Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: David_Thorpe_121516_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | July 09, 2009 |
Start Time | | 2009/07/09 00:00 |
End Time | | 2009/07/10 00:00 |
Key Words | | Magnetosphere |
Model | | OpenGGCM |
Model Version | | 4.0 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 19.23 |
Dipole Tilt, in Y-Z GSE plane, deg | | 2.97 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 71.40000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | David_Thorpe_121516_3 |
Minimum Dst Value | | -10 |
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 GOES-11 for time period of this run.
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AAPCLnQbUHMoZFhb25JNPxsfHK/uMwB6sIcwvAAAAo9hpQE2+nOfPn3/88cdv3Lih2nO4z8Fip34AAADwiJ0G1LTLeeTIkSeffDIrK0utv7+/v8arBbX1vzfAVc5O/QAAABOVnJy8evXqsWPHDvMpVT+xsLD45z//+cknn+ieK3YaUNMuZ98V3NzcfE9xv6vt27dbKPj6+qreB0tj/3sIWAAAYF7+8pe/vP/++w0NDSMzOZrQlStX/vGPf4SEhOgYjJ0GlJVy8oud+gEAACaKmqqurq4RnmheXt7TTz+tYwB2GlBWyjl0arvKDD07AAAAuhiqqdI9XXYaUFbKyS926gcAAJgoBCzDYqWc/GKnfgAAgIlCwDIsVsrJL3bqBwAAmCgELMNipZz8Yqd+AACAiRp6U6U87fj+++8fN26ct7d3aWnpEKfLTgPKSjn5xU79AAAAE8VLwOI6enp6ysvLt23bZmdnN8TpstOAslLOocNVhAAAYEJ0NFW1N282ZmYOdAyNjY0PP/wwdbzyyiunTp1S9j958iT10We6/X5qTlgpJ7/YqR8AAGCitDVVFVLptZdfple/GUt1D5ZMJvP19XVwcKC3HR0d9vb233333T3FA+uou7Ozs9/p6vOpOWGlnPxip34AAICJ0tZUlQoEXMCqSUjodwyqLC0tMzIyuI8qKyufeeYZPz8/+kvd+kxXn0/NCSvl5Bc79QMAAEyUtqaqt7ubMlaFVDqgMVRXV+/atcvZ2VnZZ+/evTTA+++/r+d09fnUnLBSTn6xUz8AAMBE8XiSO6epqYk7B4ukpKQ88cQTP/zwwx//+Me8vDz9p8tOA8pKOfnFTv0AAAATxW/Aqq2t3bNnj5WVFXW3tLS88MILERER1P3jjz++9NJLbW1tek6XnQaUlXIOHa4iBAAAE8LjfbDIo48+6uXllZ+fT/2XLl164sQJ5WBHjx5dsWKFntNlpwFlpZz8Yqd+AACAicKd3A2LlXLyi536AQAAJgoBy7BYKSe/2KkfAABgohCwDIuVcvKLnfoBAAAmCgHLsFgpJ7/YqR8AAGCiELAMi5VyDh2uIgQAABOCgGVYrJSTX+zUDwAAMFEIWIZl8uXUuEtJ296m3t7eHTt2WFhYWFpa+vn50dtBT3RIMw0AADDMELAMy0zK2TdgaRzs+PHj48ePL1SgjoCAAF4mBwAAYGx4vNHo/fffP27cOG9v79LS0iFOl50G1EzKqWfAsra2FolEXDd12Nra8jI5AAAAY8Pjo3J6enrKy8u3bdtmZ2c3xOmy04CaSTn7BqyxY8c+8sgjf//73z/66KPu7m6u/5gxY2pqarju6upqCwsLXiYHAABgbHQ0VbW1NxsbMwc6hsbGRu5hzxMnTjx37pyyf0lJyWOPPUaf9jvdfj81J2ZSTo0r7O7du4mJiba2tj4+PlyfUaNGdXZ2ct3UMXr0aN3j1IH3IgAAAPBIW1NVUSG9du1levWbsVT3YMlkMl9fXwcHB3orkUj++te/Uk/u01WrVr3zzjv9TlefT82JmZRTxwqjZK3cU4U9WAAAwAhtTVVpqYALWDU1Cf2OQZWlpWVGRgb30f/93/+dPXuWOnJzc5944onW1tZ+p6vPp+bETMqpY4WVlpaOGzeO68Y5WAAAwAhtTVVvbzdlrIoK6YDGUF1dvWvXLmdnZ+7tlStXnn/++e7u7gULFnz88cf6TFefT82JmZRTbYV5e3unp6d3dHRkZma6urpu2rSJ6+/v76/tKsIBrXJ26gcAAJgoHk9y5zQ1NXHnYN1T3PbohRde2L59+9NPP02trf7TZacBNflyajw16sKFCy+++OKDDz747LPPUuJub2/n+lOFoNpgoeDr66t6HywELAAAMCf8Bqza2to9e/ZYWVkp+5w/f54G+OKLLwY0XXYaUFbKyS926gcAAJgoHu+DRR599FEvL6/8/HzlpxcvXnzuuee6uroGNF12GlBWyjl0uIoQAABMyHA3VdOmTfv2228HOl12GlBWyskvduoHAADor627ze+mn43QxknsJCmT9B0gXBa+KGLR4fTDUZVReU15wzozw9dU9fT0fP755y+88ILyTg36T5edBpSVcvKLnfoBAAB6iqmKmSCY8PK1l5Wv9XHrN8dtTqtPo0/buto8gjxUP6VXcFmw2ki6e7sbOhq47hs1N6YGTZ0onrgwfCEls4HOz/A1VTTmp59+OjExcRDTZacBZaWc/GKnfgAAsKmspay6rVr3MB09HW3dbVw3BSNHsaNafuJeE65NoJfGj3Yk7lAdYX5Tvo3QhvuKncBObWC/G340Ff2LYKimCgGLw0o5+cVO/QAAYERTZxPXcan4krXQmss0boFulKL6DpzdmD1TOlOZnygVbYnf8tNbwQS/m372InuNiYpeDmIHZd6yFdjK2mTK0fom+mr7lnLkc6RzjmUd06dE1FT13uuNkEV8kftFQG5AQE7A6fzTVe1V3KdUrtT6VCqIMrTRnKTVp2ksb79oQpmNmTRCGhsCFoeVcvKLnfoBAGD2GjoaXCWuFF9mSWd9mvWpWqa5WXtTdeDLty9TQtKRgYLL5Uf9au/WLolc4hLoYiWwUn40UTjxYvFFbjxrotdwPe1EdofTDx/PPk4xqO/YKOodST/Sd9/YtwUazi5XKmouCpeFU1N1tuAs5SrV15d5X1IY6urpog5lz5CKEEGpQDkAfTrQZfh98ffc17/I+YKmS4uIAuiamDVULrW9buw0oKyUk1/s1A8AADPW1Nk0WzpbbReR2tG9y8WXuYEpKGxL2KZ7D5N7kHvfqeQ05pS2lKr1zGrM0nbccG3M2piqmHfS3jmScaS5s/meYm/T+uvrVYenRKjtcOH+5P3cMNRUqaUr7iUuE18ouqDxI+51rfRae3f7DyU/nM4/ffX21aDyoK/yvqKvNHY0apxiZVul6tdpumolcgtyO3rr6LqYdXuT9rLTgLJSzqHDbRoAAMzMqqhVGiPOJMmkirYKrntL/BYaMqIywlpgrTqMi9hFWCps62oray1zEDlwaSz7Trb+U79acrVvxnILdKNxahy+9m7tquhVytmgLPhWyltqw7wa96pyVMqAJbgtoI9ym3J1hCp9Xl/kfMEdSG3oaKAQdirv1E8f5QboDliqL3YaUFbKyS926gcAgLkqbSlVtvpWAitnibOymztRaW3MWu5tYk2i6innrhLXuo461VFR7LhYdFHWKtMyKa0k5RKarq3Q1uqaFb2mhUxTniOlTUhFSN/UYiO0WRCx4FDaIWUfGi01Vd8UfJNan6r8Lr1VTUKXii9193YHVQSdyj11MvdkaEUozY9aVOLcf//9Y8aO+T+P/zsccZiG1Bi/qH9XTxfFTXmwyw5YHb16RsgMtVSKgAX9YKd+AACYuo6ejnOF574r+m5f0j4niZNnkOfh9MNtXW1b4n46Lf21hNdosLT6NIopE65N+DLvS+6LfU85p09pJAYsC2f3zd26j1TOkc65p6mpauxoPF90nuLU6bzTl0suc8cfVVHeUoawL3LlZ1OdyT9zKu+UoETwXtR7bivd/vz//1nb/q2g8iBuJGrTTalPcRG72AhsPII9lkUuY6cBZaWc/GKnfgAAmK7oyui3U962umbVN4JYC6y5w3MUqpTXD1IUq71bq/y6rFWm9t0btTcMVBQNtsZv7bt/iF5Tg6ZyA+hoqm7W3sxszNT2ae+9Xu5aQtUx5Dflf3zz41899Cu1nVucvDv/vmkqriLksFJOfrFTPwAATJHgtsBGYKN7Nw/38on30TGenDs5ymsG9yfvH7H5H6jT+acnBU6iyDg1eKryPqXamipphZQrkY6MpTaGnp4emUzm6+trZWeVUpdS016jHObEiROenp4av6V7nGaPlXLyi536AQBgQvLu5K2IWuEicel7aI/yFr1WRa2aJ52nuh9L9TZU2lBkGdzdoQxLW1MlKBVwxU+oSeh3DKosLS0zMjJUBwgODn7ppZeampr0ma4+n5oTVso5dLiKEADAGFDW2X1zt3uQ+7qYdYISwZb4Lcez5Ddb+tf1f/XdQeUscl4atTSrMUt1DPl38mkMu5N293tGuUnT1lTRsqKMJa2QDmgM1dXVu3btcnZ2Vva5devWc889V1xcrOd09fnUnLBSTn6xUz8AAIxBc2dzZGXk+7fedwt00+fAH708Qjzq2uv6H7X5GnpTpTaGpqamhx9+mOuuqqp6/vnno6OjBzpddhpQVsrJL3bqBwCAAVGu2hi70U6o/lQ+HS9rgfXCiIWnck8Zet4Nj9+AVVtbu2fPHisrK+4tdXz11VeDmC47DSgr5eQXO/UDAMBQ0uvTlc8EVL/tk8BmZfRKR5EjxalJkkncxXSUw47nHDf0XBsRXgKW0qOPPurl5ZWfn9/3I7UJIWBxWCknv9ipHwAABtHd220rtFXbNeUscaZclVqX2v/3wXBNFQIWh5Vy8oud+gEAYBCXSy4rLwCU3xe0W/PTY0AHBCzDYqWcQ4erCAEARoxb0E8ns4eWhxp6XkwVApZhsVJOfrFTPwAARtjV0qvcs5NfVjz52NCzY8IQsAzL5MupcZdSb2/vjh07LCwsLC0t/fz86K3u/oOY6FDnGwAAVNR11K2IWsE9vkb5ulJ8xdDzZcIM0lTV1NT853/+p44B2GlAzaScaivs+PHj48ePL1SgjoCAAN39BzE5qUwaJgvLbMw0xdv7AgAYietV1/1u+DmKHQf6EBvoFwWdrKys/ofjlY+Pz5w5c3QMgIBlYtRWmLW1tUgk4rqpw9bWVnf/QUxO9VfA6pqVvch+StCUWdJZs0NnewR7eAR6zA+fvy1x2+m800VNRYMsFQCAWShrLZOUShJrE2833U6vT98ct1n3ra3mhc2rbKs09FybvOXLly9evLi5uXlkJtfQ0LB///6xY8emp6frGAwBy8SorbAxY8bU1Pz0KMrq6moLCwvd/QcxOf3veie/CkYwwUogD2FLI5dGVEZgpxcAmCv6faMI9UXuF7SpSRufaof8dL8miiZ+mfeloUtgPqi9c3R0vG+kPPDAA3Z2dsnJybrnCgHLxKitsFGjRnV2dnLd1DF69Gjd/bWNUwdHsaOt0Nb6muab4PX/ErzsEuiyM3FnbFVsd2/3MCwSAIBh91X+V7Oks+yF9tYC64HGKe4WDPRFt0C3rQlb9XnoMpgBBCwTc9+I78FSdlM8Sq5PPld47kDygXXX122O27zz5s6dSTvXxKyhDTh7kT396Aw0flkLracGTX39xus4vAgAxuB61fW5YXNpq5JetHlpJ7bjbp6u/8tWYEtfmSCYQNulTiKnw+mHsS+fTQhYJua+ET8Ha0DDN3c1p9Wnnco75RnkOdCdXrSF5yh0XBC+YOP1jRtjN74W/9qbKW8euXUkvV7XQW4AgEGj7Ub61dqTtIeylJVwwPul5GdECO2XRC6Jq4nDfilQg4BlYtRWmL+/v8arBbX17zuGAU1uEPKa8nzifdwkbvRL9LJgUAcZFa+lUUuNcCuQfp3butuMcMYAQBWlqITahH0p+7xCvGxpk1Mg30E1oDg1QTBhccTi03mnU+pTylvK8V8P/ULAMhlqp0ZxPXt7e7dv326h4Ovrq3ofLI397414wNKB0klMVcyW+C0ar1vWuIvrfOH54ZsfVdXt1QE5AdzRT7cgt2nB05ZFL9t5Y+famLVzw+bSb7SdyE7115m66ffaQezgInGhl5PYyVniTB309RVRK77I+aKxo3Fk5hwAiKxVdrnk8oHkAzNDZ9oIbQa0K90zxFNcLg6tCP0069NLxZdu1NygfGboAoHpQcACXUayfpS1lB3LPLY0YunMkJmzQmd5BHlMDpxMSYU2HFV//twkbhTIuHBDH9mIbLhz8K0F1jYCG+pvJbCS7y1T3FRikmTSjJAZlIfoF9Mt0M1R5EjDqO7ep5f8i0IbGpj+2l776eSJQe9p0/3DLQ9hQgcq1LzweW8kvyG8LWzsRPACGKqzBWdfjXt1ScSSSUGT1B6crM+uKXuR/es3X8++k513J8/QRQHzgYAF6jTuKjOsM/lnBnqe6Yi9KDYN9LyNvi+KdxT1KPw5iBw8gz19En2OZBzJbcw19IIHMFK0ZbL35l47oZ3+/320GeYicVkTs+b74u9jq2J/KP6hur3a0OUAc2YkDegIYKWc/DKe+tHU2TSg/fxDf9Fv92zp7NcSXzuYdnBrwlbvMG/3IPcZoTPWXV/nE+fzadanqkf9ylrKgsuDT+ae/CDjg6O3jp7IOfF59ucUkrbHb58jnaN2PHFAL0qW04KnXSy6iHM+gE1lrWUfZ308QzpjUuCkqcFTJwon6vXfJHiZ/u/cJG4rY1bSFhqO0cPIM54GdLixUk5+GVX9qL1b+07qO743fT/K/OhWw62S5hL60TxbcPaH2z+Ut5Sn16efLTxLv8UJ1QmXii/RtmlcdZxfop9PvM+rCa9STnoj+Q3/bH9xmZg7KlfYVEhjSKxJjKuMk8qk+U35ibWJwlJhRkNGcXPxcMx/UVMRzdi3Rd9SAlsetdxV4kqRcUDBy05gR1+k+RyO2QMwBtIK6czQmfLDfIKfcpKe+4DdA90XRix8M/XNH0t/xClTYAyMqgEdVqyUk1/s1A8DauhooMyXUp8SLgv/tuDb9bHrvUK85OeZ6TwVzEogP8NsTticNdFr/hX7r22J215Pev39jPev3L5CybLubp2hiwWgVUdPB20dUS1NrUs9X3R+bcxa+X4pwQCOttOQ9kJ7qva03YU7GINxYqcBZaWc/GKnfhgnyl4xVTHeYd6DuInrv5sigfwW0tQauQe7b4jdcLnkMo42wsigbYZPsj5ZFrHMTmg3uBugc1mKvr40cum7ae9uT9j+bvq72H4Ak8BOA8pKOfnFTv0wfm3dbf7Z/p5BnkMJW6qNloPIgfJWVsNIP4J+mNTera1orTD0XLCru7c7+052zp2cG7U3fBJ8HEWOg7vvHdXMmaEzLxXJj/LTOJs6mwxdMoBBYqcBZaWcQ2eEVxGCGgpbobLQQ6mHVkatnB82f7Z0tleIl3uQu4vEZaJooo3A5qcQpvf5K97h3sHlwYYu1sCUtpQ2dDRw3flN+dzlnN4R3tg/N6zKWstyGnNoIUdWRr6V+taRW0deS3xtoHdGePnny2+tBFYThRPdg90/zPiwqr0K6w7MCTsNKCvl5Bc79cNcdfd2U7uVWJt4vvD8toRtnsGeui/GpE8XRCwILA808j0HW+O3co00RUMHkQPlS2URVkavNPTcGa+2rraC5gJZm+z9jPf/df1fW+K3fJ77+df5X18svhgli7p2+9rp/NMf3vpwdfTqmaEzKa/Lj+v9fLu4QRzgoy86iZ3mhM05lnlM1iorai7C+VLADnYaUFbKyS926gdrylrLqB2dJJmko8mkNtVN4kbNsH+Wf0J1QmZjpsHPfaHm+bPsz1ZFr9Kxc45KlN6Q/mn2p28mv1naUmrYGR6c5s5mWtohFSFf5X9F0eTVhFeXRi1dGL6Q0uSyiGXbE7Z/mvXpuYJze5L2LIta5hni6Sh2dJY4zwqdRcHo1fhXP8j8YG/SXuqeETqDVvFEsWKnJuUkPg4u694jNUEg3ynlFui2K3lXTXuNoRckgCGx04CyUk5+sVM/WHau8Nz00Onc7e/1eVkL5cFrecTyrQlbY6piBjQt+bN1O5sHvRvjePZxHTNmJ7TjWnq1nSjfFX43uMnRfNZ11B29dXTnjZ1Xb18taC6gPsJS4Zrrayi7zA+fvy1h29KIpfYie1omE0UTnURO9NdWZOsgcqCetkJb+ss9N2mWdNaGuA2b4zdvitu0MXbjmpg1C8IXLI5aPEc6Z0rgFCeJE31F/iiCgVxJZ5CX/LieIqjRgnUVu7pKXCcFTjqQcgBH9wDUsNOAslJOfrFTP+Ce4uL5o+lHp4VMs742gPvmU6zJaMjQNs62rra8prwPMj5wkbgoowN1UOA4nH6YIov+s0ej4iLUTyMRTJgpnfmy4hwyrr3/tuBbzYlQYK1s/ouai3Yn7aZwQ7mH+9bUwKmUErinLf17x5jgZY0PDzDy9KNnQqJFR3mOMqJnkKejxNFeaG8vtueef0z9Ke3Nls7eGLfx7bS3b9TeaOxsTK9Plx9YbJW1dbcNtZIBMIOdBpSVcvKLnfoBaiiRnC86//rN172CvOStr9BW1yk4gpeXRy0/lnlM2QDHVMWsvb5W+dRIHa8pgVMSa/S6deqepD2qO1GOZx9v6my6WnK1orWiubO5oaOB3irPtpY/X1JlnxwNk1SX5CB2MHi+0TMDyR+dJJQ/OomCqVeI18LwhSuiV6yMXrkgcsG04GmUDumjyUGTvcO8N8dtPpl78njW8bUxa+eEz/EM9nQRu0wJmjIvbN7m2M2HUg9dKLoQWxV7o+5GWUsZToECGDHsNKCslHPocBUh6NDY2fjj7R/3puydHza/74lQkwMn+yT4qD5RW8+Xa5Dr5ZLLOqb7Q8kP3JAUrdLr07Wdg0/9b9berL1by70tbC6cEzZHfhOmgeyTU3vZC+1dA10pusnDokC+58wr2GtD7AZKPBR95oXP++DWBzRLZwrO+Gf5ny04G1wRTHHnXOE5UZmIws2nmZ8eyzpG2Wh22OzZoYqXdLZ3uDdFUnqtjll9IOXA5zmfn8k/E1oRWtNeg2NtAOaBnQaUlXLyi536AYNQ2lJ6LPNYvzeDoFxiI7RZFL4oXBZO6aG7t/vr/K+9I7ztRHZ9h5wZOlPjeV3yE9u5uCOy1383TGZjZt/5sRXZeoV6bUvYRhP6PPvzrQlb30p9K6oyKqEmQbkHjnLkpeJLOXdyeFtYAMAYdhpQVsrJL3bqBwxaU2fTe+nvTQ6crJZjrAXW66+v130WfGx17NSgqRoz2bSQaa8lvHYi58RXeV9tid2iTFf0Ff3njaKYs9j53/uiRPbZjdlDLjEAQP/YaUBZKSe/2KkfMEQUZRzFjlyO8Yn3SalL0f+7mQ2Z8yPm6372Ivfan7x/oDOWUJOwNmbtscxjyuOGAAAjgJ0GlJVy8oud+gFDV9ZStjd5r6RUMugxRMgiPEM8tZ0XbyWwYjAk9XR01Kem5nz+efKePTFr1kQtX35j166iCxcaMjLaamro0+aSkvLQ0KxPP73h53djx47k/fuTd+2KWb062MsryN09ZMaMIE/PIDe3EE9P6ezZ0pkzQ2fNCp8/P3rlygQfn7hNm+gruQEBpUJhc3Hxnfz82sTE9upqmmJzwQAu8ASAvthpQA1QTjNYuGZQBDBFkjLJyqiVHkEeDiIHerkFum1L2NbY0Wjo+brX291dfPFixMKFQnt7obW1wM4u0NVV7OgotLMTOzlRlIlesSJp376U/fspuKQeOpT12WdZn3xyc+fO2C1bYjdvjlu/nqJPhLd32Lx54QsWRC5ZEjp9usTJSf7dqVODpkyRuMrvLSUfp5OT0MrK0Jcz/vyaMEH1JbC2FlHx7eyEDg7B06aFe3vHbtyYevBgyZUrNYmJJd9/XyYUVkVFNd++3dXc3NHYSAut36V6JyenITOzU4+BAUwFOw0oApa+cBUhANfMt1dXF3//fbyPj9jFRZ4tDB50TPqlWIAC1bdWVoK+S1XRXyi/J5etcOJEkZ2dyNk5SLH7LXLRoowPPuioq1NbTT0duO4SjBE7DSgC1mCYQREAtOlqa2uVyQrOnr25e3fi1q2hM2cKrK2VUcB4XgIrK7G9fbC7e/j8+RELFgRNnUrJQ/7kG26XEsUUW1uxkxMNEOTuLpk8OXDKFOmcOfFbtybt2hW3cWOSn1/yvn0J27dff+WV+C1bKC/GrFsXPm+edObMkBkzgj08xI6ONIZrihHKlwCXe4xsIWiMa79YSjY2YgcHyaRJQZMnUyAW2tkJFMWht1HLl4cvXixfOK6uQR4eMatW5QQEtFZUGLoCgpljpwE1TMDSZpgmoezf29u7Y8cOCwsLS0tLPz8/ejvo8fM0pwBGoau5+bZAkHb4MCWSwWQdRUNO0STzk0/uFBXdvno17Z13Mj78sOTy5ayPPor18QmfO5fyDb2CPT0D3dzEzs4SFxcKMaGzZknpNXcuhaSoZcso4tDfiCVLYjdsyPrkk2x//6S9e5P27bt19Gj6e+9lHDlC46+KjTWS42Xt1dW03FrKy5uKijobGysjIiigFJ0/n//VV/GbN0cuXRoyfbr8sCZlGltb+aFD+mtjI1A9sNhfWqK8KKRsZ5BUp9yXxh39dHCQz/zP0TbEy4tWR4vicGdzQUG5RJL3xRelIlF3G883te/p6Cj49tv8r7+uTUrid8xgKOw0oOa5B0vbJI4fPz5+/PhCBeoICAjgd/wAxqYpP587VNSUl1cZFaVs/7p+7qA2MtjdfaBNr8jWluJR4muvNRcWdvHdprKDFl0bpbS2NoqMtGpoTXUr+lB0U0sqNEBTYWGZWExRpuTKlfLAwBx//8Tt2+M2bIhYtEhob68WwgSa9maN2EtIudDOTmxvT/VEpNjLeH3dupQ336T0OaAEln/6tHqUV4RObj+lfBemi4v8IgbFLkkKYWVCofzEvk2b4jZtuvXBB6mHDtEU7xQW4mipUWGnAWUrYFnTdphIxHVTh62tLb/jBxgZ1GBkHz8euWxZ1mefqTYe1AxzL+quDA8X2dn9u7lVNn7W1kJFfw0n+vwyQgUpdjhFLllSdPFiZ3Oz4YoLg0R1oy4pKe+LL9IOHqR8k3nsWKlI1FJRURkdHf/qq+ELFkQtWZK0c2fG4cM3duwInTGjb1Abjpdg4kSaVuDUqVTH5LXRxoaiWNCkSfJ9nJMmiZ2dxU5OIsXVEjxP18oqYvFiiYtL+Ny5FMXafj4YWioQxG7cmHX8OOVa1SOkXKiVRUQgn/GLnQbUbAPW2LFjH3nkkb///e8fffRR988HFMaMGVNTU8N1V1dXW1hYDHr8/MwogE7yq/MuX6a2UH5WkLu7/DQjW1u1JjD14MHutrak11+n5mooey+EVlYSJ6eYV165q3K6NDCrTSZrzMy8U1TUVlNTn5GRc+LE7atXOxrll6zKIiOjV66Un6OmOIz40+luDg6CPpWTr2AkP3WMpsL7mLn5/2VP6axZFPJU+9zw8zP02jAr7DSg5lzOu3fvJiYm2tra+vj4cH1GjRrV2dnJdVPH6NGjdXxdx7li7NQPGGFdzc3p77wTMn26fCeTnm2VHqfyKBsqjQOIXVxqEvV6sDRAv+R3l8jPLzx7Nu/kyVKhsODMmYRt28LmzJG4uQlsbAaagYI9PVV3IDUXF9enp1P4k9+WLC0t8bXXJJMm0ZiDPD3lhyNtbeXdU6bIT31zdqa/8p24Q7+vx