXpZR3KDQ2Nka9cyFyfrCZGnDZsmXyfloxsIXDYeM3mwaMyskV2aaPNKBJ5DXa8tz01atX586da7wIhjaMytSAO3fuXLp0aWunJUuWVFdXR6akAY0it+IjR45EvbaaBrRiakMRnq5du1Zdg2W8i1CfNuzCAVbU4wQ2xw+M0yJ0iPqMDav5gRS1ofbu3VtWViY+9u7d2/QgMRrQJOaRKqsAq4MG/Af7L+GgQYNWrVqlDsZ00IYRrL6EdXV1YhPOzc1dsGBB1IvcO2jATlYNKAb4Q4cORU2vpmlAKWobit9I8pmUgpgwXs6rTxt24QALAADAnwiwAAAAXEaABQAA4DICLAAAAJd11QDL5qXOUV8SaZXe4buNrbLtsH7ZqsPFOxy8GBgAAHQtXXVQt3qps9VLIq3SO3m3sU22in14ZL+4/YuBAQBAlxOEQd34UmcnL4k0vQTaKOojj51kax8e2Sxu9WJgAADQdQVhUDe+1NnJI/ZNL4FWiU3vNjaKma19eGSzuNWLgQEAQNfV5Qd100udTWFK5JGqqC+BlhdRWb3b2Em29uGR1eJOXgwMAAC6nK49qEe+1Nn+UJPNS6BN7zY2Xboe7xEsh4s7eTEwAADocrrwoB71pc42L4mM+RLoDosXUtpnK8V1DZZaPCOCTSYAAKCr6KojutVLna1eEmmV3ubdxk6yVZzcRWj/6kqiKwAAAqOrDuo2x36iviTSKr3Nu41NrN496fAQVMxXVxJgAQAQGAzqAAAALiPAAgAAcBkBFgAAgMsIsAAAAFxGgAUAAOAyAiwAAACXEWABAAC4jAALAADAZQRYAAAALiPAAgAAcBkBFgAAgMsIsAAAAFxGgAUAAOAyAiwAAACXEWABAAC4jAALAADAZQRYAAAALiPAAgAAcBkBFgAAgMsIsAAAAFxGgAUAAOAyAiwAAACXEWABAAC4jAALAADAZQRYAAAALiPAAgAAcNn/A3CYhYYf3vjHAAAAAElFTkSuQmCC)
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