Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Tikemani_Bag_100423_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 08, 2010 |
Start Time | | 2010/11/08 23:00 |
End Time | | 2010/11/09 23:00 |
Key Words | | Magnetosphere |
Model | | GUMICS |
Model Version | | 4-HC-20140326 |
Validation Level | | 0 |
Coordinate System for Input | | GSE |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -17.76 |
Dipole Tilt, in Y-Z GSE plane, deg | | -6.28 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 82.20000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Tikemani_Bag_100423_3 |
Minimum Dst Value | | -14 |
SW Source | | WIND |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIERlYyAyOSAwNDowNzo1NCBVVEMgMjAyM6AvbVIAAAGudEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiVGlrZW1hbmlfQmFnXzEwMDQyM18zOiBHVU1JQ1MgcGxvdCBvZiByaG8gYWxvbmcgR2VvdGFpbCB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAxMC0xMS0wOFQyMzowMDowMC4wMDBaIiwgIm1heCI6IjIwMTAtMTEtMDlUMjM6MDA6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MDksICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjowLjE4MzQwNzk5OTUsICJtYXgiOjExLjE3MzU1MjAwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX0TQhZJAAAABGdBTUEAAK/INwWK6QAAM/BJREFUeJzt3X9MHOeZwHFiTBZqHHBKcqQhDnJxQxt8hta6Uh91OIteSUMUImMdl0MWtWjqKFglMmk4So7URsESd6IVsrYtueAKnaiCcqjij23EKUQmd0hHTyjaq1YVjbCO6LDMyShaRatoZfke86Zze+/+YFlmd2b3/X7+QLvDzDvvvs/svs/OzL5v3h0AAADYKs/pCgAAAOQaEiwAAACbkWABAADYjAQLAADAZiRYAAAANiPBAgAAsBkJFgAAgM1IsAAAAGxGggUAAGAzEiwAAACbkWABAADYjAQLAADAZiRYAAAANiPBAgAAsBkJFgAAgM1IsAAAAGxGggUAAGAzEiwAAACbkWABAADYjAQLAADAZiRYAAAANiPBAgAAsBkJFgAAgM1IsAAAAGxGggUAAGAzEiwAAACbkWABAADYjAQLAADAZiRYAAAANiPBAgAAsBkJFraRl8dBAtdJx2F57dq1ioqKbUtOx65z+F2Wwy8NSIxDH7FZH4tu+Hx0Qx3gKuk4JOrr69977z1Hdp17R3g6PkByr5WQ2zheTZcXi7aCU3VLUmTNi4qKnn322evXr6dpF9rygYGBfVv6+/uTWS5u3bpVWVkZWdS777578uRJj8ezf//+s2fP3rx501re2Niolp85c+a///u/E9RwRysrN27cOH/+fEVFRUFBgVT1qaeeeuedd6zXG7MRrAdHjx7V/ltXVxezT/39738vEZHyZS+SwczMzKjlH3/88UsvvXTw4EFZLnU+derU+++/v22doyuT8grRpPVs2XUK0v0uSxDrndppVRMfSxng/k8w5CqOPHwm3seQ+z+eImv4ySefSHIT3f3bviPxxhtvnDhx4n+2SHIjTxMvVy5cuHD58uXIoqS3m5ubu337digUkpxDki21/Nvf/rb0guFwWP41Ojr6Z3/2ZwnqtqOV72z1uJLcSE2kkvL0008/9fl8UpOYr1RbKA8kVZI6W/+SbWVJdIL14Ycfyl6kBaR8ebq8vPzcc8+pfz355JPSFCoRlP++/fbb0laJ6xyzMimvkPImWZdgJY71TpFgAUniyMNn4p24sh5I7/iFL3zh5z//uXra399/4MAB+dIvXWYwGLRWvnLlijot8fjjj7///vtvvvnmoUOH5GldXd3vfvc7tdpHH3106tSpoqIiWS4drXXORjaXzlhtLut/8MEHMeuWuOZ3Ik5FxNuR9DGdnZ2y2oMPPjgyMpJazypZlHVFSR40NDQkXn5n63SOtIakQfH2KOmRVDXmv5I8vxK9csx9vfDCC//wD/8Qb/NtE6zZ2dnIfEhe469//evoY0YaWY6HmLuQlykvdpuXsVWU1FPCJK9ISpMcVNuFLJHXos4XygO1QrzTsaltIkvGxsbKy8vz8/PvxD9KYxarSXDkJy4k3k6TOZITx/pOnPdykq207SuK2Z5aIVoLb1tmvDqLV155paSkZP/+/VJgzH0laGGrDnJsv/XWW1aZ8jVAPvoi9wIkgwQLn0mcYL3zzjvyESNffNXC11577ZlnnpEvxJIrdHV1nT9/3lq5vb1dvjFL3/nTn/5UPvQjnx4/flytJrnXv/3bv8lC2Vw+EKWHsDaXj0spVv4lXYJ1Gib5BEs+BAcGBiTFSbwjefzss8/Kyh9//LF8lKeWYEkHYKUI8kCeJl4unn76afXBHW+P0sLWGSyLar0kTzlErxxzX2VlZbdu3YpXyLYJlvx97LHHfvvb38oDaWF5HL2CkK5OWjjmLuRlnj17VkUnwcuRoiRSH2+RBxI4bRcvv/yyHIrWCvI0wUtIbRNZfubMmchvETGP0njFRkpw5G9bt5g7TeZIThzreO/lJFtp21eUzBksrYW3LTNenf/u7/5OEjJZLnln9KGy7euy6nDt2rUjR45Ym7z44ouSvMZrQCAeEix8JkGCJV+dJbtSvalSUVHxX//1X+rxJ598Iv2otbL1KSmfj9rTmOdmZLl83bQ2t75QRq6/bYIVSboT61RZvB3J91T5lqwey4PUEiztabzaWsvlU9tKMWPu0e/3S9ei3UCmXpSkqisrK8nUMMmVtVhEn1GIWXjkA6/Xe/r06TtbWeObb74ZvUL0XiJJly+psHRjkoDK4XThwoWYSYAUZR1p0jISOG0XssRqMXkgrz3BS0htE1muLq5ZT2MepfGKjUc78retW7ydbnskJ451vPdyCg0b8xUlmWBFtvC2Zcars3xMRd9/qe0rweuKrEN9ff2vfvWrO3+8zK2ucQM7QoKFzyRIsB577LGLFy9q/42kTuwnKER7Kl9PT5w4IT1rkpsnfwZLPgcvX75sncHa6Y4S2+UZrKNHj1pJavQeJf06fPiwdeknkhQiX6Ct5CyxJFc+cOBAdEKTuMG11pMdST/361//Wv6q17ujM1iRpJ978cUXo0/dRdckOotNMs3dUZmJ10/yKI2ZXG57QCZZt3jrx3wJ28Y6mfdyvJrs9BUlU+1kykymzsnsK97reuedd7785S/f2brMra42AjtFgoXPJPgEv3nzpuRYP/3pT63/Sp9q3RiRTCHaU9l8dnY2HA7L48gbknafYCnWHUjxdhT5vV++CqeWYGn3WllZXbzleVGsomZmZuRb8vLycoK9JzgblMLKZ8+ejb7qYVWpsrIyEAhE/kueSg211aSEffv2Wff3RMdrR51TzDrnJXEGK3KFJM9g7WiTJI/qeMVG2vbIT7JuOzqSE8c63ns5yZps+4pSSHq2LTNenZM8g5Vk9Ovq6uSLpbwXkrlZEIhGgoXPJE5u5OPs8ccftz6mL1++/PTTT6tP9pWVleibJBI/la/U6jdoUmxHR4eNCZZ8HL/++uvyyZh4R6+88sqpU6eCW06fPp1agqV+LSglx/wVYfTyeEVduXJFOgwtobmzdW/yhx9+eGdrRIP+/n4rUYspwcoxX530MdLTSFvduHHjztbpKPnKbq0p8a2vr7fOt0nmd/z4cVmYoMA7seKlLq/8/Oc/V52l3++XKKh/nTx5UtJKddlLGurll1+O+QLztu7BUpGKeQ+WuglJXrWs8Mwzz1i31Ejmp15atHib7DLBildspG2P/CTrtqMjedtYx3wvJ9mw276imFXSCtHW2bbMeHVW92DJVpH3YGn7Sj76b7/9tiy8evVq5MIkPyuAOyRYsGyb3MjH1tGjR4eGhtRT+YyT73b5+fmy0PrFTZJdkc/nO3TokGwrva+kF7tPsCwej0c+eVWqkWBH0q/L1/qCggL5KJescdvzPfHOPEkqE3O8q3jLo19adOHWvyT/kLaVp1LJyPGxYkqwcrzWk/6pq6tLvsFL+6iRqK5du2b9d2xs7MiRIwVb5EHkiajkE6w7Wz+cVL8Ik7187Wtfs8bBev/99yUhUMul+5cEMd45UQmQ+r2Y1Na6FSYylOfPn/dsefHFF60VRkdHZUnMqsbbZJcJVrxiI2175CdZt50eyYljHfO9nGTDbvuKYraqVoi2TjKfDzHrfGfrHnZ531m/IozeV/LRl2NVXSWMRIKF5HGswHSSjckntdO1