4QJNDkDLlIzw04DarBypqenU/R5+OGHhzu1lJSUKPdUYQ8WGKHmwkLaRA6ZNk0wkGMiQmpOHBz6bZzqkpOpwauOjW0pLb2nOGaUf/p02nvvNWRk5HzxRQ1OHIaRdbe29taRIzHr1iVu314qEFTFxtbExuafOZPy1lspBw6kHjyYc+JEzvHjBWfPVkZF8RVrWsrKOhoa0g4epP+IiMWLRfb2asfHaRtDoHOThv7dbmzbFrV4cej06VErVsj3JSt2qv10sYK1tWjiROmcOY25ufS/LHF1lV/QYGVFk5NFRvJSBHPCTgNqsHJaWVkdOHCgtbV1uCdUWlo6btw4rhvnYMGwultXV5+RIQsPb6uo0HilG/WsSUholclyT56MWLiQfoj73f9EG/3BHh6xGzfGb9uWvHdv4fnzykN4DbduqTYACdu2tZaVUf+26mqaCk4cAdCB/kG4e/Sr/qsm799P2SvEy4vLdo3Z2UPd+8W9rKwok4XNnRuzejUly5KrV7mJ8n7RpUlgpwE1WDkfeuihlpaWYRq5t7d3enp6R0dHZmamq6vrpk2buP7+/v7ariIc0Cpnp36ANvT7WPDdd9fXrw+cMkXjnieRjU30ihWRy5cnbN1aHR8ftWSJfJNXv11TtImc/803+my+3/rgA9pKptQ1AkUGYIHalknau+/yk7H6HHbkDtlL587VuC3UVFhoJLcj4R07DajByvnUU08VFRUN08gvXLjw4osvPvjgg88+++yuXbva29u5/r29vdu3b7dQ8PX1Vb0PFgIWKHU2NXEn87bJZBWhocVXrmR99hnlJOmcOfKd/xMn8v5rK3ZyoqyWf+YMdjsBGJuOurqEbdsC3dykM2fGrF0bPm9e/Nat9LPQkJnZWlZGvxVlYnH2qVPcqfECO7sbO3cWX75cFRMT4uWl74n5ij3ZQnv7uC1bpLNnK3dsR69cWfDNNxFLl8Zu2FB86ZJ5RC52GlCDlfOzzz6bMWOGTCYz1AwMBTv1w+zdycvLOXEiavly+nEU2thcG+KV4YpbMuq6/YHyx3TChOBp027u2VMdE2PoZQAAw6vg3LkEH5+YNWukc+dKJk/u/ydC28vKKtHXNzcggEJYxtGjhi7WILHTgBqsnCZ3aZ4JzSpoQ1uiFSEh6e+9Fzp79oDOKNecpWxtgzw84nx8ZOHhHQ0NyqnQVmZldHTs5s30Ixg6YwYX2ugnleJU+pEjtLGL3VQAjLtTWJh/5kza228P5cYW8Vu2dJngDerYaUBZKSe/2KkfJod+bkqFwlsffxy7aVOwu7vIzk7APWlkQL9iyuEnTBBZW3PX6wV7eEQtW5b+7rtZ/v7NJSX6zxLFqYrwcIQqANBIefv+hG3b6HdGOn9+8aVL1D/n+HHRxIm0ISedNSvI3V3rjxj3OKMJEyROTmJHR25zjvrIn0nl4HBNcStX+U/ZxIlh8+fLL5a0ts4/fbpNJlM94Ei/nBVS6RCfykAjyfr449wvv9R9KJOdBpSVcvKLnfphQNxtlKtiYjI//jjBzy9i4UKxk5Py4bv0V/5kNO7JbtTH2vqnS6YHuAlIXxc6OITNmpV28GB1bOydnBwkIQAwQvTTlLh9u/yGrjY2yoc0DHU3PPcT+sueYnv7uM2bc0+dil69Om7Tppr4+JQ33wz18opYsqQ+Pb08OFjt4seOxsby0NC8L79UHRVt2VLCi1y6NHnfvubi4naV2xez04CyUk5+sVM/hgP9TLRWVtalpVXGxJQKhUUXL6a99x79G4fNmye/FaGt7eBPUNBn15StrcTZOXLJkoJvv2XzGmkAMHUdDQ1xGzcKdd+41XAPo9Sa5xQvdhpQVsrJL3bqh/64fcsUnmoSE8ul0vzTp+UPW33rrZRDh+JefZXCk8jFhfeHi2l8CSlCOTkFT5+e8OqrRZcuNWZltclkyFIAYH7k26ulpfS3paxM/vDvjRvvFBTQz11nc7P8Rl95eTXx8aUCwd3q6vTDh8MXLLjh6xs8bZrWQDb0TPbz7Sd0vNhpQFkpJ7/YqR9KHY2NdTdvFl+6VPD119yz6yMXLw728hJTbPr5EXi8vwSKPdgiR8dgd/fIZctuHTlSGR3dWlbWonhVRkbWJic3ZmY25eXVp6c3FRbi6B4AQL96u7s7GhoSfHwStm5tuHWLuysN17+9qir5jTeC3N3lJ55OmyZ/XMSECUI7u7D585UPiVe/9wQNoDjTK9jDo1XxxAhKePT7nHLgQMSiReI+D5xgpwFlpZxDx8JVhPTfRRmF/lJqKTh3LnLJEvlpTwN/fFj/LysrGi39Q8rPH7e3D3R1lc6aFbN2bcr+/UXff998+7Z53O4FAMCcqG7E6v8rTd+iV3lQEG0e07fMtQHti5Vy8ovqB8UCCgeBkyfHbdhQ8PXXJVevpr37btZnn2X7+xdduEA1qTIm5m5trWoVpC2GVpmMu6pWftnIz/cAU1bZn64lqapqKStrr65WblUMXeH580FTpkhcXKLXrMn76quamzdv7NgRvXp19IoVodOny8uiuMyEh31OinMb5c/hsrcXu7oGurnRIgr18opZvTrt4MGa2FgcqgMAYBkCFuhC9WOYDor1zSs/dSguG5FfN6c8vK24p2Wwh0fR+fMU0SiN1aekpB8+HL9lS9SqVdKZM4OnTQuZPp1yFXd/YV4O2FFyEjs4BE2dGjJzZuTSpTStjPffL/jmG4pN8ov+8vMNvWYAzMHdu3UpKW+Ehs4ICZkWE7M2N/dkfX1qS0tZS0t5XV1SfX1Ka6uMhunt7e7p6Whv//f1WfS2u7utubmE/hpw/gF0QMACXUYsYBnmRUFqwgTKc9LZs9PfeacyMrLTBO9lBzAC7t6tbWoq6Oiou3Mnp7w8RCYLu337cm5uwK1bHyYnH4iLe/XGDb+cnM8bGzMp+nBfoehTXR1bViYuLDwTH78tImJRcLCHSGQvEFhduzbh2rWXh/BS/7pQaCuROAUGugYFuQcFTRGLncVix+Bg9+TkfU1NRZWVUbdufZCW9nZW1qc5OQHV1dcNuzCBEQhYoAvVj5rExBKB4Obu3SHTpnGHC8UuLmJnZ7Gjo/zmlsr7W/4yuFzj9j8p+vc9T1DA3SCOu58T31fYBrm7p735pvzZWIobn9Cshs2dG75kSfTatflffll86VLTsD0aEsBENTXdLi8Pysz8JC5uc1jYXIlkEkUWgWDCkJOQ8b4EAmuh0FoksqMoJhbbC4UTKZZR2aXS2WKxi0TiGhOzpqoqtrf33yc/tLdX19YmUcTs7GxU7d/V1dzWJuOSZY9iN7sBViEYHwQs0GXE6gf9KHU2N3e1tZUHBxdfvlwREsKdudXb3d1SVlaXmBi5aJHw50AmsLISOzmFzpgRPn9+7IYNiVu3xq5fn7BjR+L27WVBQSMzwwAmpK2t5s6d7JycgMjIJYGBbgLBRKFQGZ4MG6EmiESOsbEb4uK2hIZSsnGg0CMQWFG2owCk2Ndlpch53HyqzeoETT0NG9r+PW+UUAMDXSjAUUEkEpe0tHcon2lbQbm5X4SEeMXGbuzsxE5084GABepYuIoQwGy0tpYlJ79JzXNg4CRFQLEVCGxVG3uVVn9ISYg7tKdIPzb0oglRNpJInAMDp4SGTg8Kcqepqx3+U+wlshOJ7IOCPKKilt+86Zebe+rOnfyursHHiO7uNrXzru7erS0uvpSd7Z+W9m5i4s6kpH2ZmZ8UFHyTkLBVLHakfCYU2ohEzhKJW2Cgq1hsT6HNgCGMZobyVnj4fFoaWVmflZT8EBW1UnU50xzSErt2jdYjzTYtPcfgYM/09Pd7ejqopEOuLzBy2GlAWSknv9ipHwDGjCJFY2N2fv6Z5OR98fFbYmM3hIXNpaaav4ZfnkLEYqeQkOnR0avS098tLRW2tVXevVvX/8yZICpXXV1STU18ScnV7OzPCwpOl5Vdy8h4Nzp6Nb0yMt5LSzsYHOxx7Zo1t3B+/ivfr6bIZ6o71bhu1dA2vDvVoqKWFhf/qDzXDYwWOw0oK+XkFzv1A8B4dHY2l5UFXr++XiJxHcrulp/3XU1Q5Cd62Uulc9PT38nN/fLOnXwKGe3tNa2tFYYurhlqaiooKPgmLe1QdvaJhobM+PjNQuFE3SsrMNBVKLQb6M6wyMhlmZnH6uuTh7JTEIYJOw0oK+XkFzv1A2CE9fR0yGShqalvX7++JixsXlCQm+IQm83PpxwNYOeTWOx4/fq6lJQ3c3ICyspEFRUhra1lhi4faHD3bm15eWBa2nsUjIKC3EUiJ0q9ijO03uXOmm9qysvM/Dgv74xMFl5fn15U9F1e3umYmFcUe876rQnWIpG9UGgtFjuJRBMpfoWETIuMXJKefigpabdI5Kg4480+NHRWRMSi27ev0hRxzHFYsdOAslJOfrFTPwCGD2WpqqrYW7fej4hYoDgraBCH9n7aBRUYOCUkZGZo6AxqOHNyTnR1NatezgZmr6jofFDQFP3yVv+VivsbGjqztFRg6JKZIXYaUFbKyS926gfA0FHWaW2VVVVF3by5RyqdIRY7K06TGswZORTCgoLck5MP1NXdNHSxwBi1tVXfuvVRcLCnSOTAS96i3Iawzi92GlBWyjl0uIoQoF89PR2NjdmZmR9GRi5TnD1jPYiL9ShFBQZOCgubExOzMjl5X0HBNzJZGO6iBINA2aio6MKtWx9WVISmpR3KyvokN/dkePgCxW29nCUS14SErU1N+ampb8XF/UsicdZSISf8fC6/fHdpRMSCrKxjTU15hi6cqWKnAWWlnPxip34A6CB/dmZ1fHb2J5GRi6m5GsROKcpSYrFLRMTijIwPampuqD71BWDkZWd/lpLyBqX58vKgkJBp/dXel0Ui26io5Xfu5Bh6xk0JOw0oK+Xk9Pb27tixw8LCwtLS0s/Pj94Objzs1A+Ae/IgJcvLOxkVtUxxwyQHodBOccfLAWUpK8VjWybFxW3IzPxYJovEecRg/G7efF3/Gn79+iv19RldXXgKZD/YaUBZKSfn+PHj48ePL1SgjoCAgMGNh536Aaypr0/JzPzg5k2/mJi1FKd+vuPRwLKUWOwYFjYvJWV/TU087ksEJq25ubiuLqm5uaih4RZtaWRn+0dEeItEDjr3106QSFxSUt7ATSI0YqcBZaWcHGtra5FIxHVTh62t7eDGw079ABNCUaag4DQFo/j4bZSTenu7OzubKisj09LeioxcUlh4IS/vVHT0ivDwRSLRRIHAKj7ep7Dw29TUg1FRSyUS50GdESy/wyTFKanUOyPj/cbGbEMvA4CR093dlpn5SVDQFB1hSyx2johYkp5+WMcTgVjDTgPKSjk5Y8aMqamp4bqrq6stLCwGNx526geYhLS0w0Kh7cDj0QCClFBoJ5XOpjRWUHCmpORyY2MWLq0CUKKkpdhKsdK9Z4v+j8LDF+bnf6X2XCOmsNOAslJOzqhRozo7O7lu6hg9erSOge/TaUTmF6AfDQ0ZgYGT+M1SIpEDbZSHhs5MTj5QWRmJwxwAA9LQkBUf/2q/2zxisWN8vE9Jyfft7dVMba6w04CyUk4O9mCBOWlrk/V9YkxQ0FSJxEllM9qKApPiKbkv0+a1VDozMnJRQsK24GDPn08WmRQePj819e3q6uv19emGLhOA+WhszExKOhAevrC/c7b+vXmj2MKZGB29srw80NCzP1zYaUBZKScH52CBeejqasvNDVA9a0ogsOvsbFR7gl5HR4OOkVCcwhnoACOmt7c7O/tzqXSe/g8tEIns0tIOmdn/KTsNKCvl5Pj7+2u7inBAq5yd+gHGo7OzubT0x+DgaX2fypeQsLW2Fnc2BzAZbW3VSUm7goM9FUcSrfq96QkNQBtUQUHuSUn7y8rEhYXf1NWlmujhe3YaUFbKyent7d2+fbuFgq+vr+p9sBCwwODu3q2rrU0sK5MUFp7NyvosPn5LYOCUa9d0PeeYfnYrKkINPeMAMFQ9PR0dHY1tbbLU1LeDgz0G8nRzK4lk8s2bO00lb7HTgLJSTn6xUz+AF9