Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit315-12-20020715_051900_20020715_100000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/15 |
Start Time | | 2002/07/15 05:19 |
End Time | | 2002/07/15 09:58 |
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 | | -14.72 |
Dipole Tilt, in Y-Z GSE plane, deg | | 17.06 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 164.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit315-12-20020715_051900_20020715_100000-constBx0 |
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 Polar for time period of this run.
![](data: 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LAwAAMBYClrBYqSe/qH1Ipc9QwEpMfISmOTnburrUOJsFAADOAwFLWKzUk1/UPjo6VEVFhzIzn6aAJRJ50TQrK1jocgEAAFw38yhjGoLh5ptvvvPOOzdt2qRWq2e4XwQssMXUPlpbSwsKwjIzA0fPZnlnZ79YUxMnbNkAAACu8RSwuJmhoaHGxsY9e/b4+PjMcL8IWGDLmPbxzdmsTdzZrP5+g1AFAwAA4NiIMnqFol2pnOoW2tvbb731VprZtm3byZMnTcs/+ugjWjKZ/U74rDthpZ78stg+amvPUbrKzX25oiJGr1c4vlQAAAAm1qKMJj09wdOTHhNmLPMzWE1NTfv27fP19aUfjUbjo48+evbsWZqPi4uj+f7+/gn3O5ln3Yk71FOn0917773mx2x4eHjv3r0eHh7z5s0LCwujH20vnypr7WNgoEehCE9I8BSLfWl+ehsHAACYOWtdlVok4gKWTi6fcAvmqOssKyvjnrp69eqCBQuoJ6UpzU9mv5N51p24Qz23b99+5MgR82MWExPz8MMP14yimdjYWNvLp8pG+ygtPUoBKzU1oKdHg+8VAgCAUKx1VcODg5SxNOnpU9pCc3NzeHj4smXLTEveeOMNWuG9996b5H4n86w7cfl6KpXK+++/v7e31/yYeXl5JSUlcfM04+3tbXv5VNloHxSq9HrFlSunKGZJpUHT2z7ANOh0cqUyqrOzVuiCAIBT4PEid47BYOCuwSJFRUX33HNPfHz8j370oytXrkx+vwhYLmPVqlVnzpy5duMxmzt3rk6n4+YpdHt4eNhePlUTto/8/FDugnej0UF32QRITvajVpeHOw4BwCh+A5Zerz9w4MCiRYtovqura+HChVKplOa/+OKLhx56qKenx+Kr7FEqV+Ha9ZRIJJ6entylVObHbNasWaYL7mhm9uzZtpdbdJNNtgvW0aFSKMKVyuNSaVB5efS0KwgweenpT1LAKimJELogAOAUeBwHi9x2221r1qypqqqi5c8///wHH3xgWi0yMnLz5s2T3C8ClmugBH3p0iVu3qnOYHHk8t3U4dGjr08/vR0BTN7AQA++vgoAJhjJXViuXU9rJ5YEvAbLXGOjJDnZ7/LlnRUVMc3NudPbFwAAwDQgYAnLfeppfsxOnDhh8duC1pZfm+Ihn/zKw8ODRUWHRsd598H1WAAA4DAIWMJyn3qOGQcrNDTUY9S+ffvMx8GyuPya3QIWKS+PpoCVnLy8piaupaVo8i8EAACYNgQsYbFST35NtX3o9Yqioj/iPBYAADgMApawWKknv6bRPpTKKIzwDgAADoOAJSxW6smvabSP4eHBpiZpd7fGHuUBAAAYAwFLWKzUk18zaR+9vVrcQgcAAOwNAUtYrNSTX9NuH3V18QkJnmlpa5GxAADArngcaPTmm2++8847N23apFarZ7hfBCywZdrtgxuygR74rBAAAOyKx1vlDA0NNTY27tmzx8fHZ4b7RcACW6bdPrq61ApFuEr1ESWt2tpz/JYKAADAxEZXpdcr2tuVU91Ce3s7d7PnRx555LPPPjMtr6+vv+uuu+jZCfc74bPuhJV68muG7aO4+DB3HovyFl9FAgAAMGetq9Jo0rk+aMKMZX4Gq6mpad++fb6+vtdGbi2f/NOf/pQWcs9u3bo1IiJi/KumVCr3w0o9+TXD9lFff4G7EmtoyMhXkQAAAMxZ66rUahEXsHQ6+YRbMDdv3ryysjLuqf/93/89c+YMzVRWVt5zzz3d3d0T7ncyz7oTVurJr5m3j95eLaUrBCwAALATa13V8PAgZSyNJn1KW2hubg4PD1+2bBn34/nz5x988MHBwcHAwMD3339/MvudzLPuhJV68ouX9qHVysRiX6k0CN8oZNPw4GDx4cO5O3Z01tYKXRYAcEM8XuTOMRgM3DVY10ZvPbdw4cLQ0ND77rvPaDTaeBXvpXIVrNSTX7y0D9M3Cg2GqplvDVyOXqFI8PSkhzIqSuiyAIAb4jdg6fX6AwcOLFq0yLQkLi6