QGz0Z8nL+SPZutcqMyQNffvttzO5R+QYPrxgKPmmGwwGb926Fe9qDtyABGtbhhzJkj5ad+BlwK9+9avIkRqAFPDhhazhiSXl0q5cufLggw8WFRVZw1faW36aZEUlbZTbr84W0UdyTpIXaI1ynG5y1B08eDByYBogBSRYAAAANiPBAgAAsBkJFgAAgM1IsAAAAGxGggUAAGAzEiwAAACbmZJgRQ+WDQAAbOR0V+8upjQHgQcAIH3oZzWmNAeBBwAgfehnNbncHJy6BAAgM+hnNaY0B4EHACB96Gc1pjQHgQcAIH3oZzWmNAeBBwAgfehnNaY0B4FHMtbX11dXV52uBQBkH/pZjSnNQeCxrampqb1798qh8pOf/MTpugBAlqGf1ZjSHAQe23rmmWfUD06rq6udrgsAZBn6WY0pzUHgkcDq6mpLS0vkoB7T09NOVwoAsgn9rMaU5iDwiCkcDo+NjRUXF8sRUlpaOj4+PjAwII+rqqpCoZDTtQOArEE/qzGlOQg8ogUCgfr6enXKqr29fW1t7c5WytXY2ChLuru7na4gAGQN+lmNKc1B4BFJsqjBwUF1S3tFRYV2QdDv9+/dIhmYUzUEgOxCP6sxpTkIPCxLS0s1NTXqxNW5c+c2Njai15Hl8t/a2lpJxTJfQwDIOvSzGlOag8BDBINByZzUiavq6uq5ubl4a0rWVV5eLquNj49nsoYAkKXoZzUubY54MzQPDAzs29Lf37/TAu2rHbLSzMxMZWWlHAmSYPX29m57D7vP55M1y8rKYp7iAgBEop/VuLo5tGi98cYbJ06c+J8tjY2N8jTlomCUf//3f//iF7+4Z88eddXP7/cnuWFra6ts0tnZmdbqAUAOoJ/VuLo5tGhJdvXee++px/KgoaEh5aJglC9/+cvqhOhf/dVf7eieqtXVVTWCw8LCQvqqBwA5gH5W4+rm0KJVVFR0+/Zt9VgeyNOUi4JRDhw4oBKsqampnW47PDysbthiWCwASIB+VuPq5tCipT0tKCiIXj+BtFcXrhQIBCT6Ho/nH//xH1P4SaBsou7ckkwrHdUDgNxAP6txdXNwBgu7Nzo6KtFvaWlJuYS5ubm9e/cWFhYuLy/bWDEAyCX0sxpXN0fie7DkacpFwRxqWPaRkZHdFNLd3S2FNDc321UrAMgx9LMaVzdHzF8R3rx5k18RIknBYLCwsFCiv7q6uptyNjc3S0tLpZyZmRmbqgYAOYV+VuPS5oh3+1R/fz/jYCF5kg+pmZt3PyD7xMSEmldnfX3dlroBQC6hn9WY0hwE3kzt7e0S+sHBQVtKU1cbOzo6bCktecFgcHl5uaenp66u7gc/+AGz9wBwIfpZjSnNQeDNpKa7WVxctKU0v9+vLjimb1isUCgke5menr506VJvb29LS0tVVZWa28fywx/+kDEjALgN/azGlOYg8AaSTEXiXlZWZuMpn8HBQSlzR4PcJra5ufnYY49Jmffff7/kUiqB00iCVV1dXVJSYi2RNRn7FICr0M9qTGkOAm8gNUZoW1ubjWUGg0E1LNbo6GjKhayvr09OTvb09NTW1moZlTyVXErq3NfXJ/Wfnp6WNFGdr1pZWZmYmPj7v/97WUGt3NnZyTyJAFyCflZjSnMQeAOpW6YkR7G32NnZWZXfvPDCC1NTU/Pz84FAYG1tLfF5sqWlJa/X297erq5aRioqKpK/X/va1ySXSuZkm+RbAwMDKjMrLi4eHx+378UBQIroZzWmNAeBN836+rq6dSkYDNpb8sLCQvRVPEXSncrKyvr6+qamJsml7rvvPln40EMPqQkNI09TNTQ09Pb2+nw+ycxSq8bKyorsRRV47Nix5GewBoB0oJ/VmNIcBN40k5OTEvTGxkbbS15cXFRpTUVFRWtrq+yiqqoq+ryURlaQlUdGRubn5228RX1qasratWRstmeTAJAk+lmNKc1B4E3T2dmZl7YJBMfGxgYHB6MHL11fX19ZWVlYWJidnf3FL37xwAMPSB1OnDghC9M3tsLm5mZ3d7c6XSfJFkOhAnAE/azGlOYg8EYJhUJlZWUSdHNmD1xaWjp27Jg6lXX//fc3NzdL4uV0pQAYhH5WY0pzEHijqKt4kmM5XZFMGx0dtQbN+pd/+RenqwPAIPSzGlOag8Abpa+vTyLe3d3tdEUc0NLSohKs73//+07XBYBB6Gc1pjQHgTdKbW2tRNzn8zldEQeEQqHR0dH8/Pw8+4awB4Bt0c9qcrk5tJ9xOV0dZEggEFBDIZg8n4w6h1dVVcWdWAAyg35WY0pzEHhzjI2NSbhbWlqcrojD1Dir7e3tTlcEgBHoZzWmNAeBN0dra2ve7qayyQ3r6+tqgFPJOJ2uC4DcRz+rMaU5CLwhNjc31Rwy0