yhuq6utvz8r5OT31BsgJ4tL5fU16dlZn4UFjZXJLIb6NnotOEbGbm8tbXM0IUDgGFB/90JCT7XrtnqH7aCgqYmJe1ub68y9Lzrwk4Dyko5hw5XEUJfnZ1Nzc23Cwu/vn59vVQ6h7Y7FTc6t1b8IFoJBFYqv4wThEL1E9IHHqpspNK51dVxhi43AIyo3t7uioqwmJhXJBJX2h7r92kK9EOUmXksPf3d5OS9jY2ZyvH09HQY/FoWdhpQVsrJL3bqB7Pa2qorKyNlMml6+nuZmR/l5JyIi9sUHOwZGDhJLHakoNP38j1eXopwZisUThSLnWhycXE+paWizs5mehl6kQCAMaqpSUxMfE2PO+FZi0QTlW9FIoeQkOkGCVvsNKCslJNf7NQP89Pd3dbWJmtoyKL8VFx8KTvbPypquVjsIhbbC4UOYjFtGloP4qHFA4lQNImfTquiv/Q2ImJRVpY/bvQMAENRVXX9+vW19Ds2oF8kSl2RkUsjIhbTr9DI3I6LnQaUlXLyi536YVp6ejqamvKrq2Nu3xZnZLwXHb00ONhTJHIRiRwVe4aGKTNRSLINCZkWG7s+MXFHTs6JysqI1taympob9fUZLS0lnZ3N9LPV0HBLJpMqb99Ms9rSUmrYxQUAZqm1VZaWdjg9/b3IyGUSiVOfU7h0b0BaKR6BNSE8fH5jY85wzB47DSgr5eQXO/XDeFBGof/2oqKLERHLAgMni8VOil1B1tzPwXDEJoFAfrROLHYODHQRix0DAz1jYzelpBzKzPykokJKP2FdXW30MvSCAQDoB23m1dQkFhR8U1Ymobfl5UHZ2f70K6rfL6GNRDIpKmq5VDo7LGyOROISHOyVnR3Q0JBOP8v0am+vk8nCdd91TxU7DSgr5eQX1Q9F62slFFoJBHbBwZ7x8VuohrW2Vhp61kxGW1tNfX0qBabCwrNFRReKii6lpr5J/8MhIV7Bwe4Uayjc/PIkcR5flMlsKJ+JRBMlEmepdE5a2sHCwov061NQ8G1VVaypXO0MADAUtKF4/forwcHTwsJmK04tHdJPa3j4guDgqdzZ97T1KxLZ0sawVDorOnpFauqhuroUbqIIWKBO7SpC3fVMUcPkp9dQUAgK8pRK54aHz42KWpaY6FtY+E1LS0VPT4eOVryjo7G9vbq+PqWpqZC6Ozsbq6tjaROkpaUkJycgI+NIcvJbcXGbw8O9Q0OnK67wp6hnSxsW1Ccv78vm5iK1O/+2tVUXFX0nk0kHfYidxkAzQAmysjImN/dUcvK+2NgNYWHzKAwFBnLH4OzpJRI5iMWOtGEkFrtQdlGcbGSl+GuruO34hJ9fvGemX4QnSr00AzR7iYmv5eT45+WdorKb2d2QAQD4RQ1Ebe1N2vq9ffuqRMLvQ07lL0pdISHTELBAl34Dlv6vX54YxGfyUCQ82oCYEhY2V3USAoFNUtLrMTHrYmNfSU8/TIEsJ+eLgoKzyclvUhyhPrGxG4OCpioeYDeRkhP9HZ7dSIMJT5QmQ0NnpqQcyMr6tLRUWFeXRJlP/13TAACgJ9oobW0tKym5fP36xuBgj4iIxWFh3qmp+yMilikuSFReSU3NygCuqkbAAl2ofrS3Vzc3l9y5k1dUdDE2doNEMlnxeKnh3j1jTq8Jip1bE8ViR0WSs5dI3MLD58fHv3rjhh/lvMrKqNraRNaeMw8AYHLoVzo9/T0KYZGRi+vqUqhxvH37anl50M2btDH/ilQ6l3vePAIW9E93/VCkfllTUxFlr8zMjxITd1y//q/o6DUREQuDgty5I3pqUUyxH2uCslvxmvDzGUgTuG4ulNDXJRLXwEC30NAZ0dEr4+I2p6e/39paUVx8KSPjvfDweTSAlh1OQzwZnJthikTWQqHDzzOwNjHRLy3tvZycz4uKLpSUXM3NPZmTE5CV9XlGxpHMzGNlZYGUQSsqgsvKJJWV0S0t5R0djSO2mgAAwEh0dDQUF1/OyTmBgAW6DFP94HdXzZ07OZRv4uO3SqWzUlPfppFT8mtvrxaL5XdJEYudQkKmc/d/UhwNtBeLJwUHe0okk0JCPBMTtxcXU2D6Pjf3RGHht3V1qTzOGAAAMAsBC3Qx6frR1dXW3Fxk6LkAAAAWmXQDOiCslHPo8CxCAACAIWKnAWWlnPxip34AAADwiJ0GlJVy8oud+gEAAMAjdhpQVsrJL3bqBwAAAI/YaUBZKSe/2KkfAAAAPGKnAWWlnPxip34AAADwiJ0GlJVy8oud+gEAAMAjdhpQVso5dLhNAwAAwBCx04CyUk5+sVM/AAAAeMROA2qe5dS2t6m3t3fHjh0WFhaWlpZ+fn70dtDj52lOAQAAGMJOA2qe5dS2/o4fPz5+/PhCBeoICAjgd/wAAACgAzsNqHmWU9v6s7a2FolEXDd12Nra8jt+AAAA0IGdBtQ8y0nrb+zYsY888sjf//73jz76qLu7m+s/ZsyYmpoarru6utrCwmLQ4+dnRgEAAFjCTgNqzuW8e/duYmKira2tj48P12fUqFGdnZ1cN3WMHj1ax9fv02nY5x4AAMDssNOAmkk5deSekpIS5Z4q7MECAAAwIHYaUPMvZ2lp6bhx47hunIMFAABgQOw0oOZZTm9v7/T09I6OjszMTFdX102bNnH9/f39tV1FOKBVzk79AAAA4BE7Dah5lvPChQsvvvjigw8++Oyzz+7atau9vZ3r39vbu337dgsFX19f1ftgIWABAAAMN3YaUFbKyS926gcAAACP2GlAWSnn0OEqQgAAgCFipwFlpZz8Yqd+AAAA8IidBpSVcvKLnfoBAADAI3YaUFbKyS926gcAAACP2GlAWSknv9ipHwAAADxipwFlpZz8Yqd+AAAA8IidBpSVcg4driIEAAAYInYaUFbKyS926gcAAACP2GlAWSknv9ipHwAAADxipwFlpZz8Yqd+AAAA8IidBpSVcvKLnfoBAADAI3YaUFbKyS926gcAAACP2GlAWSnn0OEqQgAAgCFipwFlpZz8Yqd