Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit306-10-20020623_072900_20020623_121300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/23 |
Start Time | | 2002/06/23 07:29 |
End Time | | 2002/06/23 12:11 |
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 | | -19.64 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.64 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 147.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit306-10-20020623_072900_20020623_121300-constBx0 |
Minimum Dst Value | | -18 |
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,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIFNlcCAwNyAwMjozNDo0NyBFRFQgMjAxOCGq87wAAAHPdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQzMDYtMTAtMjAwMjA2MjNfMDcyOTAwXzIwMDIwNjIzXzEyMTMwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIENsdXN0ZXItMyB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAwMi0wNi0yM1QwNzoyOTowMC4wMDBaIiwgIm1heCI6IjIwMDItMDYtMjNUMTI6MTE6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MjIsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjotMC4wMDc0MjIwMDA1LCAibWF4IjozLjQwODc4MjAwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX23wjP6AAAABGdBTUEAAK/INwWK6QAAOpJJREFUeJzt3X90FeWd+HFIQgg/hBtIISCJUEWxixRptGAiRhowHmhNu6xG+RUFC9uGNa38iBIh7OKS9YAbe1DSEtz0HFojZW2OjUjPyTbbQ7cpJy5xNxXUqBHTbhDUq8Q2SGz4fk6e851ze++dydybuffOvc/79UfO3MnMM8+PmXk+95m5M8MuAwAAwFHDYp0BAACAREOABQAA4DACLAAAAIcRYAEAADiMAAsAAMBhBFgAAAAOI8ACAABwGAEWAACAwwiwAAAAHEaABQAA4DACLAAAAIcRYAEAADiMAAsAAMBhBFgAAAAOI8ACAABwGAEWAACAwwiwAAAAHEaABQAA4DACLAAAAIcRYAEAADiMAAsAAMBhBFgAAAAOI8ACAABwGAEWAACAwwiwAAAAHEaABQAA4DACLAAAAIcRYAEAADiMAAsAAMBhBFgAAAAOS8wAa9iwxCwXAERUJE6ev/3tb2fOnDloypHYdKz6AvogXNYtwGKnBwALkThJ5uXlvfDCCzHZNAGWgxKyUBGVmPUV6lell156aeHChSNHjpwyZcqaNWvOnj2r5vf392/ZssXj8aSnp5eXl8tHY5VXX311yZIlY8aMmTp16sGDBy02pPjOtEjW18svv7xo0aK0tDTJ1dq1az/44APr1c3mh5qOWenM0jGrvaDMNjrsr40bN856o16vd/Xq1RMmTMjIyNixY8eg6dus8wSu+csme6NZ4mbLh3qwhFTzkeCXf6NQw4cPnzx5cnFxcVdXl8XqYeS/u7v7O9/5zvTp00eMGCFrFRYWSqUFzYzfTJn40pe+5LsJmb7++ut9FzD+dfr06W9961tyCKSmpubk5PzsZz9T8z/++GPJ58yZM0eNGiVbv+uuu5qamgbNc2Bmwl4gkBzOFy9eHPqmwxDpmMCsFcLbriO5tXNaiGaopHNYlpglD/Uccfvtt8sXLOmzL1y4sHPnTulv1Pyampp58+a9M0AmDhw4oOa/8cYbWVlZhw4d+uijj86cOXPvvfeGtDmzZP0sXrz46NGjPT0977///vr165cuXWq9utn8UNMxK51ZOma1F5Sdsj/55JObNm2y3mhJSYl0jWcH3H333c8++2x4laNPzRv89kazxM2WD/VgCanmIyEwwFITf/nLX/74xz8+/PDDeXl5FquHmv8//OEPV111lSR76tSpP//5zxKw/uIXv7jjjjuCZsZvpkxIJ/3iiy8a//r5z38ucwIDrDfffFOiwz179sh+IrHL7373u7/9279V/5JtPfjgg7LAZ599du7cueeff/62226zznPQzIS9QNirxF2AZdEKMQyw7JwWCLCiI85KLjvxQw89NHmATBjfiqQJpVeeNm2afCtVH//lX/5l0qRJ8sXiu9/9rpxojMUu//VgSeAmpKcZPXq0ml6wYIH0PWpaJnJzc9W09Hz79u2zn22/DZkla0EOlTFjxlivbidZO+nYKZ1vOr58ay+oQTMpjTVjxgzppaw3OnHiRAkI1LTEWEYfOZTKCSphat5gcb4LmrjF8nYOFps139fX99hjj2VnZ3s8Humx1EyL433//v0Sx6Slpc2fP7+9vV3Nb2pquvHGG2Wm/EtFQoEHu19xPv7441GjRsnEhg0bjDBdHDx4UOZY5z9ozTzwwAOPPPKIWY0NGmAdPnzYdxNSup/97GeBmb/vvvt27doVdBNSHCmUWQZ8N2pxkrxsUvnWJ89QVwk8bwdtVrPdwJd8OZHgRsoybty4b37zm+fPn7dTHOuNyg4gCcryUlFBy2vRCmb7m/HRzr4q3wH+6Z/+afr06enp6ffff/+nn34atN4sBD0tBD0ofBMctDLNMhZ4FAduy04nfuuttz733HNGhiV+nTJlip292m3iLMCSxisoKOgaIHH69u3b1Xxpm7vuuku+jxofZbE/DJCJyspKY77fhB/ZUXbv3m18iZfdy9i35Lug7DRqWvYMyYk0ueyCq1evlu8K1tn225xZshYaGhry8/OtV7eTrJ107JTONx2DX+0FNWgm5VwjR2zQdX03KgGWrK6mJdIatBLCqPPAjcZ1zRssAqagiQ/xYLFZ89JRyabfeuutjz76qKysTM20ON6Lioo6OzslD/Id3YhIpOqOHDkip2w5I69duzZo/n07ie7u7q1bt6oBHokwFi5c+Pzzz8t0fX29TF+6dMk6/0FrRvIg/VPQMpqt4nteklzNnDnzv/7rv+Rjc3OzTMucwBOX7Cpvv/120E3ceeedd999929+85s///nPZtm4bOMkaVH5ZmmGukrgeTtos5ol62vOnDm/+tWvpMjSDZeWlq5bt85+cYJutKKiQmryjwOWLFkStAgWrTBogGVnX927d+/Xvva1d955Rw6KlStXfv/73w9ab2YsTguBufJNcNDKNMtY0KPYb1t2OvFjx45df/31suerf0n9VFVVWRfWneIswPriF7/42muvqWn5qnH11VeraWmbd99911hMPhqL/f73v/ddzG/Cl4qy5StdR0eHmpOUlKROskImkpOT1bRMyF71/oDi4uKSkhLrbPttzixZMydPnpwxY4Zx1jZbfdBkbaYzaOn80jHK6Fd7QVlnUo6oa6+99tSpU4NWwqpVq1asWKEyKd8jU1JShlg5QSVSzfsub6ew1svbP1hs1vw111xjDB4YLI53iY3U9J/+9Cc1BCWysrJ+8IMfvPfeexb5H/bX5Cu4nCLUv86ePSs1UF5eLn+NO1dC3XNkV/SNbAKHCgJX8fvvD3/4w2984xuXBy72/ehHPwpcQG2lt7c3aAY++eQT6cO+/OUvp6WlSQVu2rQp6Ff/QU+SFpVvVvZQVwk8bwdtVrNkzUgNTJs2zX5xzDZ6+vRpNS0rBi2CRSsMGmDZ2VdnzZr1+uuvq2nZIa+66ipjMd96M8uAxWkhMFdmCQatTLOMBT2K/bZlsxO/6aabfvKTn1weuA4rGZCmsSyuS8VZgCWnDGOHlgn5qKalbXzvDJWPZov5TfiRnWnHjh233nqr+mjxpdx3+CQjI8NI1vdk6psf349myQZdXb7FZmdnnzhxYtDVrYcKQkonaOnM0jH41V5Q1pmsr6//+te/HrhW4EY//PBDiaukd5QvkY8//nhmZuaghQp1BCvBat4QdOe3SHzoB4udvd330DZYHO9Bc/jf//3fRUVFEydOnDlzpnFdz2xhlZ9t27b53qQi36dlAeMapUX+zciuaBGkjhgxwu8Kl5RLYjjfxWSBKVOm/PSnP5W/xlU2v3Qsxk4MckqUyGnNmjVmYxjWdWuz8n2Fukrgedvvv9bJ+mptbZV2lBOC2qmMODjU4vgub7SULB+0CEMZwbKzr0q05/tlwHc/8au3oP2OxWkhMFe+CQ5amWYZC3oU+23LZife0NBw3XXXff755/fee69EooFFiAtxFmDZ/Ibk++VMJgIXs7h0LTvloPfK5OXl+d4A5NcRBvLLnv37gSTgmDp16iuvvGJndYtkQ0rHonRB0/HlW3tBWZd97ty5v/nNb/xWGXSjTz/9tARb1umHeg9W4tW8IfBEbJ24RYdq52CxWfPSzYQ0gmWRQzlNNzY2GjG338Hut/CFCxeMQYtXX31Vviu/8MILV155pfG9P9Q9RwKa8vJyv5nGRq+//vrf/e53vv9qaWmZPn2632K7d+9OSUkxLosE9tayw//zP/+zdU4Ur9d7xRVXBM4f9CRpVvkWJ88wRrDsfLQzgiUzf/zjH8v3LumS5W9gjYW6L9kZwbJoBd9AzRh96e7uDmlflQijs7PTIvFBmZ0WrA+KQSvTLGNBj2K/bdlsCKmZG264YfPmzXJ0GDcIxp04C7Dk66Zx+VZC7IqKCjU/8CBZsmSJur1AJgJvBfjCF77gex1q1apV8vHSpUvvvfdeaWmp8YVv//79QX9AdPDgQeP6VHFxsdk9Q7758f1olqyfvXv3ZmdnGwf5oKubzQ81HbPSmaVjVntBWZT9pZdeuuWWW2xWguRQ9gHpPJ577rmsrCxjvDrUygkqIWve4Lc3miVutnyoB4vNmn/88cfz8/Pffvtt37s37B/vakIqTc7dcjqWTktCRjXT72D3XfeDDz547LHH5s+ff3nghhU5of/617+W6RdffPHGG29UV/os8h+0n3v33Xdl08avCKU4v/jFL4wl5cuAbOU///M/PxnQ3Nw8e/bsJ554wiLBy8ECrDfffFN65SeffFJq5uLFiydOnDB+v3bbbbc9//zzEqBLG0me169ff+eddwZN0/okaVb5fvXpy2Z7mVWg2UezZH1Jbfz85z+XqpBdSKoisMZC3ZdkeeMerDvuuCNoESxawVheIvKdO3fK3iVt8Y1vfCOkfbW6ulryLHNksf/93/+95557rOtTsXNasDgo7FSmWcaCHsV+27K/k8gXP5lZW1vrO9N+cOkG8ZTXywMjihs3blQ/QJAJY6Qx8CBRP5BJT0//+7//e9/fKagJ6VQ8Ho/x8fDhw3PmzElNTZWuWs5HErOr+RJESwTtGbB161bfAUw5H2VkZEj6sjdb3OQ+7K8NmqzFuqKnp8didbP5oaZjVjqzdMxqLyiLjebl5TU0NNisBIlF5Kw0evToxYsXnzx5ctD0bdZ5Atd8YDrWiZstH+rBYrPmpT949NFHp02bJmWXHkvNtH+8qwmJtuW7dVpamoRHv/rVr9RMv4Pdt0QTJkyQPu+tt96S+atXr1Y3PCmSBxXgWuR/mMm5/syZMw888IDsnykpKRMnTvzmN7/529/+1qiNf/u3f8vJyRk/QCZ+/OMfD5rgsIAeTkinJSlLrqQtbrrpJuMJTP/xH/8h86UapR5mzJjx3e9+N+iOMWywk6RZ5fvVpy+b7WVWXrOPZsn6kq9n0vQjRoyQbws/+MEPAmss1H1JFvj2t78tlSNV9I//+I+SctAimLWCkU57e7tE8OrXgs8880xI++pf/vIXKcusWbNGjhwpcblxejSrT8XOaSHwoAipMs0yFvQo9tuW/Z1EKnPmzJl9fX2+M63L7jbxlFcAgCPiq6OKrf/5n/+RUDXWuYixzz//3PgtUXR8/etf/+lPfxrNLTqOYwwAtEOANaiysrLu7u533333a1/72ve+971YZyfGWltbjV8LRtpf/vKXH/7whzfccIPxpIY4xTGGiAi88OTCE3pcZDJUCVkoOI69YlDV1dXTpk2bNGnSgw8+GKePCXDQ2LFjn3nmmehsS3bO6dOnS0gXnc1FDscYAACAwwiwAAAAHEaABQAA4DACLAAAAIcRYAEAADiMAAsAAMBhugRYQX+7DgAAoizWEUGUJHI59WxRAABcS5/uWJtyatOiAAC4lj7dsTbl1KZFAQBwLX26Y23KqU2LAgDgWvp0x9qUU5sWBQDAtfTpjhO5nNzkDgCAq+jTHWtTTm1a1G16e3tjnQUAgFvo0x1rU05tWtRVHn300eTk5NLS0lhnBADgCvp0x9qUU5sWdZXx48dLzY8dOzbWGQEAuII+3bE25dSmRd2jo6MjOTlZan7evHmxzgsAwBX06Y61Kac2LeoeJSUl6ucFmZmZsc4LAMAV9OmOE7mc/Iowhjo6OlJSUtLS0jwej1R+Z2dnrHMEAIg9fbpjbcqpTYu6hBq+KisrKyoqkon6+vpY5wgAEHv6dMfalFObFnUDY/iqu7u7qqpKKp8fEgIALuvUHWtTTm1a1A2M4SuZbm5ulum5c+fGOlMAgNjTpzvWppzatGjM+Q5fXR540GjKgJ6enlhnDQAQY/p0x4lcTm5yjwnf4SslJydH5jQ1NcUwVwAAN9CnO3ZLOV966aWFCxeOHDlyypQpa9asOXv2bOAy/f39W7Zs8Xg86enp5eXl8tF++vq0aGz5DV8pEmxJ/e/atSuGGQMAuIE+3bFbynn77be/8MILXq/3woULO3fuXLRoUeAyNTU18+bNe2eATBw4cMB++vq0aGwFDl+JI0eOyMxly5bFKlcAAJfQpzt2Yzl7enpGjx4dOH/BggVHjx5V0zKRm5trP019WjSGgg5fia6uLql/j8cTq4wBAFxCn+7YdeX89NNPd+/evXTp0sB/jRs37vz582r63LlzIXXY+rRoDAUdvlKmTZsm/2pvb49+rgAA7qFPd+yucqq70SdNmtTR0RH436SkpEuXLqlpmUhOTg66upmI515vZsNXSnFxsTRBbW1t9DMGAHAPfbpj15Xzk08+2bFjx6233hr4L0aw3Mxi+EpUV1fLf2WZKOcKAOAq+nTHbiynxFhjxowJnM89WK5lPXwlWltbpQlmzZoV5YwBAFxFn+7YLeVctWrVqVOnLl269N5775WWlvreg2U0xv79+/kVoTtZD1+Jvr6+sWPHyjJerzeaGQMAuIo+3bFbynn48OE5c+akpqZmZWWtX7/+ww8/NP5lNEZ/f//mzZs9A7Zu3cpzsFxi0OErJT8/X1qhsbExahkDALiNPt2xNuXUpkWjb9DhK6W8vFwWk7/RyRUAwIX06Y4TuZz8ijAKbA5fiYaGBmmF/Pz86GQMAOBC+nTH2pRTmxaNps7OzqVLl9oZvhJer1eWHDt2bF9fXxTyBgBwIX26Y23KqU2LRo1EV2pocMSIEYMOXymzZs2S5VtbWyOdNwCAO+nTHWtTTm1aNGpaWlpUgJWXl2dzFXW3VnV1dUQzBgBwLX26Y23KqU2LRs358+dHjBiRlJT02muv2VyltrZWGqK4uDiiGQMAuJY+3XEil5Ob3COqqqpKarWoqMj+Ku3t7bLK9OnTI5crAICb6dMda1NObVo0Ovr6+tT7m5uamkJa0ePxyFpdXV0RyhgAwM306Y61Kac2LRodR44ckSqdPXt2qCsWFhbKirJ6JHIFAHA5fbpjbcqpTYtGR15enlRpTU1NqCvu2rXL5mMdAACJR5/uWJtyatOiUdDW1ib16fF4ent7Q123qalJ1s3JyYlExgAALqdPd5zI5eQm9whZt26d1OemTZvCWLenpydlQBjBGQAg3unTHWtTTm1aNNLOnz+flpYmEVJnZ2d4KcydO1eao7m52clsAQDigT7dsTbl1KZFIy2MpzP4KS0tlRQkHQdzBQCIC/p0x9qUU5sWjaiwn87g69ChQ0MM0QAAcUqf7libcmrTohEV9tMZfKmXGGZkZDiVKwBAvNCnO9amnNq0aESF/XQGP5mZmZLO6dOnHckVACBe6NMdJ3I5+RWhs4bydAY/RUVFklRdXZ0jGQMAxAt9umO3lPPll19etGhRWlralClT1q5d+8EHHwQuM5SASZ8WjZyhPJ3BT3V1tSS1YcOGoScFAIgj+nTHbinn4sWLjx492tPT8/77769fv37p0qWBywylVfRp0QgZ+tMZfLW0tAz9Xi4AQNzRpzt2YzkvXLgwZsyYwPkEWDE09Kcz+Ort7ZVwTRL0er2OJAgAiAv6dMduLGdDQ0N+fn7gfPXTs9GjR8+ePfupp576/PPP7aepT4teHhhtWrZs2YMPPtjd3e1Igo48ncHP/PnzJcFjx445lSAAwP306Y5dV86TJ0/OmDHjjTfeMFvg4sWLra2tubm5gS8MHmYpwhl3kVtuucUotcfjkVBmw4YN1dXVEs0YIVdvb29HR4fNBB15OoOfTZs2SZqVlZUOpgkAcDl9umN3lbO5uTk7O/vEiRODLnnmzBkJHeynrE+LiokTJ0p5k5OTJ0yYEBhoSr199atfHT9+vEw//vjjdhJ06ukMvhoaGiTNgoICB9MEALicPt2xi8pZX18/derUV155xc7CXV1dkydPtp+4Pi3a3t4uhc3MzFS3N50/f17C1n379pWWlubn52dkZPgGW2PHjm1ra7NO0MGnM/jq7u5WGXAwTQCAy+nTHbulnHv37s3Ozg765EmjMYqLiyV6+Oyzz06dOlVQULBx40b76evTort27ZLCrlu3zmwBFXKtWrVKjW+lpKRUV1dbJOjg0xn8XHPNNZLyoBEeACBh6NMdu6WcgVeyenp6jH+picOHD8+ZM2fkyJFXX331tm3bQhpQ0adF1eW8hoaGQZeUCiwrK1O1XVhYKIFX4DLOPp3Bz8qVK2XT+/btczxlAIA76dMda1NOPVpU4iEpqYRERng6qMbGRnXdMDMzM/BHgs4+ncGPhFaSuIRZkUgcAOBCmnTHlxM7wNLwV4R1dXVqOCqktbq6ugoKClQtlZeX9/X1qfmReDqDL3V31zXXXBOJxAEALqRJd3w5sQMsX5q0aHFxcXg/95NYqqqqKiUlRVbPyclRFwQj8XQGP2PHjpVNOPW8LgCAy2nSHV8mwEokEiSpeCXs+6VaWlqmT5+uftxXX18fiacz+FEjZ3buGAMAJAAdumNFm3K6pkWdfdiBr6ampqEPOHm9XjUMpowaNSpyGRaVlZUR+okiAMCF3NMdR5o25XRHiz755JOpqaklJSWRSFz9JLCiomLoSdXW1qrLhaKrq2voCZo5duyYbGL+/PmR2wQAwD1c0h1HQSKX04U3uWdmZkpOkpKSIjEspB4rdfz4cUdS27Vr14gRIxYsWOBIama8Xq/keeTIkREdJwMAuIRLuuMo0KacLmjRnp6etLQ0yYkELo4/Vqqjo2PYwMuwHUzT/rMewtba2jp8+HDJeX19faS3BQCIOTd0x9GhTTld0KI1NTXGcJrjVwn37NkTj8+UUo/CEvfee2+s8wIAiDg3dMfRoU05XdCiOTk5ko1du3apcSxnXxGTn58fj+NAXq936dKlkvNbbrkl1nkBAEScG7rj6NCmnLFuUfUOZvXKZHU3ekFBgVOJS5iSMiAKF/UcJxWiIs6I3k0PAHCDmHfHUZPI5fS7yf2OO+44evRo0DfuRUFpaankQf5eHoiHJNJy8Anp9fX1klp+fr4jqUVfUVGR5L+2tjbWGQEARBYBVqLxjbQyMzOXLVu2adMmiUva29uNN8NETm9vr4qoZHNqjnrH39y5cx1JX701ec+ePY6kFn3qDT8ODukBANyJACvRSIteccUVX/nKV9Szzn2lpaVJoFM4oKWlJRJbP3TokN/TniTkUq/5k9hiiIlLgKje1tzR0THEpGLl/Pnz8XuJEwBgHwFWopEWNUaqJBBpaGiorKwsKipSz47ylZ+fX1tb62xPr+5A93vnjBq2mT59+hAfAXX8+PFh8f/KZPXOHIlEY50RAEAEEWAlGosWlViqpaVl4sSJskxycrIxrFVcXNzY2Dj0C4inT58eNvB2P7+gTVKeO3fu0C/tlZeXD4v/t81UV1dLKaTOY50RAEAEEWAlmkFb1Ov1NjU1yd+6ujo1mqJkZGSUlZW1traGvWkJfSSdDRs2BP5LvSjG4/HIdsNOf/bs2Q7eLx8rXV1dKgzlke4AkMAIsBKB37W/kNaV/r6qqkrFLsp111133333vfLKKyGl09fXp16PY3Z3l7p6GPb4U2dnp4pLonCrfqSp8bzGxsZYZwQAECkEWNH28ssvL1q0KC