YNUGUiNtioNEggEnK4LgBxHP6sxpTkIvCFmZmYk1rW1tU5XxC3a2tpUg5h8RxqADKCf1ZjSHATeEOfOnZNYDwwMOF0Rt9jY2KisrDR20AoAGUM/qzGlOQi8IdTEfAxPEGlpaUmNPjo7O+t0XQDkLPpZjSnNQeBN4Pf71QDuXA7T9Pb2SssUFxevr687XRcAuYl+VmNKcxB4EwwPD0ugOzs7na6I64TD4fr6emmcpqYmp+sCIDfRz2pMaQ4CbwI12/HMzIzTFXGjtbU1NQH2+Pi403UBkIPoZzWmNAeBz3mSQOzdsrGx4XRdXEqN2lBcXMyoDQBsRz+rMaU5CHzOm5iYkCg3Nzc7XRFXU6Ow1tfXc5saAHvRz2qyqTmuX7/+1FNPFW2RBx9++GHy2xL4nNfe3s4A7tsKBoNqJmxGbQBgL/pZTTY1x9GjR19//fXwlqGhobq6uuS3dSTwPp9vcHBwfn4+87s2TSgUKi0tZQD3ZKysrKi2mpycXFtbi15BGlOWLy8vy6F7+fLlgoICWfmll17KfFUBZBESLE02NUd+fn7kU4/Hk/y2jgReaij73VE9kRrJZRnAPXlerzfvj5588snW1tbGxsaampqKigo10VBMkpa1tbXNzs4Gg0GnXwEA1yHB0mRTc5w6dWpoaOj2losXL8rT5LfNfOBXVlbuuece1TNleNcG6uvrk3bu6elxuiJZ45FHHomXSO3du7e8vLy6urqhoeHkyZPqDFZJSUnkCs3NzfFOgAEwE52dJpua46OPPlKTfgh5cOPGDW2FeB1G5rMcn8+nhhRXFhYWMrl3A1VVVUk7z83NOV2RrPHLX/6ytLT0gQceePXVV6empqTplpeXV1dXE5ydku8Mw8PDNTU1kW+r+vr60dFRv9+fycoDcCESLE02NUdTU9PQ0JB1D5Z8t05+20wGfnx8XM1M0tHR0d3dLQ8aGhoytncDqQHci4uL5cBwui5GCAQCklS1tLREXk/Mz8+Xv/39/U7XDoAzSLA02dQcBQUFCZ4mlrHAX7p0SWVXfX190t+HQiE1uuPExERmKmAg6exVOut0RYyzubkpXyek5a0LiA8//LDTlQLgDBIsTTY1R11d3cWLF617sNz2K0LpbNra2tQdKl6v11o+NjaWtzVBHrcGp4maBGZyctLpipjrD3/4Q3FxsTr4GegVMBMJliabmmNlZeXkyZOeLfJAnia/bboDL5Wprq5WN4dF34/S0NAg/xoeHk5rHcwkea06ZSgPnK6L6c6dOyeBGBwcdLoiABxAgqUxpTnSGvjl5WV1HbC2tnZ9fT16hbm5OXWTUMz/YjdmZmbUrdZOVwR33wiS7JaWlpLsAgYiwdKY0hzpC7zP51PDNjY3Nye4CKjGGec+Idupy7KcNXEJFY6RkRGnKwIg00iwNKY0R5oCL/26uj7V29ub+CdsgUBA/eSKH7TbSFr13nvvlVZdXFx0ui64SwIh4SgvL+eOQ8A0JFgaU5ojz+5JVCSd6uzsVHf1Tk1NJbOJJGF5zEZsq69//evqx2vvvfee03XBZ44dOyYRGR8fd7oiADKKBEtjSnOobvj8+fO7vwvqd7/73QMPPKAKLCwsTDK7urN1O7a6VWtmZmaXdYBy4MABFQgmfHSP2dlZiUhVVRXDkgFGIcHSmNIckWNP19TUdHV1yTfsQCCQ5OaSlk1OTvb09NTW1qprUnlbkwzu9MrUyMiIbFhdXU3fs3sSvvz8/D179vzwhz+kPV1FjfY+PT3tdEUAZA4JlsaU5pDA33fffYcPH1a3TFnKyspaW1sl71lYWNA66aWlJa/X297eHjnpjaJmZ0th5jvZhaRoXECxhbpEK7my0xWBbnh4WELT0tLidEUAZA4JlsaU5rACHwwG5+bmBgYGmpqa1NCIFo/HI/lWSUnJsWPHtH8VFhY2NDT09vb6fL5dTnA7NTWlEjvGY9wNSX/3btnRcGjIjM3NTfXT2uXlZafrAiBDSLA0pjRHvMBLB6BOU1VUVGinqcrLy9XJrfn5+VAoZGNlmpubpfxz587ZWKZpWlpaUjuJiMwYHBx0z7gk8q3myJEjXV1d9r6RAUQiwdKY0hzJBH5yclJNWKuGiU/fbT2BQECdfbH3h43msAZuZUBL11pbW3PJKcbx8XH1vhZvv/22s5UBchgJlsaU5kgy8MvLy7afr4pJTSrS1taW7h3lJDX10MDAgNMVQSKO3yS3vr6uzhZbDh8+zGwKQJqQYGlMaQ63BX5jY0Pd5sX4AjslLSbtxnws7reysrJ3797CwsJd3raYmrm5uaqqKpVXSS4+MjKinlZWVnLmGEgHt/Wzjsvl5tDuqXK6Ojo1ZMOxY8ecrkiWUT/DZDKWrKBOIPX29mZyp8FgsKenR/1eWI6WhYUFtVwycsmu8rbG6CI7B2znwn7WWaY0hwsDHwqF1Md98kOVYnp6Wp2E4G7lrJDy6cbV1VXZNoVTTUtLSyoFlwTr0qVL2ow96+vraqB5WYef8QL2cmE/6yxTmsOdgVdDNpSXl/N9OhnhcFhd5ZmYmHC6LkhWY2Nj3s5n4/785z8vW33uc59L/vKiHB6jo6Nqxs+amhrJtGKuJu+1+vp6cizAdu7sZx1kSnO4NvCq++nr69t9UfJlXTqVV1999dChQydPnsy9G03GxsbymIMl26iffJaVlSU//fPy8nLkxf3KysrOzs7x8XG/3x8v9JKHqbRJDYCS+BuL/JfzWIDtXNvPOsWU5nBt4BcXF/fs2SPVq6io+MUvfiG9kfQukhtFdySyRJZb/YH0KLKy5Bzd3d3Nzc3SCWmD1P/sZz/L+KtJo1AopMYq4/RV1lHnHb1ebzIrS3ytYX4feeQRdUbKUlpaKkf7pUuX5ufnJWOTN8Uf/vCH1157TW0i/01yok9yLMB2ru1nnWJKc7g58Nqo8ZEkpZAOoLGxsaOj4+jRo7Lk3nvv/cpXvhJzE0mwqqurH330UfVU+o9cOtPD6avsJTlTMrGT/3Z1damjt6+vT91mJ5mQz+cbHByUd4GWbMkBf99991lPJfHa0RAM5FiAvdzczzrClOZwc+CPHz8u1du3b9/p06elF6mpqYkeVj5aWVlZQ0NDZ2fn8PDw7OysdfVEuqW33nrroYceysuhweKtu6+kr3W6LtgxK3wJpn9eWVlRN6eXlpbGW03KWVxcHBkZkcNeVo48ZfvjH/84hYpF5lgOjo8l1VhdXU3+EirgTm7uZx1hSnO4OfCSEsnHa8y7RtbW1paXl+fm5iYmJlpaWqTvOXTo0D//8z9v+4VbtlKTwUn6lZ5aZ5Q6fSXZp9MVQYrUSSzJY2KexJqZmVFTqssKgUAgyTLlLdPR0SHH+Te+8Y2Uf1Vq5ViVlZWZz7Fk7/LuVufh6uvrM7x3wF5u7mcdYUpzGBh4+eBWX/GzfRgI+WavTukxKGv2krxKDUoih6W2fGBgQB2onZ2djpzFsX5XWF1dndYxUSWBW1paGh8f7+7ubmtrk91FnoTzeDxc/kZWM7CfTcyU5jAz8Oq0QWFhYVanJmraYE5fZTt1GrK5udlaIgmHmvVI8gxJOxysm3UeK29riIcLFy4MxvejH/1IErLa2tof/OAHiVdTl/u/9a1vydEb875JWfjVr371c5/7nHXnmYONAOySmf1sAqY0h7GBV9lJaWlp8ldeXGVjY0Nd68zqHBF3In4H6vf75enCwoK6LFhVVbW8vOx07e5me6o+6SMvX9K4rq4uyTWnpqakHawrm5JfqkTTDU0BpMbYfjYeU5rD5MCrOXflwz0bp7nt7e3N4/RVrhgdHc3buhQ4PDysfhLY2trqnsPy4sWLKhP69re/neDU1KlTp9Rqki0lWO373/++GoHlq1/9qhpUIvHe1ZB41dXV3O2OLGVyPxuTKc1hcuDD4bCaEq62tja7PrvX1taYEjuXSC5VUFCgshM1lY2r7jqSykxMTExNTW1bK1lH1tx2Aobl5eVkUitldXW1rKxMWqanpyfZGgNuYnI/G1Pam0O+re7fv1/avaSk5OzZs7ssze/3NzU1FRUVVVRUXL16NfkNDQ+89ATqN/AtLS2u6tIS4+6rHCM5hHW9zJqDGRY11aaknjQOspHh/Wy09DbHqVOnnnnmGfUFTv4+/fTTzz33XMqlBQKBQ4cO+Xy+27dv37x58/z588lvS+DX1tbUz7iyZXAsdfeVdDbqlh3kAEn09+3bJwfh8ePHna6LS6mTzeXl5dl1shm4Qz8bJb3NUVBQ8Omnn1pP5bHH40m5tM7Ozh2dtYpE4O9k1eBYoVDoe9/7nrpfx+m6wE4rKyvz8/PMbh6PtIy61767u9vpugA7Qz+rSW9zSDoVOQCgJFhFRUUpl1ZSUuL1euXTR4o9ffr0rVu3kt+WwCvuHxxLTVn9xS9+UV1I+o//+A+nawRklLpQmJdw4HvAhehnNeltjmeffbapqenjjz+Wx/L35MmTHR0dKZcmwevq6pIsTZK2559/PvpqY+LfSO/qleSQnQ6ONTMzI5ukabK2baesXl1dTcd+ATdTv/wtKyvjQiGyCP2sJu3NISnRvn378vPz9+/f/8ILL+ymqKKiIut82E6vNhL4SIkHxwqHw5L3+P1+ycAuXLhg/XB99z+n39zcvHTp0l/8xV9Iql1bW5tgyuovfelLJSUlstOUp0ABspc1e0F7e7vTdQGSRT+ryabmaGxsjEywdnS1kcBrvvWtb6mE5oknnpCvyy0tLQ0NDVVVVeqH4vHU1NRIxjw+Pp78sKWSq