+AAAA8IidBpSVcvKLnfoBAADAI3YaUFbKyS926gcAAACP2GlAWSknv9ipHwAAADxipwFlpZz8Yqd+AAAA8IidBpSVcg4driIEAAAYInYaUFbKyS926gcAAACP2GlATb6cGncp9fb27tixw8LCwtLS0s/Pj97q7j+IiQ51vgEAANjDTgNqJuVUW2HHjx8fP358oQJ1BAQE6O4/xMkBAACAPthpQM2knGorzNraWiQScd3UYWtrq7v/ECcHAAAA+mCnATWTcqqtsDFjxtTU1HDd1dXVFhYWuvsPcXIAAACgD3YaUDMpp9oKGzVqVGdnJ9dNHaNHj9bdX9s4dRiGQgAAAJg5dhpQEyuntnwz8nuwAAAAYBAG1/KaHDMp530jew5W3ykOBb+1jZGxGe2MGfPYjHbGjHlsRjtjxjw2o50xYx6b0c6YkY/NmJlJOdVWmL+/v8arBbX17zuGgU5xKIy57hrt2Ix2xox5bEY7Y8Y8NqOdMWMem9HOmDGPzWhnzMjHZsxMvpwadzz29vZu377dQsHX11f1Plga+99DwDK1sRntjBnz2Ix2xox5bEY7Y8Y8NqOdMWMem9HOmJGPzZixUk7e4f/KsGMz2hkz5rEZ7YwZ89iMdsaMeWxGO2PGPDajnTEjH5sxY6WcvGOnirAAa9PMYIWaE6xNM8POCmWlnLxjp4qwAGvTzGCFmhOsTTPDzgplpZy8Y6eKsABr08xghZoTrE0zw84KZaWcvGOnirAAa9PMYIWaE6xNM8POCmWlnLxjp4qwAGvTzGCFmhOsTTPDzgplpZwAAAAAIwYBCwAAAIBnCFgAAAAAPEPAAgAAAOAZAhYAAAAAzxCwAAAAAHiGgAUAAADAMwQsud7e3h07dlhYWFhaWvr5+dFb3f35+i4MBx1LPiUlxc3N7de//vXjjz9+8uRJ/b+LtWlY9/1MtadYLHZ2dn7ooYcee+yxVatW1dbW9v0iVqgR0rg2CwoKPD09LRSog972/SLWphFC66kDApbc8ePHx48fX6hAHQEBAbr78/VdGA7alnxOTs6f/vSnb775pr6+vqSkZMGCBfp/F2vTGKg1yZMmTRKJRM3NzVVVVevWrfPw8Oj7FaxQo6W2Nq2trXft2tWgsHPnTnrb9ytYm0YIracOCFhy9M9Mv9RcN3XY2trq7n9P5ddhEN+FYaVtyVOi+uSTTzR+BWvTJOi4AXRTU9Ovf/3rvkNihRottbX5yCOP0Erkuu/cuUNv+w6JtWmE0HrqgIAlN2bMmJqaGq67urrawsJCd/97KlVkEN+FYaVtyY8bN27Pnj2PPfbYo48+unTpUtpQVn4Fa9Mk6AhYV65ccXR07DskVqjRUlubc+bM2bt3b2NjI/1j7t69m972HRJr0wih9dQBAUtu1KhRnZ2dXDd1jB49Wnd/vr4Lw0HbkqeOxYsXVyl4e3svX75c/+9ibRoDbQErKSnpmWeeycnJ6fsRVqjRUlubZWVlTz31FHduFnWUl5f3/QrWphFC66kDApbcUHK02Wdwk6NjjdBbrpsy1tixYwf0XaxNg9MYsMLCwp588sn4+HiNX8EKNVpqa9PV1XXnzp3Kc7Dobd+vYG0aIbSeOiBgyQ3lSLDZH0U2OdqWvJ2dHeUqrruyslJjwMLaNGZ9A9b58+cff/zxGzduaPsKVqjRUlubDz/8sLZzsJSwNo0QWk8dELDk/P39NV6zoK3/PZVfh0F8F4aVtiV/8uTJRYsWKQ8RrlixQvkVrE2ToNYkHzly5Mknn8zKytIxJFao0ep7FeHu3bu5PVivv/66xnOisTaNEFpPHRCw5Hp7e7dv387dgsXX11f1bhwa+99TqSKD+C4MKx1Lfu/evWPHjrW0tFyyZInGk9yxNo3Tfb+ksSdpbm5WfsR1YIUaIY1rMzc3d8qUKf+fwtSpU/Pz81WH5zqwNo0QWk8dELAAAAAAeIaABQAAAMAzBCwAAAAAniFgAQAAAPAMAUtO21NjB/ooyoaGhqVLlz766KNjx47dt2+ftslp+7rauZ9jxowZ0Nf1nDoAAAAvTKv1VB1Sn9EOEQKWnLanxg70UZTLly/39vauVJg3b96pU6c0Tk6fJ1kePXr0tddeG9DX9Zw6AAAAL0yr9VRSC1jD9HhpBCx1qk+NHeht0H7729+q3srSzs5O4yT6vYtaR0fHM888U1ZWNqCv6zl1AAAA3hl/66nU9zZsw3FrUwQsdapPjR3ojfypiqg+jEXbDf77fQ4AxWfV22Dq+XU9pw4AAMA74289ldQC1jA9nAcB6xfUnho70EdRLlmyRHmv8IULFz7wwAMap6L7SZY9PT3//d//nZmZqW0mhzh1AAAAfplE66mkFrCG6fHSCFj/1vepsQPN4HV1dVQzLC0tx40b9/bbb//hD3/g+qudVac7LJ8/f37atGmqffT8urapAwAADB9TaT1V+6u+xR6s4aXxqbFDeRTlp59+StVF47R0f/0f//hHdHS0jlkd4tQBAAD4YkKtpxLOwRo52p4aO9BHUS5atKi0tLShoeHcuXN/+tOfsrOzNU5Ox5MshUKhjY2N7rkd4tQBAAB4YVqtp5JawBqmx0sjYMlpe2rsQB9FefLkSQryjzzyyKRJk5KSkrRNTseTLO3s7K5cuaJ7boc4dQAAAF6YVuvZd4b7He1QIGABAAAA8AwBCwAAAIBnCFgAAAAAPEPAAgAAAOAZAhYAAAAAzxCwAAAAAHiGgAUAAADAMwQsAAAAAJ4hYAEAAADwDAELAAAAgGcIWAAAAAA8Q8ACAAAA4BkCFgAAAADPELAAAAAAeIaABQAAAMAzBCwAAAAAniFgAQAAAPAMAQsAAACAZwhYAAAAADxDwAIAAADgGQIWAAAAAM8QsAAAAAB4hoAFAAAAwDMELAAAAACeIWABAAAA8AwBCwAAAIBn/w+TYDHeVwA7TwAAAABJRU5ErkJggg==)
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