OVvjwww+ntF8ELLCFl/bR0aHKzg4pK4uc+abAFQ0ZjRkbNyb7+enkE1wGAQAwDTyOg0Vuu+22NWvWVFX964zAuXPnHnjggYGBgSntFwELxhpzrZ/QxQE3MWTEdXgAYBf27qqeeOKJTz/9dKr7ZacDZaWe/OKxfbS0FKWmBuTl7cSVWAAAwCP7RZmhoaG//vWvCxcuNI3UMPn9ImCBLTy2j5KSCO5KrI4OFV/bBAAAsF+UoS3fd999+fn509gvAhbYwmP7aG9XZmYGKhThfG0QAADgGm72LDRW6skvdtoHAAC4KAQsYbFST37Zo320tyv7+vS8bxYAANiEgCUsVurJL97bR11dfEKCp1jsazS28btlAABgEwKWsFipJ794bx/l5dHcpe6dnbX8bhkAANiEgCUsVurJL97bR3+/oaIiprFRwu9mgUHUlnQ6OUb9AAAeBxq9+eab77zzzk2bNqnV6hnuFwELbGGnfYDLycjYmJDgWVx8WOiCAIDAeLxVztDQUGNj4549e3x8fGa4X3Y6UFbqyS922ge4nORkPwpYeXk7hS4IAAjMRlel0CuU7cqpbqG9vd10s2cbdzdBwOKwUk9+2al9dHSopNIghSIcn+/AtLW0FFVUxHR1TXwaHwDcm7WuKl2T7jl6q/kJM5b5GaympqZ9+/b5+vqOWeeDDz4ICAiYzH4n86w7YaWe/LJT+ygri+QudW9tLbXH9t2eJj092c+v8OBBoQsCACA8a12VSC3iApZcN8Gd5secppo3b15ZWZn5CqmpqQ899JDBYJjMfifzrDthpZ78slP7oFyVmhqQnR0yNIQbAE+HfPfu0T8ansY2jHYBAKyz1lUNDg9SxkrXpE9pC83NzeHh4cuWLTMt+eqrrx544IG6urpJ7ncyz7oT166nWCymgz1nzpy77rpr69atev31gTqHh4f37t3r4eFBcTssLIx+tL18qthpH65FJ5dnbNyojIoSuiAAAMLj8SJ3jsFgMF2DpdVqH3zwQZlMNtX9stOBunY9ly9fnpSU1NnZSUf6pZdeWr16Nbc8Jibm4YcfrhlFM7GxsbaXTxU77QMAAFwUvwFLr9cfOHBg0aJF3I8087e//W0a+2WnA3WfelKy/t73vsfNe3l5UfDi5mnG29vb9vKpsnf76OpS9/cbJl4PAADACh7HwSK33XbbmjVrqqqqxj+FbxFa5D71PH/+/JIlS7j5uXPn6nQ6br65udnDw8P28qmya/tobJTgtjkAADBDGMldWG5Sz8LCwgULFqhUKu7HWbNm9ff3c/M0M3v2bNvLLbrJJrtV5VpFRQz3XcL2SQxSAgAAYBEClrDcoZ4ZGRnz58+/fPmyaYlLn8EyGtuUyqiamjj77QIAANweApawXL6ecXFxd999d0FBgflCV78GCwAAYIYQsITl2vU8duzY/Pnzy8vLxyw/ceKExW8LWlt+bYqHnJ32AQAALkqQrkqn0/2///f/bKzATgfq2vUcf2lUZ2fntdHxrkJDQz1G7du3z3wcLIvLryFgAQCAe6GgM/4EhL3t2rXr17/+tY0V2OlAWaknvxzQPoaGjA0N4paWInvvCAAA3NILL7wQFBTEnXdwgLa2tj/84Q+33357aamtu70hYIEtDmgfNTVx3HcJOztr7b0vAABwPzqdbsmSJba/Ec+jW265xcfH58svv7RdKgQssMUB7aO29hwCFgAAuBkELLDFAe1jeHiwsVHS2mrrRCsAAIBrQcACW9hpHwAAADxipwNlpZ78Yqd9AAAA8IidDpSVevKLnfYBAADAI3Y6UFbqyS+HtQ/uSiy9XuGY3QEAANgVAhbY4rD2YfouocFQ5Zg9AgAA2A8CFtjisPZRVxePgAUAAG4DAQtsceRHhBpNOgZrAAAA94CABbaw0z4AAAB4xE4Hyko9+cVO+wAX1dWlrquLNxrbhC4IAMAN2OlAWaknv9hpH+CiUlMDEhI85fLdQhcEAOAG7HSgrNRz5sbc1VLo4oDdtRnbIkoiosujB4cHhS7LlHEBKz8/VOiCAADcgJ0OlJV68svB7aOrS52dHSKX7x4aMjpyv4w7WXnSM8GTHnKdXOiyTFl3t6a+/kJ/v0HoggAA3AABC2xxcPtQqWK5wRq0Wpkj98s4ylU+iT5+yX76Pr3QZQEAcBMIWGCLg9tHR4cqNTUgKyt4YKDHkfsFilZGnDUEAOAPAhbYwk77AAAA4BE7HSgr9eQXO+0DAACAR+x0oKzUk1/stA8AAAAesdOBslJPfrHTPgAAAHjETgfKSj35xU77AAAAsIj7DlDP6LevuCk3aiC3vG30ThLct7ANo0PGcFN2OlBW6skvodpHe7uyu1sjyK4BAMABKJ3Qo7azVtOtKW0tVbYrFXoFPXKbc2VaGTfN1mZLm6RZV7MkjZIMTYZILbrYePFC/YWkhqS4mjjR16JTVafO1Z6LqYj5tPrT6PLoT6o+iSyL/Kjyo4iSiA9VHx4uPvyXir+EK8KPlx8PKwh7X/l+aH7oe6Xv7cjdcaT4SEh2yMEvDwZJg36v+P3GjI202pPpT9IKa9PW7rq8KyA14Hd5v/NL9qPVvEReL1x6gabBl4JpulW21SfRh6Y0/1zWc54JnhsyNpimz0if4aYIWGCLIO1Do0nnRsPq7Kx1/N4BAMCGNmPb4PBglaGqZ6BHrpPXd9ana9JLWktOV5+mxEP55gPVB5RsjiuP05TSzM68nbsv76bsQpljzcU1FGWeuPgE/bgsedny5OWURRaJFnFjHTvb41cJvxozpURleZr4r3muOjSPgGXPXbr+mytIFWprz3EBS69XOH7vYCfDg4O5O3akBgS0lpYKXRYAFnGfaqk6VD2DPdImaVN3k6RR0tRDc9K6zrr4uvi85ryjpUf/UfePQ0WHztaejamIETeIaRpfHx+uCKenVqSsCMoKouiwMmUlZYhHxY+assWiBAFCEhdlFosW09QnyWekSEkjRVoiXkLTZeJlNKUyU4FXpa6i6ROpT9CUsp1Pos+mzE003Xxps1+y37acbbQaN+XOXe2W716btna/Yj/FwbeK3toi23Ks7FhIdghNaf6dkneCs4LpDaH5qK+iQvNDP6z8kJvSC+kdo0xJUzfIAJOEgDUdglRhYKCnuvp0ff0Fx+8a7IdyFfdXsSwyUuiyALgbQ7+B8hOFJ5qWtpZShMptzm3objhdffp8/XmKDr8v+D1li6czn+YyB02XipeOZJGkkSzySNIjNPVO9DalFi4wXT89k+A1cdYZXZ97ra/Yl17ITSnrLE9Zvj5tfZA0aFv2tt9k/+blvJc3yzZvz9keVhB2pPjIySsnP6n+5Iuvv0hUJyY3JFPmy7qaRZmP+3CQmxbqC2VambJdKdfJqwxVCr2itrOWptxni/o+PS1sM7bRwp6BHnWX2jhkpKe4Kb0htAJNza+O4q6j4q6gst89WN0gA0wSAtZ0uEEVwEkMDw4WhIVJg4I6VCqhywLgGigHUG6gbFFjqImvi6/rrKO00W5sp/BU2VFJ4SmuNi4kO2RH3g6KNevT19PUP9WfptwZJu5EDhebzD+98haNLPFJ9DFNuXUoEpniF6Ui0xIuhK25uOZZ6bPhinAKRtEV0VHKqL/X/Z3KcEl76UL9haKWIko/FGjoQcXW9mopvnC3iGD2LhHsdKDCBCxr7L3r4eHhvXv3enh4zJs3LywsjH6c3nbYaR8AAILgTrHQg2JTcUvxqapTn1R9siN3x9ZLI9dQP5bymMVPvriP5xYnLh5zMRC35HpgShqJR6skq2j6Su4rW2RbYipiDhcfljRKTlaepDwUVxNXoC+gPRa2FIrUInWXWtWhojxEM1QqykyGfgOtRiGPOwkk9FvlYtjpQNk6gxUTE/Pwww/XjKKZ2NjY6W2HnfYBAGAnFFOqDFWabo1MKytrK6Mo84+6f1DQ2SvfuzZt7bq0daYwxMUj86uquSWPJD4y9mzT6PprLq6hXPX7gt/vzNt5pvpMREnEhfoLkWWRyQ3JlKWKW4vTNekUj3pwd1chsNOBshWwvLy8kpKSuHma8fb2nt522GkfAAA8Mg4Ztb1a7jpo7mon8/NM1q5h4q6FWp26mlbbX7B/W862+Pr4k5UnS1tLKZYVthSerj6ddTWLwhMtkTRKKLohPDktdjpQtgLW3LlzdTodN9/c3Ozh4TG97bDTPgAApiRdk36h/sKJihMRJREpjSk0r+/Tq7vUCr3ibM3ZxyWPjxl9wPx7/suSRz7mez7r+YDUgGOlx8IV4YnqRApSNZ01Mq3MdEU2uDR2OlBW6smZNWtWf38/N08zs2fPtrGyjWvFBGwfw8ODdXXxjY0SoQoAADCecchIiWpH7o7xZ6G4D+/MHytTVvol+0Upo6LLoy9qLp6rPVfYUihuEHcOdNZinD93h4Bld6Wlpd7e3rfeeqsjU4sbnMGidIXRsADASVCuault2S3fHSgNNI9Qvkm+Fj/12yPfc6jokLZXi2vDmYWAZXeLFi168803u7u7HblTN7gGyzSee0cHvtUPAHZn6DdQilK2K1UdqtLWUnpIm6SSRsnx8uNHio8sT1nOXWPOfZvPV+yb3JCs0Cu4wQiqDFVynfx09ekoZdRl3WV6IXIVIGDZ3Zw5c7q6uhy80xMnTlj7FuGUDrmw7UOvVxgMVQIWAFxFZ2dtdfXp3l6t0AUBF8Nd7XS09Ogfiv5AmYkb9snGY5VkVUBqQLWhGpeWw4QQsOzuxz/+cW1trYN3Ojw8HBoa6jFq37595uNguVDAApik1NSAhATPvLydQhcEXIZxyFjZUekv8efG5LTxWCxa7JPoE1YQdqjoEDdgutBlB9fATgcqWD3/8pe/rFu3rqmpSagCzAQ77QNcWkbGRgpYBQVhQhcEXAAlJGW7ckXKCu6rfFyEelT86IHCA++Wvvt57ef/rPsnd8+WvOa83OZcClVtxjahSw2uh50OVLB6OtVX86bKhYoKLOvr02s06QP41AZsoqhU3Fo8ctZKcv2s1fNZz4cVhGl7tfjID3jHTgfKSj35xU77AAC3pOnWtPS2nK4+/VfVX30Sfbh7ztBji2zLoaJDzN4mDxyAnQ6UlXryi532AQDuYXB4MLc5N+tqVnBWcIgsxDQ8uunxQtYL4YpwRCuYquFBalyDhqqqPr2+USJpr6ioiYvTFxRUnjxJP5ZFRlafOSPfvbvs2LGMjRsL9u9npwNlpZ78Yqd9AICrazO2xVTEvPHlG6Zh080f3D37opRRuEodhoxGikq9Wm2/wdBSVNSt0TSIxbr8fFVsbM2nnyrCw0siIqRBQQV790r8/fNeeSXZzy/nt79N9PFJ//WvqTUlP/YYTZN8fUemjzxC00Rv75Hp4sU0FXl5cVN2OlBW6skvZ2gfQ0PGYfxBBADrNN2aiJKIV/JeMU9Uj0se3yzbTMtPVZ0qaimidYQuJtgdJSdjWxslJ71CQcmpLj6+/sIFZVSU8vjx/NDQ/L17MwMDpc8+S1Hp4po11EzEfn4jIenRR0fi0WgwSli0aGT6q1+NmYq46eg6iaOhigtY4qVLaZqyYgVNLz7xBE0vBQdTIMvfs8cZOlDHYKWe/BK8fXR0qFJSVqSmBvT16YUtCQA4IXWXOlwRvlW21Xxo9U+rP5Xr5EIXDXhG4Wmgp6dbo2lXKrUyGSWnqlOnSt99t+jNN/N+97tLmzdLVq9OWbmSMpBo9EzS9ahk7cGFp9F1uPNPXMySPP44TbOef55C2OVdu9LWrlXs35/+5JNFhw9nBQerPvig6NChxrS0mrg4w5UrjRJJT3Nzk1Ta39nZWlo6PDhI8c5UYME7UIdhpZ78Erx91NTEceO5azTpwpYEAJxKbWftmGi1ImXFly1fYkgFV0TRhKZ9ej099ApFc15e9enTV06eLHrrrfy9ey89/3z6U08lP/YYl4Em+eDONpliE/1I25H4+yvCw7NDQpTHjxcePFh37lx5dLQuN7cuPr5LrW7OzaWSUIbjpVKCd6AOw0o9+SV4++jr0xcUhBUVHRrCFakAMErVoQrNDw2+FGy6uOrJ9CdrDDW4bt05DRlHjouxrY1mKME0X7488pldVJT81Vflu3dfeuGFkZNPq1alrlo1cvLJ9mmnGx9Jo2eeUv39R66R2rZNGhRU+t57FJvqv/iC8llrcbEmPZ32a6gauSNIv8Hg4IoL3oE6DCv15Bc77QMAnNzg8GBRS1FwVvDTGU+botXatLVNPU24bt0ZUIIZHhykCKWTyynlFB8+nBoQkL5xY8qKFRSeEn18pnb+aTRpJT/2mHjZsqznn88KDqZt0qP6s8+qTp1qLSmhHdEeubNNXIZzNux0oKzUk1/stA8AcFrqLnVyQ7Kv2Hd16mpTtAqSBml6NIhWjseNVqBJT6cgpQgPL3333bS1a7NeeIEiVMry5aZsZDs8JXp7jwSvgICMjRszN23K27FDvmuX8v33y6OjGyUS2niXWt1ZW0s7cs7wNBnsdKCs1JNf7LQPAHA23IhWH6g+oD55qXgp1zkvS162M2+nod/RH/cwqFerNba11cTFXc3KKouMrDp1Kj80VPH668l+fhfXrrUdpEby0/Lll4KDc19+OfeVVwpff734j39U/ulP6sRErUzWp9dzp7uErqJ9sdOBslJPfrHTPgDAeai71EdLj+6R76G+2ifRx3TKKro8GqeseDdkNNKDck/bV1+NDAT1+efZISHyXbtMAz4lmI9fcOOJKJGXV8rKlRkbNuTu2KHYv195/HhdfHxzbi53xZXQNRMYOx0oK/WcORe9bSIAuAFVh+pQ0aHNlzaPhKoEL24c9tcVr4vUIqGL5lY6VKqOysqSiAh6UEhKW7fONGYm9+U787EMuOUUtriRNmWbN5e8+y4FqZaioj693u1PRE0DN3YjOx0oK/XkFzvtAwCEpe/Tn6s9xw274CUaiVbr0tadrDxZ2loqdNFcGDdYeaNE0lpSUh4dXfXJJ5mBgbKtW00jZF6PU6NBihsOSuznR0FKtmVL4cGDX58/r0lP79ZoDFVVQ0aj47+I54S48NTVpTYa2zSa9Obmy2VlkdXVZ/LydpaUvJORsfHy5VcTE32k0kB2OlBW6skvdtoHAAjI0G8IzQ/lhgmlaXBWsLJdiWEXpoEyUJNU+vWFC5SQcn7725EhoFatMg0HxY3AKTIbXTPtySezQ0IqP/yw8uTJtrIy7tO9gZ4eoeshMEpRBkMVpai6uvivvxYVFh786qtjmZmBeXmviEReGRlPJyR4pqSsoGlS0iM0pYVm00XcPDsdKCv15JfztI+hISOGwgJwSycrT1Ko4r4hGJAaUGWowoVWk0ExaMhobC0tNVRVVZ8+Xfnxx9KgoPSnnhqJUz4+/7qvy2ioEo/e1+XimjU0U/jGG8WHD1OW6lCp2PyAj3qTgYGejg4VPUYj1IXi4sNlZcdksi25uTsSE30uXlwzGp4epWli4mKz2PQrU5Ci1WgqFvvRNC1tHU1lsq3JyX4FBWFSaZBSedx5OlB7Y6We/HKS9kG/A9Rq6d+FbtxNDMCNqDpUBwsPbsjYMHIxu8gnqSFJ26sVulBOrUutbpRI5Lt3y/fsofzE3fzu+od9o0GKOy/F3TGmICwsPzRULRJR/Oqsq9MrFExdeD48PNjXpzcYqjSa9IaGJKUyqrT0aE7Otqys5ykbJScvHxOeEhJ+ZZpyS7gIlZIysqZU+qxY7KtQvEEhrKIiRqEIb2hIrqmJ6+nRtLaW0r76x32z1Uk6UAdgpZ78cpL2UVt7jrthTmOjROiyAAAP2oxt8XXxz2U9R9FqiXjJy7kvX6i/IHShnFS/wdBSVKSMirr0wgumM1LX7z08Os99/Jf21FNiX9+yY8eqTp3qrK1lJ0txKUqnk9fXX6iqOlVU9GZe3u8yMjakpKwUibxEosVc9zHu8avRCOVN0+Tkx2iakbGREpVc/lpWVjBFqKKiQ1pttlotMhrbOjtrp1EwJ+lAHYCVevLLSdoH/WdQWHiwpCQCnxKCDfTnlf65bGqSCl0QmEBtZ+3OvJ1ctKJpSHaI0CVyLt0aTYNYXPePfxSEheW8+KLIy+v69/u+Gdycpvl79uRs21Z95kxZZGRLYaEmPd3tL5yiIEVBR6NJr609W1x85PLl3enpXIpaZCVC/StIcR/2paWtowiVn783OzvkypVTZWWRra2l9H/7wEAnF6H47WKcpAN1AFbqyS922ge4Ae58vlQaJHRBwJaIkoiRGzMnr6Dp2rS1FLZwxVW/waCTyytiYvLDwpL9/Ojxr2E8uYESRs9RjYw1FR7ODY4gdJHtiP6jpodWK6Poo1T+qajozYyMp1NTAyYTpMTipSKRV1bWc2lpa0tL31UowjWajLq6+J6e5o4O1TW+I5Rt7HSgrNSTX+y0D3ADxcWH6W9rZeVJoQsCll2ov0CJKiA1gKLV8uTl8XXxGlavquzVaptzc2vOni0IC8vYtGlkxM7RD/uuD4M+Op+yYsXImarXXsvZtk13+bJeoXDLC9Lb25Xt7eX0a1tRcSI7+8VLl4LF4ke5S6NsPJKTHxOLfXNytufkbKus/FtFRUxrazFlssHBnl6nuYyPnQ6UlXryi532Ae5hYMDNPyVxUdpebVxN3JqLa7iPBcMV4TKtTOhCCUMVG3t5927uI78b7i0z+r0/2ebNGRs31v3977XnzvUbDO50pqq7W9PXp1erRQ0NyaWlR+mRkbExLW297SCVlOQjEvnk5LyYnR1CIUylim1r+0qvVwwPDzr/Lzs7HSgr9eQXO+0DAOxni2wLhQh/if+KlBWxqlihi+NoFJUM1dW5O3Zcv/PMNx/80Y8j3/Xbv1++e7e+oEAnl7vBOSou93R21vb0NFGcUqsT5fLdeXmvjH41z+p5KZFokUjklZa2LiNjQ0nJ2xS/mpoytVoZbc1obBO6TtPETgfKSj35xU77AAB7kDRKKF1tzNjIDR8qdHEcoTk3ty4+nh4VMTElERF5u3Zx11Rxj+RlyyhUlUdHV5482afXu8c5Kr1e0dJSlJ8fqlCEi8W+EsnjE8apxETvrKzncnNfrq7+tL7+Qk+Pxnk+2uMLOx0oK/XkFzvtAwDsYW3aWooVK1NWihvEbS57KmIyhozGvJ0709avH/PZn+mRGRiYFRzcrlS6+g1nDIaq7u6mysqT1dVnMjMDKSeNxiarV6CLxUsvXnyirOxoVdWp5ubc9nZlX59+/KhR7oedDpSVevKLnfYBAPyKq4mjdLUjd4eXyCtKGSV0cexoeHCw9OjR7BdfNP/4jxvwMzUgINHHRxkVVRYZ6aInq7irndRq0ddfJ1CcunRp8+jwUY+YhjU3PRITvVNTA+TyPcXFhysqYurq/tnUJKU4xezwOux0oKzUk1/stA8HwI3VgCn+En/u1jdu3PIpWpVHR1/euZOLVmnr12ds3NiUkcHd0a9DNTIugGsNT0VZqr/fUFcX39SUUVAQRlFJLPbl7gMz/hyVSOQtkazOy/udSvUhZSl64TDzI26YY6cDde16isXiZcuWzZkz56677tq6dav+m/+EhoeH9+7d6+HhMW/evLCwMPrR9vKpYqd92FtkWST9Hx9dHi10QQDsTtmujFJG0YMy1unq00IXhzcUpygztRQVjdxN+fz5vN/9Lv3Xv+ailXjpUrGvr16hELqM09HaWtrRUcl9s08k8kpNDTDdQ+abu8dwJ6gWSySPX778O6UyqrFRotPJ+/pc8pycw7DTgbp2PZcvX56UlNTZ2anVal966aXVq1dzy2NiYh5++OGaUTQTGxtre/lUOVX76O3VZmUFy2RbXPG3ekXK9WEVhS4IgN1x110FZgYKXRB+NOfmNojF6U8+KXn88fFXViU9+miij482O9tVzlS1tysNhqqyssiKihOUpaTSZ0cvk1pido6KG/p8ZEl6+lP0V/err6LUahG9Suiyuxin6kDtyn3qaTAYvve973HzXl5eFLy4eZrx9va2vXyqnKp91NTEcf9I0a+60GWZMpFatEW2RYJ7KYJbU3ep42riXsx+kaLHzrydQhdnRoaMxoqYmMLXX7d20Xra+vWUutrLy41tTn3x/tCQsbk59+rVzJycbbm5vzXFqcREL1Oool5i9E4y62mdK1c+bmgQd3WpXfFfWafiVB2oXblPPc+fP79kyRJufu7cuTqdjptvbm728PCwvXyqnKp9dHdr6H8peuDXHsA5ccMxbJZtVugVrnvpFUWr8uho+Z495nHq0ubNeTt31v3jH3Xx8W1lZTq5XOhi2tLfb2hqkjY0JFNg4r7lx92Mj7vbTFLSyE2lLl5cm5oaUFx8RKmM0unkBkMVs1ej24lTdaB25Sb1LCwsXLBggWr02kkya9as/v5+bp5mZs+ebXu5RTfZZLeqAKPalcoGsZj6MKELAnyS6+QRJRFPZzxNYWRH7g6hizNNw4ODlJ9K3n6bC1WixYtFXl41n33WJJU6+RCgvb3a1tbSsrJICkyJiT4UnkxBijtTxd2kr6BgX0lJBMUplr/c5zDsdKAuVk+L+SYjI2P+/PmXL182LWHqDBa4gV6tlnos6rqqTp0SuizAJ+47g4GZgZJGicE1hzjSyeWVH31kilaJPj7NublOPrZCR4eqvDz68uWdpg/+KEWZBvlMSVlJU4ViP61Dazr/vWXcDDsdqMvXMy4u7