42NjanZedXQR5HiTVkNGE7eDups7sTEhNN1AZJCP6vJpua4evXq888/H9oi3fyZM2eS35bAa1599dUEiVR5eXl1dbVktM3NzX/6p3/6hS984Utf+pJ28U5yo9bW1pGRkYWFhcisSB77fD5JmNra2tTvFiPdc8898regoEC2StNlRyA3qFF25Y3mnrFYgQToZzXpbY7r168/+OCD0uj5fyQ9624KHBoaOnDggMfjaW9v5yb33Zifn5dmlGbp6Ojwer3T09OyJBAIJPgoDwaDc3NzAwMDTU1N2tW9wsLCgwcPPvDAA3V1ddo5sNLSUsnSBgcHpXzJjCX3Uo8z+FqBrCTvOPUVRd5xTtcF2B79rCa9zVFeXv7mm2/evn07rXtJBoG33fLysmRmkumqm0W0k1uSVI2MjKysrHDJD0jZ0tKSurDOhUK4H/2sJr3NIc3thuzqDoFPsw8++CA/P18a+dFHHw0EAiRVgF36+vrknVVcXJyl87XDHPSzmvQ2R0lJiUt+BUbg021hYUG+ZDOqAmAv+Qg9duyYfII1NDQ4XRcgEfpZTXqbY3R0tLOz0w3nMwg8gCwVCATUhcJXX32VQfDhWvSzGvubIz+hXd7knjICDyB7qbHrxIMPPuh0XYDY6Gc1pjQHgQeQ1awfkQwPD7vhsgCgoZ/VpLc58vPz01p+8gg8gKz23e9+d9++fSrHqqmpWVhYcLpGwP9DP6tJb3Ps37//008/TesukkTgAeSAubm56upqlWZ1dnYyBincg35Wk97muHz5snwEfPLJJ2ndSzIIPIDcEA6HBwYG1GC/paWlXq+XK4ZwA/pZTdovEXKTOwDYbnV1tbGxUZ3Kqq+v9/v9TtcIpqOf1ZjSHAQeQO6ZmZlRUyns3bu3r68vGAw6XSOYi35Wk8vNoc3f4nR1AMB+m5ubvb29ai72yspKn8/ndI1gKPpZjSnNQeAB5LClpSU14LvyyCOPMCQpMox+VmNKcxB4ALktHA4PDw/v2bNH5ViM44AMo5/VmNIcBB6ACf7mb/5GJVgPP/wwd74jk+hnNaY0B4EHYIhQKNTS0qIGcVhcXHS6OjAF/azGlOYg8ADMEQ6HOzs75XOvuLh4bm7O6erACPSzGlOag8ADME1PT4989BUWFk5PTztdF+Q++lmNKc1B4AEY6NKlS+qWLK/X63RdkOPoZzWmNAeBB2Cm8fFxNUqWJFs73TYYDMpWw8PDoVAoHXVDLqGf1ZjSHAQegLGmpqZUjtXb25v8VuFw+IUXXlAnwCTHSl/1kBvoZzWmNAeBB2Ayn8+n5ofu7OxMPDl0MBicmZnp6OgoKyuzRi59+eWXM1ZVZCn6WY0pzUHgARhuaWlJ5UwtLS3Rl/zW1ta8Xm9ra2thYaGVV5WUlKgHR44c2djYcKTayBb0sxpTmoPAA4Df71eTQ3/zm9+8cuXKzMxMIBAYHh6ur69X1xCV6urqvr6+xcXFcDi8vr5eU1MjC2tra8mxkAD9rCb7muPWrVuVlZU7DSSBBwCxurpaVVWVF0USLEmzRkZGVlZWtE02NzfVRIeSeMnmTtQaWYB+VpN9zXHhwoXLly+TYAFAajY2Nu6//36VV3k8nra2tsnJycRnpyJzrPX19YxVFVmEflaTZc3x+9///tChQ+FwmAQLAFJ27dq1urq673znOzdu3EhyEyvHqqqqWltbS2v1kI3oZzVZ1hxPP/30W2+9dWfngSTwALBLkmOp+7Hkb07ej7W6usr5uZTRz2qyqTnkK9fx48fV45iBjL6rIFJmKwsAOWhtbU3dwiU5Vo6dx7p48aK6ZsoM2amhn9VkU3McPXr0t7/9rXrMGSwAcIR1m7z8zZnzWPJCrHG/vvGNbywvLztdo+xDP6vJpubYzUkpAg8AdllbW1PXCnPjd4WRv6zcs2ePetDU1DQ3N+d01bIJ/awmW5uDM1gA4CDrnvfKysqszrH8fr8a+qexsXFjYyMYDI6OjqolavSvqakpp+uYHehnNdnaHCRYAOCsHMix4o1uHw6Hx8fH1Vk6dTF0bGxMci8Hq+p+9LMaU5qDwAOA7STHqq6ulg/YioqK6BFKXS5yfsbouYOsdRoaGlSaJanYpUuXcua2M9vRz2pMaQ4CDwDpsLq6+tBDD6kU5Lvf/W68TMVtJHNSsy729vYmnv1aLC4utra2WkOzHj9+/JVXXuGEloZ+VmNKcxB4AEiTkZER67dHxcXF7e3tk5OTm5ubTtcrruHhYTX34uDgYPJbraysdHV1WZM2fu9730tbBbMS/azGlOYg8ACQJktLSx6PRz5mrRl48rYmN2xoaBgdHXXb7Vm9vb2qhl6vN4XN+/v7rRc4Oztre/WyF/2sxpTmIPAAkAF+v39wcFDd/G6pqamRhZKHSUYyMTHhYMrV1dUl9SksLJyenk6thGAw+KMf/egrX/mKKoffGFroZzWmNAeBB4BMWltb83q9LS0t6lanSEeOHFlcXMzwNcRQKKTuoyouLvb5fLsvcGBgQF0u7Ovr2/YuLhPQz2pMaQ4CDwCOCAaDU1NTHR0d6id7kcrLyxsbG8+dOzc6OipJz+rqapoyFalDc3Oz7LG0tNTGmXBmZ2dV+iiFc887/azGlOYg8ADgLElB/vqv/7q2tvaJJ56Qv9FnttRFt5qaGvnvkSNHXnvtNVv2+0//9E9qXxUVFbbPgTM/P69G0sqNQe13g35WY0pzEHgAcBvJSObm5sbGxrq7u5ubmysrK63f6CmlpaVtbW2zs7M7PT8UCoVkq56eHmuGQZGm+6VWVlbUYGBS/0AgkI5dZAX6WY0pzUHgAcD9JJH6zW9+k5+fLx/aBQUFkb9JlAxscnJybW0t8eayTldXV3l5eeRZMfXAxouD0fttbGxUN3gZO4Mh/azGlOYg8ACQLSQTmpiY8Pv9y8vL6jeJkWe26uvrR0dH5b+hUGh1dXVzczMQCHi9XklxIi87VldXy7bz8/P/+Z//KQ+kwLTWWSrT1tamcsGxsbG07sud6Gc1pjQHgQeA7LWxsSFZS2tra2Smde+990af6GppaZH0y6kJbfr6+lRNBgYGHKmAg+hnNbncHNq9k05XBwCwW5ubmzMzM21tbZE3V5WWlkruNT097YaJAr1erzqRpk0gnfPoZzWmNAeBB4BcEg6Hn3zySUmtnnjiCbcNQ7WwsPD5z39e+p0/+ZM/MeeWLPpZjSnNQeABABkzNDSkzq4VFRVJvuV0dTKBflZjSnMQeABAxkxNTUXeGTY8POy202y2o5/VmNIcBB4AkEmSY01MTPzt3/6tujG/tbU1w7MDZRj9rMaU5iDwAABHLCwsqFvyq6qqbB9K3j3oZzWmNAeBBwA4ZX19vaGhQV0uTPeIXE6hn9WY0hwEHgDgoHA43NfXpy4XdnV15d4IDvSzGlOag8ADABw3MzNTWloqXVJtbe3KyorT1bET/azGlOYg8AAAN5C8SrIrNT6q5FtOV8c29LMaU5qDwAMAXCIcDnd2dlqT6uTGCA70sxpTmoPAAwBcZXx83OPxqEkVe3t7na7ObtHParKpOd59992TJ0/K4bh///6zZ8/evHkz+W0JPADAbSTHUuex7rnnnq6urqwexIF+VpNNzfHUU0/Nzc3dvn07FAq99NJLkmwlvy2BBwC4zerqqpq1sKCgQGVara2t8/PzTtcrFfSzmmxtDkmz5HBMfn0CDwBwoc3NTUmzbty4MTg4qMYjVb8x9Hq92TWUA/2sJlubw+fzcQYLAJBLJKMaHx+vqKhQaZY8uHTpUjAYdLpeSaGf1WRlc/j9/scff/z69eva8ryEHKkqAAA7Eg6HJc2qrq5WnVdZWdng4KD75zGkn9VkX3Ncu3bt8OHDH3zwwY62IvAAgOwyPT2tJthRN2k9/PDDP/7xj52uVFz0s5osa46ZmZmDBw+m8DsLAg8AyEZLS0t//ud/bl2NaWpqmpqacuF1Q/pZTTY1x5UrVyoqKgKBQArbEngAQJba2NjYt29f5I8NS0tLz507J7mX01X7P/Szmmxqjt3cVkXgAQDZa3V1dX5+fn19fXZ2tq2tTU0aLWpqarxer2RgTleQflZnSnMQeABAzpBMa2RkRLIrlWYVFhZK1jU3N/f+++8PDg46MsUh/azGlOYg8ACA3LOwsHDu3Lni4mKVaVlnttbW1jJcE/pZjSnNQeABALkqFApNTEw0NjZat9CcOXMmw9cN6Wc1pjQHgQcA5Lxf/vKX1nXD0tLSS5cuZWw4ePpZjSnNQeABAIZYXFxsbW1VlwvLy8vHx8fD4XC6d0o/qzGlOQg8AMAo8/Pzx44dU2ezqqqqZmZm0ppm0c9qTGkOAg8AMJDkVZJdqTSrvr5esq407Yh+VmNKcxB4AICZwuHwxMSElWa1tLRMT08PDg7KQhv3Qj+rMaU5CDwAwGShUEiSqrKyssjxun/2s5/Z9WND+lmNKc1B4AEAkDSrr68vPz8/Ms2SrKu+vr6zs3N4eHh2djYQCKRwtxb9rMaU5iDwAAAov/nNb06cOHF0izVIaaS9e/fW1NR885vffPTRR//yL/8ymbNc9LMaU5qDwAMAENP6+vrCwoLX6z137lxra2t5ebmWb33961+fnZ1NfFqLflaTy82hHR9OVwcAgOwQCoWWlpa+853vRHaj1dXV4+Pj8UYupZ/VmNIcBB4AgB2RXGp+fv5f//VfJyYmrCG1ysrKBgYGAoGAtjL9rMaU5iDwAADshiRbbW1t1nzSra2tCwsL1n/pZzWmNAeBBwBg99bW1np