0tbcqUKWvXrv3ggw8Cl+nv79+yZYvH40lPTy8vL5eP9tMPu0Xb2trKyspUkKSuIYb0oIcjR47IWhKoWaSvrkiG9/Ic9ST0xLiytmvXLinLunXrYp0RAECkEGBF2+LFi48ePdrT0/P++++vX79+6dKlgcvU1NTMmzfvnQEyceDAAfvpD7FF+/r67rnnHhVjPfHEE/ZXLCwslFUkDLJYRj1kIbyX5yTSveHqWazOvk4RAOAqBFixdOHChTFjxgTOX7BggQRhalomcnNz7ac59Bbt7e2VyE+NNtl8y426r0iWt77FqqOjI7yX5xhvj47V01Mdp37Uefz48VhnBAAQEQRYsdTQ0BD0oeTjxo0zIolz5855PB77aTrVohs2bFDPRLDzHIfKykqb1+/Ce3mOVJSslZeXF9JabqZ+ECC1EeuMAAAiggArZk6ePDljxow33ngj8F9JSUmXLl1S0zKRnJzst8AwS45kr7e3V92LPWjY1NfXpx4l2tzcPGiy4b08Z926dcMG3h5tfxWXS4xnegEAzBBgxYbEItnZ2SdOnAj6XzeMYF0euKKnHgfv9+BQP42NjbLMrFmzbCYbxstz1K33xut3EoMqVKhXSwEAcYEAKwbq6+unTp1q8RyE2N6D5Uu9XNn6Zqzly5fLMhI22Uwz1JfntLS0DBt4ELzN9ONF4g3LAQAMBFjRtnfv3uzs7NOnTwf+y2iM/fv3x+pXhIGsb8bq7u5WL9eTCftphvTyHHWDV9Dnl8Y19fBVp16DDQBwFQKsaAu8ZcoIXIzG6O/v37x5s2fA1q1bo/McLDPWN2Op633Lly8PKc2QXp6Tk5MjS0o4EtIm3E8qVl2BDe/BYAAANyPASgSRuMndl8XNWOpxA2FEPy+99JKsOGrUqNdff91iscR+sYx6MFh1dXWsMwIAcBgBVqKJUIsGvRmrublZZk6bNi2M19eoJy8o+fn5tbW1QS9BynxZoKioaEi5d6tDhw6p4sc6IwAAhxFgha+3t7eiouLqq6+WsEP+bt++/eLFi45vJVSRa9HAm7GKi4tlTmVlZRiptba2pqSkyOqpqakqzJJqlAQbGxt9w7Vly5bJvyTMcqYMLqMeoCr1kDAPUAUAKARY4du4ceOiRYva29sl0pK/t99++0MPPeT4VkIVuRb1uxlLYgIVHHR1dYWXoKzY0dEhQUZdXZ16E46SkZFRVlYmEZj8a/To0TIn7E24nyp4okaQAKAtAqzwTZ482bfjl2mZ4/hWQhXRFvW9GUu9fbmwsNCpxKUCq6qqZs+ebURaanBr4sSJTm3ChRL7GigAaIsAK3waBliXfW7Gys7OlokjR444vom2traysjL1HE4hE45vwj26u7tVfdp5JREAIF4QYIVv48aNBQUFr732Wm9vr/yV6VhdIoz0rwj9PPjgg2pD6enpYdzebpOkXFVVdfPNN//617+O0CZcIi8vTyqzoaEh1hkBADiGACt8Eldt27bti1/8Ylpamvx97LHHEvsmd8OJEydUgHXjjTdGels6UM8SW7lyZawzAgBwDAFWoolOiz700ENz5sz5/e9/H4VtJbyOjg5pNY/HE7nhQABAlBFgJRp9WjSRqFv7m5qaYp0RAIAz9OmOnS9ne3t7bm7uqFGjonn/06DckAeEqqKiQhqutLQ01hkBADhDn+7Y+XLOnz9/586df/rTnxxPOVRRvskdjmttbVXPxI91RgAAztCnO3a+nGlpaZ9++qnjyQ6RPi2aYCS6krZraWmJdUYAAA7Qpzt2vpxXXXVVZ2en48kOkT4tmmDKysqk7SoqKmKdEQCAA/Tpjp0v5zPPPFNUVNTd3e14ykOhT4smmKamJmm7mTNnxjojAAAH6NMdO1POYYNxZCtDzGGss4Bw9PX1qVcDbd68OdZ5AQAMlT7dcSKX021BHsKTnJwszZeVlRXrjAAAhkqf7tj5cg4fPtzxNIdOnxZNPNu2bZPmGzt2rNfrjXVeAABDok937Hw5r7zyyv/7v/8LJyuDDTUNZURKnxZNSEVFRdKClZWVsc4IAGBI9OmOnS/nk08++a1vfevdd9/t7+8PJ0OWAVbYudKnRRNSW1ubem0Og1gAENf06Y6dL+cQb3InwEJQDGIBQALQpzt2XTmtA6yMjIzRo0fPnj37qaee+vzzzx1JFnGBQSwASAD6dMeuK+egVX/x4sXW1tbc3NyysrLAdd38qAgMEYNYABDv9OmOXVdOm1V/5swZj8fjeLJwMwaxACDe6dMdu66cNqu+q6tr8uTJjicLl2MQCwDimj7dsevKGVj1xpzi4uL29vbPPvvs1KlTBQUFGzduHEqyiEcMYgFAXNOnO3ZROc1umTKmDx8+PGfOnJEjR1599dXbtm3r7e0NKXGHs4sYYRALAOKXPt1xIpeTm9wTEoNYABC/9OmOtSmnNi2qAwaxACBO6dMda1NObVpUBwxiAUCc0qc71qac2rSoJhjEAoB4pE93rE05tWlRTTCIBQDxSJ/uOJHLyU3uiY1BLACIO/p0x9qUU5sW1QeDWAAQd/TpjrUppzYtqhUGsQAgvujTHWtTTm1aVCsMYgFAfNGnO9amnNq0qG4YxAKAOKJPd6xNObVpUd2oQaykpKQ77rijr68v1tkBAFjRpztO5HLyK0JNzJgxQzWxBFuxzgsAwIo+3bE25dSmRTVUX18/fPhwaeLm5uZY5wUAYEWf7libcmrTonras2ePNPH06dN7enpinRcAgCl9umNtyqlNi+qpr69v/vz50sqlpaWxzgsAwJQ+3bE25dSmRbV1+vTptLQ0LhQCgJvp0x0ncjm5yV03XCgEAJfTpzvWppzatKjONLlQKMVsamrq7u6OdUYAIGT6dMcuKuegQ039/f1btmzxeDzp6enl5eXyMaTEncgj3E6HC4UbN25Uz6/v7e2NdV4AIDT6dMeuK6dF1dfU1MybN++dATJx4MABR5JFgkngC4Ver7eioiI5OVkKmJKSwiAWgLijT3fsunJaVP2CBQuOHj2qpmUiNzfXkWSRYBLyQqEUqrq6OiMjwxjoTU1NJcACEHf06Y5dV06Lqh83btz58+fV9Llz5zwejyPJIvEk2IXC+vr6a665RsVV+fn5LS0t6g2MZWVlsc4aAIRGn+7YdeW0qPqkpKRLly6paZlITk4OXNdCBDMN90mMC4USIObk5KgdeNasWQ0NDWp+e3t7SkqKBJEdHR2xzSEAhESf7th15WQEC46I6wuFEhRKCLVs2TIVWmVmZtbW1vq9yrqkpET+JX9jlUkACIM+3bHrysk9WHBKnF4ovO2225IHqJ8KVlZWBv21YEdHR8oABrEAxBF9umPXlTOw6o05+/fv51eECEncXSjs6upSo1bDhw8vLS21vo19w4YNsuTy5cujlj0AGCJ9umMXldPsliljur+/f/PmzZ4BW7du5TlYGFTcXShct26d5HbkyJHPPffcoAtL+KWG6Nra2qKQNwAYOn2640QuJze543JcXSisra2VfEpuW1tbba5SVlYmqxQVFUU0YwDgFH26Y23KqU2LItATTzwhO0BycrKdYaFYaWlpSUlJkXzW1dXZX+v8+fMejycuwkcAuKxTd6xNObVpUQR69dVXjYHM/Pz82tpaZ2/J6u7ubm9vlxBn1apVmZmZTz/9dBgpyIrhXcqsrKxU5Qp1RQCIPn26Y23KqU2LIqgVK1ZkZGSkpqaqMCstLa24uLixsdHv2QcWOjs7d+/evXbt2vLy8pKSkoKCgrlz506bNi3wiWuSuPE8ETuMG8UkSLKfH4PX62UQC0C80Kc71qac2rQoLPT09NTV1UlsZARDEnWVlZUF3vMk4ZSEX3v27JFYKicnZ+zYsYGBlG8is2bNkvDohhtuSEpKGjbwUFD777FRN7ZLrBb2q2/UjyUl4AtvdQCIGn2640QuJze5w0xXV1dVVdXs2bON3eOqq66SqGjhwoVm4dSECRPUxD333CNR2rFjxyQskzjML2UJklSymZmZp0+fHjQnYdzYHqi3t1ddYTQe9Q4A7qRPd6xNObVpUYSkra2trKxMRSe+ZE5hYaH8q6ampqWlxev1ysKNjY1HjhwZ9CpeT09PXl6eGtk6fvy4xZLh3dgeVHV1tRrECuMiIwBEjT7dsTbl1KZFEQYJSlauXCk7ybXXXmuEU0PR29u7fPlySXDs2LESlgVdZig3tgeSIqgXQg89VgOAyNGnO9amnNq0KMLW1dXlYGoS8agnraekpBw6dCjwv0O5sT0oCa0kQQmzGMQC4Fr6dMfalFObFoWrVFRUqGuO1dXVvvOHfmN7IGMQq7a21qk0AcBZ+nTH2pRTmxaF20hopW60KisrU3McubE9qIaGBnUDWdD3QwNAzOnTHSdyOfkVIVziyJEjKsZauXLl8ePHnbqxPai5c+cGDpgBgEvo0x1rU05tWhTu1NzcrJ7+oB6UFbmXTzc2NqpBrKHfqg8AjtOnO9amnNq0KFyrtbXVeMLWL3/5y8htKD8/XzZRWVkZuU0AQHj06Y61Kac2LQo3e/bZZ1NSUsaPH+/gve2BmpubZYcfM2ZMRLcCAGHQpzvWppzatChcToKeSN+B3tHRocbJRo0atWfPHm54B+Ae+nTHiVxObnKHntrb2333/OnTp0fohvpHH300Ozv7X//1XyOROICEpE937JZy9vf3b9myxePxpKenl5eXy8fAZYYSMOnTooBoamqSoOrFF19UPypUb9GRmU6l39bWVlxc7PtmoZUrV8oWuSgJwJo+3bFbyllTUzNv3rx3BsjEgQMHApcZSqvo06KAr76+Pol7pk2bpiKhgoICiY2GkmBjY6O6iV79IlLI9yLfbz6zZ8/etGnTsWPHent7ZesyYeel1wA0oU937JZyLliw4OjRo2paJnJzcwOXIcACwiOxTlVVlREJlZSUdHZ2hpqCBGoSPKkUJCmJoozxKgmhqqurCwsLjZ9JDht4kurMmTNlIjk5OeyRLQnRXnjhhaVLl/77v/97eCkAcBV9umO3lHPcuHHnz59X0+fOnZPTd+Ay0ioZGRmjR4+Ws/xTTz31+eef209fnxYFzHi93rKyMol75HBITU2V6Ocf/uEfmpub29raLOItWUuCM/Ve6mEDr/eRWMrsIVsSh0mC5eXlOTk5vsNacoAXFRXJijbHzyQ/NTU1y5cv9x0ek4/Hjx8Pr+wqb2GvC8Ap+nTHbilnUlLSpUuX1LRMyFdesyUvXrzY2tqam5trvHjEMMxSBHMPxI+Ojo6VK1cGPUYkmpk+fXp+fr4EQ6tXr5a/ixcvNgal5s6de+jQIftvkpavTHV1dXl5eVlZWX5bCRps9