u677y4oKDBfyNQ1WOAGELDcz4X6C1tkW4KkQRRMDhUdEro4U8adtVJGRZl/IHhVKnXOaDU0ZOzqUtfUxJWVvZeSskIs9jPFqaQkX5pKpc9JpUGVlX+rrj5NayJUCYidDtS163ns2LH58+eXl5ePWX7ixAmL3xa0tvzaFA85O+0DHKa1tFQtEuEjQvcwODzoK/alSEIBS9WhEro4k0Ip39jW1iiRNIjF2SEhWUFB5tGq9uzZdqVS6DL+y/DwoMFQpdGkFxYelMv3iEReKSl+pqupuAE/s7JeyM8P1enyW1tLMRKV82CnA3Xteo6/NKqzs/Pa6HhXoaGhHqP27dtnPg6WxeXXELAAgCcRJRE+iT6bZZu9RF7OfwtnClUlERFfHjwo8vJKXLx4/LcCr3z8sSY9XehiXjcw0NPUJC0qOpSevmHMqFRcqMrM3JiRsVGtTmhuzsXVVM6JnQ6UlXryi532AQBTRemKO3fV49yfQ3Wp1TnbtmU+88z4UJW6alVmYKA2N9dQ5RSDPLW3K2tq4rKzt4lEXt9cTTVypio5eRlN8/Jeyc4OaWgQ04OFe/m5OnY6UFbqyS922ge4DfrXH//T21tESYSv2Hd/wf7grGBpk1To4lhlbGsrPXo0d/v265euL1qUvGxZ0VtvVX70UZNU6iQDr3d21jY2ShSKAxKJP/e9P/OhPhWK8KKiQwZDVVeXWuiSwtSw04GyUk9+sdM+wG1kZQVTt5SfHyp0QdyZl8iLAssW2RahC2JLc25uSUQEF62Sly/PDAzsamhwkvHW6R8AylXl5dEy2dZvRlG/fr9kmmZnh+Tm7tDrC2kdoUsK08dOB8pKPfnFTvsAt8HdSU3m3H2/6zpZeTJIGnSo6BBNnfbclV6hUH344Ui0WrRoJF35+fU2NwtdqJHBPw2Gqvr6C0VFb3EDKHzzWDR6TdUzGRkbGxslTU1SnH91D+x0oKzUk1/stA9wG9zIQPjX306c+dzVkNHYKJEo//xnU7Sih04uF/as1cBAj0oVK5eHisVLzULVyEMieTwx0ae6+nRdXTyuqXI/7HSgrNSTX+y0DwCwTaaVRZRE7Ffs90n0ia+LF7o4N+jWaEqPHs3fu5e70IqLVqqPPmrOzRWqSBSYOjoqMzI2cp/6mR7caFVFRW+WlUV2d2twssqNsdOBslJPfjln+2huztXpnPpGYADuhxvvytlug9OhUmWHhEiffdb0xUAKWKqYmCapYB9f9vZqtdocsdjXFKqSkx9LTPQpKzumVEb19DThcnVGOGcHag+s1JNfTtg+tFoZ9zeLYpbQZQFggkKviC6P5u4zGFkWKXRxrmstLc0KDs7YsMEUrVJWrKiLj6flji9MZ2etXq+orDxZWHiAG16Be8hkm+Xy3Z2ddfgEkEFO2IHaCSv15JcTto+mJin3l4uSltBlAWACd+7qVfmrVQanGCxKr1CkP/nkxfXruVyV9Mgjsi1bOuvqHHx7gNbWUo0mPSvree57FWMecvlr5eXRfX3OeL8dcAwn7EDthJV68ssJ28fw8CD9UaMH7ggBYG+1nbUitWhd2joKMhElEUIXZ+QDwdwdOzI3beKilXjp0pxt2xx/2yX6+6NSfTA+VCUlPSISeZWX/7my8iROWYETdqB2wko9+cVO+wCA8VakrKAgc6DwgEKvGBT0X5outbro0KFLL7xw/dPAlSsV4eGOLwZFK6XyuHmokkqfycoKrqmJq6uLNxrbe3u1ji8VOCd2OlBW6skvdtoHAIzHBayDhQcFLIOxra3y5Mncl1/mLmBP9PaWbRFgkAjKT2VlkebRqrw8urFRglPpYA07HSgr9eQXO+0DAMxdqL8QrgjPaMqgGYNwn3Z1qFSKAwcoWiV6edE0/ckn+0fvc+8YAwM9PT3NCkV4dvaL5tGqquoTvd4pbrMDzoydDpSVes7cTTcSujgAIABuQNFQQe84VB4dPXKh1bJl3DcEDTU1jrncanh4sL7+QmXlR2Kxb2LiYvNoVVPzGaIVTBI7HSgr9eQXO+0DADiDw4P6Pn1wVjAFrLiaOEHKoJPLZVu2ZDz99Mi5Kx8fTXp6n97uX8drbS29ejUrI2PjmG8FJif7SST+V69K29uV9i4DuBN2OlBW6skvdtoHAHCCpEEUrc7WntUKcb328OCgXqHI2b6du5i9JCLC3kOGDg0Zq6pOlZS8M/5bgfn5e0tLjxqNbRhvHaaBnQ6UlXryi532AQCkzdgm7IeDlKi4Lwkm+vjY+3uC/f2GsrLIy5d3m4eqzMzAvLydOt1lnK+CGWKnA2Wlnvxip30AgHHIWGWoiq+LD1eEO35M0foLFyhUXVyzhgJWsp+fXS9mHxjoqa4+/eWXB025SiTyUqk+bGyU2G+nwBp2OlBW6skvdtoHuJna2nOZmYFqtUjogriMweHBgNQAzwTPU1WnHLzrJqk0MzDw4hNPjHws6OX1VVSUXmHHC8l1Onl5+V++yVWLEhN9aEl3t8Z+ewQ2sdOBslJPfrHTPsDNJCf7UfeZkbFR6IK4DH2fnvtwMFzhuAE8O2tryyIjM0cvZhctWiR99llVbKwdd0f7q40z/0BQry/AkOtgJ+x0oKzUk1/stA9wMxUVMWKxb3X1aaEL4kokjZKIkgiNo87lUNrJDgkZuZngkiXJfn4lEXa8FU