6eqxb4+vr68fGxjY3N+lnNaY0B4EHAMAuwWBQ8ipr8NI9e/bQz2pMaQ4CDwCA7WZnZ600y+m6uIspzUHgAQBIh4mJCRKsaKY0B4EHACBN1tbW6Gc1pjQHgQcAIH3oZzWmNAeBBwAgfehnNaY0B4EHACB96Gc1pjQHgQcAIH3oZzWmNAeBBwAgfehnNaY0B4EHACB96Gc1pjRHHgAASCenu3p3Mag57I29OaXZXqCbS7O9QHNKs71AN5dme4HmlGZ7gW4uzfYC3VxaOgrMdgY1h5sPTTeXZnuBbi7N9gLNKc32At1cmu0FmlOa7QW6uTTbC3RzaekoMNsZ1BxuPjTdXJrtBbq5NNsLNKc02wt0c2m2F2hOabYX6ObSbC/QzaWlo8BsZ1BzuPnQdHNpthfo5tJsL9Cc0mwv0M2l2V6gOaXZXqCbS7O9QDeXlo4Csx3NkSKOpFxFZHMSYc1VRBauxaGZIt7VuYrI5iTCmquILFyLQzNFvKtzFZHNSYQ1VxFZuBaHZop4V+cqIpuTCGuuIrJwLQ7NFPGuzlVENicR1lxFZOFaHJoAAAA2I8ECAACwGQkWAACAzUiwAAAAbEaCBQAAYDMSLAAAAJuRYAEAANiMBOszAwMD+7b09/cns9yubZFu8aLg9/ubmpqKiooqKiquXr26o22JrOPy/ihy4bvvvnvy5EmPx7N///6zZ8/evHkz5raE1c1iRvb69etPPfVU0RZ58OGHH8bclsjCVUiw7nrjjTdOnDjxP1saGxvlaeLldm2LdIsXhUAgcOjQIZ/Pd/v2bemGz58/n/y2RNY9tG5Yut65uTmJaSgUeumllyTZit6EsGYFLbJHjx59/fXXw1uGhobq6uqiNyGycBsSrLvk7ffee++px/KgoaEh8fI7Ee//FLZFxsSLQmdnZ7yzVkQ2iyQYxVvSrIKCgug1CWtW0CKbn58f+dTj8USvSWThNiRYdxUVFcnHsXosD+Rp4uV3It7VKWyLjIkXhZKSEq/XW15eLp/Up0+fvnXrlrUJkc0iCRIsn88XeQaLsGYXLbKnTp0aGhq6veXixYvyNHpNIgu3IcG6S3szW1984y23a1ukW4LodHV1ffrpp6FQ6Pnnn3/uued2tG3M5ci8eAmW3+9//PHHr1+/vu0mhNWdtHB89NFHlZWV6t4seXDjxo1tNyGycBwJ1l27+erD1yY3SxAdSa3UY0mzIq84JLMtkXWJmAnWtWvXDh8+/MEHH8TchLBmBS2yTU1NQ0ND1j1YMe+uI7JwGxKsu7SL9PI08XK7tkW6xYtCY2NjZIIV8zOXyLpfdII1MzNz8ODB5eXleJsQ1qyQ+LRTzLNQRBZuQ4J1l/qZyc2bN2P+/CR6+Z2I938K2yJj4kXh6tWrzz//fGhLV1fXmTNnrE2IbBbRuuErV65UVFQEAoEEaxLWrKBFtq6u7uLFi9Y9WJG/IiSycC0SrM/09/fHHCgl3vLI9/9Ot0UmxYvC0NDQgQMHPB5Pe3t7zJvcE2xLZB2X9//FXBgZSsKaLWJGcGVlRY1wJuSBPI1c33pMZOEqJFgAAAA2I8ECAACwGQkWAACAzUiwAAAAbEaCdVeCOWLjzRIac0bSBOtr4m0eb3kye7l169Zzzz0nr+LAgQMXL15MXAIAAEgfEqy74s0Ru+0soVomtNNZReMlUokTrHh7OXPmTOTo5G+++WbivQMAgDQhwdJFzhG77SyhWia001lFU0uw4u3F4/FYg2fKg5iDHQMAgAwgwdJFzhG77RwLWia00zkZUkuw4u0lMsGKNzo5AADIABKs/0ebI3bbWUK1FXY6q2hqCVa8vXR0dFijk8sD5jQFAMApJFj/J3qOWLvOYCW4pT1mTaLztsjN4+3l1q1b7e3tHo+nvLz8ypUrJSUl279mAACQBiRYn4k5R+y2s4Qmvgdr21lFbbkHK+Zerl69Gjm/HgAAyCQSrLvizRG77SyhMX9FmPysorv5FWH0Xl588UVZePv2bZ/Pd/jw4cjpugAAQCaRYN2VYI7YBJM972j9xHvcdrkm5l6uXr1aXl7u8Xiampr8fv+OWgAAANiIBAsAAMBmJFgAAAA2I8ECAACwGQkWAACAzUiwAAAAbEaCBQAAYDMSLAAAAJuRYAEAANiMBAsAAMBmJFgAAAA2I8ECAACwGQkWAACAzUiwAAAAbEaCBQAAYDMSLAAAAJuRYAEAANiMBAsAAMBmJFgAAAA2I8ECAACwGQkWAACAzUiwAAAAbEaCBQAAYDMSLAAAAJuRYAEAANiMBAsAAMBmJFgAAAA2+1+jWfuFY/S8lwAAAABJRU5ErkJggg==)
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