fT0NDQ0bNiwQb1R0TB+/Hi/S5ASe8nC9osseV6xYoWcVYqLi40vcgBiQp/u2C3ltDOC5evMmTODLuNLnxYF7JCAQw4KCX0knJKQxbhJK6jCwsIh3iDf3d1dX18vwdOsWbP8gq2vfvWrt9xyi/xVbxAy5i9fvlwCqc7OTgmPmpubX3vttYqKCmMgTRYoLS21vrsr6DDYsIFb8pctW7Zp0ybJUnt7u/2QEcDQ6dMdu6Wcdu7B8tXV1TV58mT76evTooBNgZcF5UtOR0eHRDNHjhz53ve+p8KRZ5991tntmgVbEmDl5eVVVla2tLSYBT0yX9aVxYy1CgoKJLeSc3Wbl9kwmJwuMjIyZs6c6XuXmJKWljZ37tzi4mI57dx///1DjLfa2tp4SRFgQZ/u2C3l3L9/v9mvCI3GkDOgfN387LPPTp06JWfVjRs32k9fnxYFnCKBTmtra0Q38dZbb40ZM0YOz9WrV4d01U9OBRJFGdHS8OHDk5KSbrjhBrNhMN91JYiUIEwiuaKiIr84TEiaId0uZpAIr6SkRFK44ooruN8LmgjjC4k+3bFbytnf379582bPgK1bt/o+B8tojMOHD8+ZM2fkyJFXX331tm3bQjqF6dOiQHyRuCTsW9e9Xu++fft8r2/aGQbzI4GdLCxf2JIH+F3B9A22JEHjoqScf2RmXV1dWVmZfN/LyMjwXTHUm/qBeCSHQ1ZW1pQpU06ePGl/LX26Y23KqU2LArqRuKe4uPjmm2/+yU9+EtIwmB/1FiOL28WuuOKKYQN32QvfoTJjgQULFvzN3/zNlVdeaRGlXQ7rSz/gNnKwLF261NjP8/Pza2tr7RyA+nTHiVxOv9NfrLMDIM6YBVuKhFnLly+vqqpqbGzs6uqys+L48ePHjRs3atSooM9SBuKF7PPG5fX09PSRI0eq6bS0NPm2I/8N+i1CZu7evVuf7libcmrTogAiQWKmhx56aN68ebt27WptbbV/i4JZsMX7hRCPTp8+XVhYqPZh2aXV74t7enpkTy4oKDB274yMjLKyMuMmTjle5CgwDoGYliB6tCmnNi0KwLUkllq0aFHmAL/BMOP9QrHOIxCc1+uVvVRdHPd4PNXV1YHDVF1dXVVVVcYrH8QXvvAFCbbGjRun4QUlbcqpTYsCiAtm7xf68pe/PHXq1FWrVlk8ZN87IOpZhr5qa2vVtwIJsNatWzfoA3tl1y0rK/P9IiFR1759+xoaGvTpjrUppzYtCiC+mL1fyJfvQ/bvuusu6eRGjBjx+OOPy4oSqPF4evjq6+t7+eWX77vvvh07dgz6LqxBtbS0GHtmXl5eSI9ukZzcdtttsrs+/PDDxkx9uuNELqffGSrW2QGAQUiotHLlyuTk5Ouuu87OQ/Z9SQQmHWFhYWFJScmaNWukY3viiScsIjDpdK2vSErvSOgWR8xeXRA0TJedZOHChbLDbNmypdLEd77zHeOuKdkPDx06FF7G/HYzfbpjbcqpTYsCiHeBt7b4PmT/6aefvuWWW2688UbpSqWzvOaaa8w6VIsITNZNSkpKS0srLy8P2rlu37590qRJsox0wIRZbtPT06Oe+mH9Bs/U1FSJokIK0wMNHz68oqJiKA9A8aNPd6xNObVpUQAakpiss7OzpaWlsbGxrq5OdahquMJ+BGbB7AWOEvMF3g2mMtPa2vrLX/7y9ttvv+mmm5577jmiNKf09vZOnjxZta/ZqwtkGYnF/a4M+obpe/fulfBaAuiVK1eajWBde+21wwbe8u5s/vXpjrUppzYtCgDSv/o9y94vAvv+97+fk5NTUFBg1rmKJUuWSHA2Z84csxc4fulLXxo28Nj61atXS/iVl5cnXX7gwoNGabCpra2toqJixowZRpWG8eoCg3qsrvUCTU1Njv+yVZ/uWJtyatOiAOA46xc4BpJISyKw3NzcMWPGpKamzp492yxKu/POO2+++ea9e/cyxGVGxVW+1X7FFVdIlf7oRz9y8Mpd1OjTHSdyOf0O5lhnBwAShHqB486dO/Py8lavXl1XVyfhV3Nzc2dnp98Vw76+PiMIGDRKMxvi0m2sS8re3d0dGFdlZGSsW7euqakpritEn+5Ym3Jq06IAEBdUlPaVr3xFzs8TJkwwG+K66667PB7PlClTJDgL9YkDEqZIsCKR34EDB9asWfPYY49ZP7Zg0MBFYkTrBbq6usJ7JoKR1fXr1w8buLU8weIqgz7dsTbl1KZFASC+GK/Btn8h0u+JAzIxadKke+65R6YLCgokLLPzuznfRFatWpWZmSkhncVN33l5ebJWdna22QLf/va3k5KSZJkHHnjAbJn77rtv9uzZspVBsyrZS6S4yqBPd6xNObVpUQBIDGqIa9euXVdeeWVWVtatt94a6hMHMjIyZs2aJSHUDTfcIB+Tk5Nzc3OH+NiCCDGyevfdd8+fP//hhx9OsLjKMEyb7libcmrTogCQ8HyfOFBbWzt37tzU1NS/+7u/q6urO3bsWGtrq991OvWy4fb2dotEcnJysrOzS0tLzQaf1q1bJ8GZBEBmC2zfvn3JkiUFBQUVFRVmy6hnH0gIZZbVhKdPd6xNObVpUQCAm50+fTrWWYglfbrjRC6n3wBsrLMDAIDu9OmO3VLO/v7+LVu2eDye9PT08vJy+RjeMmb0aVEAAFxLn+7YLeWsqamZN2/eOwNk4sCBA+EtY0afFgUAwLX06Y7dUs4FCxYcPXpUTctEbm5ueMuY0adFAQBwLX26Y7eUc9y4ccZ7Es6dO+fxeMJbxow+LQoAgGvp0x27pZxJSUmXLl1S0zKRnJwcxjLWTxmJaP4BAMCg9OmO3VLOKIxgAQCAmBt6zBAX3FLOSN+DZYhO0ybSVqK2Ibbi2g2xFdduiK24dkNsBW6ptf3795v9QtBoWotl7Euk3ZHzkeZbidqG2IprN8RWXLshtgK31Fp/f//mzZs9A7Zu3er7jCujaS2WsS+RdkfOR5pvJWobYiuu3RBbce2G2Aq0q7VE2h05H2m+lahtiK24dkNsxbUbYiug1uIYO71r0TSuRdO4Fk3jWjRNeKi1OMZO71o0jWvRNK5F07gWTRMeai2OsdO7Fk3jWjSNa9E0rkXThIdai2Ps9K5F07gWTeNaNI1r0TThodbiGDu9a9E0rkXTuBZN41o0TXioNQAAAIcRYAEAADiMAAsAAMBhBFgAAAAOI8ACAABwGAEWAACAwwiwAAAAHEaA5Rb9/f1btmzxeDzp6enl5eXyUc1/++23ly1b5hkgE/LR/rpm8xESs2r0er2rV6+eMGFCRkbGjh07QlqXpnHKsP/Pd6ad6qVpIi1o01jMN9A0kRa0CV5++eVFixalpaVNmTJl7dq1H3zwQeCKNE1ICLDcoqamZt68ee8MkIkDBw6o+QsWLNi2bZt3wCOPPCIf7a9rNh8hMavGkpKS4uLiswPuvvvuZ5991v66NI2z/LoKO9VL00SHWSBlEWDRNNHh1wSLFy8+evRoT0/P+++/v379+qVLlwauQtOEhADLLSRykp1bTctEbm6umh49evSFCxfU9CeffCIfjVWMw8NsXbP5CIlZNU6cOFHORGpaYqy8vDxjFZomyvy6CovqpWmizH6ARdNEmUWMK53OmDFjApekaUJCgOUW48aNO3/+vJo+d+6cx+NR08uXL9++ffvHH3/s9XorKirko7GKsdObrWs2HyExq0YJsOSjmpZIy7d6aZoo8+sqLKqXpomyMAIsmiY6LAKshoaG/Pz8wCVpmpAQYLlFUlLSpUuX1LRMJCcnq+k//OEPV111lbpeLhN//OMf7a9rNh8hMavGVatWrVix4v0B9913X0pKiv11aRpn+XUVdqqXpomOMC4R0jTRYdYEJ0+enDFjxhtvvBH4L5omJARYbmH2DaCgoOCRRx4x7sGSj/bX5VuFI8yq8cMPP5S4Kj09ffLkyY8//nhmZqb9dWkaZ9kfwRp0GZrGWWEEWDRNdARtgubm5uzs7BMnTgRdhaYJCQGWW5hdwx41apTZPViDrst1cUfYqcann35agi3769I0zrJ/D9agy9A0zgojwKJpoiOwCerr66dOnfrKK6+YrULThIQAyy32799v9ivCiooKNYL16KOPBr1d12xds/kIiVk1rlixoqurS9rlueeey8rKev31141VaJoo8+sqLKqXpomyMO7Bommiw68J9u7dm52dffr0aYslaZqQEGC5RX9//+bNm9XzrrZu3Wo8R+TNN98sLCwcP+DOO+986623jFWMnd5sXbP5CIlZNR48eFC+7Y0ePXrx4sUnT570XYWmiZphf03NtKhemiZqgjaN9Xw1QdNEWtAmGBagp6fH+JeaoGlCQoAFAADgMAIsAAAAhxFgAQAAOIwACwAAwGEEWG5h9qLNUF+uaeeFnRari1dffXXJkiVjxoyZOnXqwYMHQ8rtSy+9tHDhwpEjR8r8NWvWnD171pHKAQAgvhBguYXZizZDfbmmnRd2Wqz+xhtvZGVlHTp06KOPPjpz5sy9994bUm5vv/32F154wev1XrhwYefOnRKEOVU/AADEEQIsN/J90eZQHuzm98JOX2arS0S1b9++sHPrS8KvoI9FBQAg4RFguZHvizaH8moCvxd2+jJbffLkyY899tiUKVMmTJiwevVqr9cbUm4Nn3766e7du83GzwAASGwEWK7j96LNsF+uafHCTovVZWLlypXqBcbFxcUlJSUh5VZRD6mbNGlSR0eHnSIDAJBgCLDcJfBFm+GNYAWm4/fQXotk5aOalhgrIyMj6OpmWzF88sknO3bsuPXWW0OtAQAAEgABlosEfdFmGPdgDfrCTovV8/LyJK5S02fPnjUCLJu59SUxltkdYAAAJDYCLLcwe9FmqC/XtHhhp51kDx48uGLFCuMS4f333x9SbletWnXq1KlLly699957paWl3IMFANATAZZbmL1oM9SXa1q8sNOXxbs5t2/fnpGRkZ6eLtGS2U3uZls5fPjwnDlzUlNTs7Ky1q9f/+GHHzpbSwAAxAUCLAAAAIcRYAEAADiMAAsAAMBhBFgAAAAOI8ACAABwGAEWAACAwwiwAAAAHEaABQAA4DACLAAAAIcRYAEAADiMAAsAAMBhBFgAAAAOI8ACAABwGAEWAACAwwiwAAAAHEaABQAA4DACLAAAAIcRYAEAADiMAAsAAMBhBFgAAAAOI8ACAABwGAEWAACAwwiwAAAAHEaABQAA4DACLAAAAIcRYAEAADjs/wHSto/ZSvBcYQAAAABJRU5ErkJggg==)
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