9zc25NzdnRULWIi1Zff53Q1aW23x4B2OlAWaknv5y5fbS3K1tbS4UuBYA70Pfpc5tzHXkzHO5i9tRVq2iaFRxsp70YjW1lZZEFBWFjRmDHreLBAZy5A+UXK/Xkl9O2D71ewf2tpH9MhS4LgGszDhn9kv08Ezyjy6MdsLsOlar06FHuY8FkP7/W0lLehw8dHh40GKqysoIzMzeZR6vi4iO1tef43ReANU7bgfKOlXryy2nbh0aTzv3FpBmhywLg2vR9ep9EHwpYESV2/JCO06vVyrZsGYlWy5cXHjzYnMv/P0j031dKyoqUlMdNuWr0w+LPcNYKHMxpO1DesVJPfjlt+6D/UBsaxGq1CHdaBZg5uU5+svJkm7HNrnspi4ykaMUNxJAdEsL79ltaiiQS/4sX13C5KiVlZXZ2SGdnPS5jB0E4bQfKO1bqyS922gcAm0LzQ/0l/rl2/qhdJ5fnh4Zy0SplxQrePxZsb1dKpUHp6Ru4aCWVPltcfJjH7QNMAzsdKCv15Bc77QOAQeoutefoLWnsNzTD8OBgu1KZsXEj97FgQVgYv7e+6ehQZWeHmK61ooylcOAwEwA2sNOBukM9dTrdvffea37MhoeH9+7d6+HhMW/evLCwMPrR9vKpYqd9ADBocHjwUNGhJ9OfVOjtNbBnfmio6WNBfm9909Wlpiwlk23+5gPBFXl5O3HNADgPdjpQd6jn9u3bjxw5Yn7MYmJiHn744ZpRNBP7zRh91pZPFTvtA4ApFK225WzzS/aT2e3Sb1VsbKKPT8rjj1O0Slu7tlfL262ju7s1xcWHs7NDuGiVlPQozSNagbNhpwN1+Xoqlcr777+/t7fX/Jh5eXklJSVx8zTj7e1te/lUsdM+AJhS21nLfTh4sPAg7xuvi4+XBgWJly3jPhYsPXq0tZSfIet6e7Xl5dE5OdtNNxBMS1s7MGDHuxYCTBs7HajL13PVqlVnzpy5duMxmzt3rk6n4+abm5s9PDxsL58qdtoHAGuOlh7dIttSyutovR0qVUVMTMqKFSMXsy9fTjGr/sIFXrZsNLapVLGXL+80jcZO0aq7uwEnrsBpsdOBunY9JRKJp6cndymV+TGbNWtWf38/N08zs2fPtr3coptsskt9AEA4O/N2+kv85To571tOW7uWopVk1Sqxr2/lyZO8bLO/31BffyE/P5Q7ZcVdbmUw1AwN8Tw8KQC/2OlAXayeY/LNwoULL126ZHrKtBrOYAHAlFQZqrgPBw/zOpBBXXx8ZmBg+lNP0bblu3fztdmWlqKioj+OXmjlzUUrvb4Q41qBS2CnA3Xtelo7sYRrsABs6O7W1NTE9fbydnm1ezhYeDAwM7CopYjHbYp9fSlapW/YoJXJeBnjymCoUirfHx2HfQlNk5P9mptz+vr0M98ygGOw04G6Tz3Nj9mJEycsflvQ2vJrUzzktHLOtm18lRzAwTIzA6lvlsm2CF0QZ3G6+jSlK023hsdt1p47lxkYmL9nD2WsqlOnZr7B/n5DeXn0aLRaOvqxoE9dXXxnZ+3MtwzgSAhYrmfMOFihoaEeo/bt22c+DpbF5demHrCS/fyGB3EZKbikrKxg6qGzs/m/K4srMn04eLT0KI+b5c5dUcbi5Q9FdfVpkcgrJWXFaLTy/uqr/w83dAcXhYAFtlD70KTjbsrgqvr69A0NYqOdb7HnKoxDxoDUAC+Rl7hBzMsGq0+fplx1+dVXKWPR/Ay31tgoSU0NuHgxgLuY/csv32xq4nPMdwAHQ8ACW9hpHwAsoIyl5e+KNO7clTQoaIbnrgyGquLiwxkZ1+8kmJOzva4unq9CAgiFnQ6UlXryi9pHh0pVfPiwVmav4Z5nYnh4kP7rVatFGAvH5QwZjd0aPq8EAtuOlh7dlrOtlqcrmeri47NDQvJDQylj1Z47N+3t0G+uTieXybZyA7Knpq5WKqN4KSGA4BCwwBZqH/RndGQ4Zj8/Xr4ZxC+tVsb9y0sxS+iywBQM9PRI/P2pXalFIqHLwgRVh4rfq68SfXxoe1nBwTM5d9Xfb1Aowke/IbicpllZwbyUDcBJIGCBLdQ+So8epb+kFLOELosFLS1FXMDCZbCupbO2drS79yyLjBS6LEwwDhmDpEF+yX65M/5NUUZFUTiWbdki8vKayVCiKlXs6LhWK2kqkfi3t5fjPDS4GQQssIVrH4aqKqf9ImF7u7KV13t9gGPUxMUVHz6MTwkdyTjjoc+HjEbKVdy5q4GenultpKlJKpNtuXhxLfexYHn5cfwKg1tCwAJbzNtHnx5D/AG4npOVJw8VHZr5te35oaGUrnJ37Ehbu7ZRMp0P5Xt7tdXVpzMyNo6OceWbl7ezgafvMwI4IQQssMXUPlSxsfRvKwYdBXAtpquvomZ88Th37mrafwT6+w0y2ZbRK64eE4m8inm9UQ+AE0LAAltM7YO71D3Rx8cJL3UHAGt6Bnr8Jf5eIi/pDMaUapRIig4dUv75z5SudPLp3CJaqYyiaJWaOjLGlVQaNDAwzY8XAVwIAhbYYmofLUVF+aGhDWKczwdwMcYho35mt/DjvjOYu2PHNF7b3q4sK4vkhg9NSVmp0aRj3FdgBAIW2MJO+wA31tWlrqmJo6nQBXE0Tbdmhnd07jcY9ApFVnAwBayKmJgpv7zfwF1xJZE8LpfvpnQ1k8IAuBZ2OlBW6smvMe2jUSJJDQjAV+vBtXC3fJZKg4QuiEPp+/ReIi/PBM/4GYyKnrZ2LUWr0nffncb3PUtLj9Lbnp7+JE1zc6dz9gvApSFggS1j2kfOtm3c8EW4EgtcCHdtNU2FLohDmW7tHKuKnd4WhgcHuZvhFISFTemFRmNbQ4P44sUn6G1PS1vb2lqKMa6AQQhYMNZNNzJ/CmewwBVRf9/YKOnvNwhdEEeTNEpOVZ0yTKviivBwSlfl0dH0mOrpq6ysYIpWGRkbcnK24S4LwCwELLDlJgAAAJgWoftwB2GlnryzdxNxQBPELrALF9o+doFduNwu3KAKjtmFu8IbN034zcQusAtHbh+7wC5cbhduUAXH7MJd4Y2bJvxmYhfYhSO3j11gFy63CzeogmN24a7wxk0TfjOxC+zCkdvHLrALl9uFG1TBMbtwV3jjpgltzkngQDgJHAjngWPhJHAgGIfDP034zXESOBBOAgfCeeBYOAkcCMbh8E8TfnOcBA6Ek8CBcB44Fk4CB4JxOPzThN8cJ4ED4SRwIJwHjoWTwIFgHA7/NOE3x0ngQDgJHAjngWPhJHAgGIfDDwAAAMAzBCwAAAAAniFgAQAAAPAMAQsAAACAZwhYAAAAADxDwAIAAADgGQIWAAAAAM8QsK676RvmC4eHh/fu3evh4TFv3rywsDD6cfwLra0zmdfCeBYPhI3lJjgQ/LL4hovF4mXLls2ZM+euu+7aunWrXq8f/0IcCN5ZPBaJiYmPPvrod77zHToWwcHBV69eHf9CHAt+2fgrpNPp7r33Xmt/oHAg2ISAdYMxvx4xMTEPP/xwzSiaiY2NHf8Sa+tM5rVgjbW/UzYCFg6EPYx5w5cvX56UlNTZ2anVal966aXVq1ePfwkOhJ2MORZLly6Nj49va2szGAxvvvkmBd/xL8GxsAeLf4W2b99+5MgRa3+gcCDYhIB1gzG/Hl5eXtSdcPM04+3tPX5Na+vYeC1MaPIBCwfCrmwkWurXv/e9741fEwfCTmwcC4q83/3ud8eviWNhD+MPhFKpvP/++3t7e8c8hQPBOASsG4z59Zg7d65Op+Pmm5ubPTw8xq9pbR0br4UJTSNg4UDYg41O/fz580uWLBm/Jg6EnVg7Fl1dXW+//bb52UQcC7safyBWrVp15syZ8U/hQDAOAesGY349Zs2a1d/fz83TzOzZs8e/xNo6k3ktWDONjwhxIOzB2hteWFi4YMEClUo1/ikcCDuxeCy4S4LuuOOOK1eujH8Wx8IexhwIiUTi6enJXT5l7fcFB4JNCFg3mPwZrAnXwb8mMzGNgIUDYQ8W3/CMjIz58+dfvnzZ4ktwIOzEWuPv6Og4ePDgI488Mv4pHAt7GHMgFi5ceOnSJYtPmeBAsAkB6waTvwZrwnXw4fpMTCNg4UDYw/g3PC4u7u677y4oKLD2EhwIO7HR+CljmV8PZ4JjYQ/jPwccY/xLcCDYhIB1gzG/GydOnLD2FQ/TmtbWsfFamNA0rsHCgbCHMW/4sWPH5s+fX15ebmNNHAg7GXMsnnvuOaVS2d/f//XXX+/YscPiNVg4FvZgI+lauwYLB4JNCFjXWfwXZHh4ODQ01GPUvn37zAcpmXAdG68FG6z9L2hjOTeDA8Evi2/4+H/WOzs7TU9xMzgQvLN4LD7//POf//zn3/72t++9996XXnqppaXFfH1uBseCXxOeqbIWsHAg2ISABQAAAMAzBCwAAAAAniFgAQAAAPAMAQsAAACAZwhYI6zdwnaqd+iczK1wbbx8zBWUc+fOtVZgi1dZTngBJgAAADgGuuER1m5hO9U7dE7mVrg2Xm4uMjLytddes11sa99YAQAAAGGhSx7L/Ba2MxkdbsytcM1N+HKj0bhgwYKGhgbbRUXAAgAAcE7okscyv4XtTO5vMOZWuOYmfHlsbOzmzZsnLOr4gHX77bd/97vf/e///u+oqKjBwcEJtwAAAAD2gIB1gzG3sJ32HTpt3Ap3wpcPDQ3953/+p1KpnLC0Fk9Z9fX15efne3t779q1a8ItAAAAgD0gYP3L+FvYTu8M1vjtjLnw3PbL4+LinnjiCfMl1q5bt/GZYH19Pe4bCgAAIBQErOss3sJ2GtdgTXgrXNsvJ7/4xS9kMtlkymwjYKnV6jvvvHMyGwEAAADeIWCNsHYL26neodPGrXAns1mSmJi4ePHiSRZ7TMDatGlTaWmp0WhUKpWPPfbYK6+8MsntAAAAAL8QsEZYu4XtVO/QaeNWuOZs3ODTx8fn/PnzUy0wt5C7+et3vvOd+++/Pzw8vLe3d4ZvCwAAAEwPAhYAAAAAzxCwAAAAAHiGgAUAAADAMwQsAAAAAJ4hYAEAAADwDAELAAAAgGcIWAAAAAA8Q8ACAAAA4BkCFgAAAADPELAAAAAAeIaABQAAAMAzBCwAAAAAniFgAQAAAPAMAQsAAACAZwhYAAAAADxDwAIAAADgGQIWAAAAAM8QsAAAAAB4hoAFAAAAwDMELAAAAACeIWABAAAA8AwBCwAAAIBnCFgAAAAAPEPAAgAAAOAZAhYAAAAAzxCwAAAAAHj2/wOnx7VsNZo41AAAAABJRU5ErkJggg==)
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