Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit302-10-20020613_202200_20020614_010600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/13 |
Start Time | | 2002/06/13 20:22 |
End Time | | 2002/06/14 01:04 |
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 | | -23.77 |
Dipole Tilt, in Y-Z GSE plane, deg | | -14.41 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 137.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit302-10-20020613_202200_20020614_010600-constBx0 |
Minimum Dst Value | | -19 |
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 Geotail for time period of this run.
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VMG3YsMHk04Lm8ivr2eXy+AchhBAr5cSJEx9++GGLFi2e4u1URtjY2PzP//zPunXrLNdKngBq3XZmZWV17979/ym4uLhkZ2eL/IqKCnd3d/H9WJ6ensbfg2Uyv5ICixBCSOPi73//+5dffllcXPzbFIeC/Pz8/vu//zsiIsLCZvIEUFns1BZ5/IMQQoiVglB1//7937jQs2fPvvHGGxY2kCeAymKntsjjH4QQQqyUZxWqLJcrTwCVxU5tkcc/CCGEWCkUWM8WWezUFnn8gxBCiJVCgfVskcVObZHHPwghhFgpFFjPFlns1BZ5/IMQQoiV8uShSv0Khueff/7ll192dXXNzc19wnLlCaCy2Pnk1PjCj2ddHUIIIcQSmggskXj48OGVK1dmzpzp6Oj4hOXKE0BlsVNb5PEPQgghVoqFUFWUlFSSkVHfI5SUlLz44otITJgwYfPmzWr+pk2bkFOXch/538aELHZqizz+QQghxEoxF6ryoqL0Oh1ej9RYxitYV69e9fT07NChAz7eu3evffv2u3fvRnrXrl1Il5eXP7Lcuvy3MSGLndoij38QQgixUsyFqtyAACGwChMSHnkEY2xtbdPT08W/rl279uabb3p5eeEd6bqUW5f/NiZksVNb5PEPQgghVoq5UFXx4AE0Vl5UVL2OUFBQMGfOHCcnJzVn3rx52ODLL7+sY7l1+W9jQhY7tUUe/yCEEGKlaHiTu6C0tFTcgwVSUlJeffXVffv2/e1vfzt79mzdy5UngMpip7bI4x+EEEKsFG0FVlFRkbe3t52dHdK3bt1q3bp1bGws0gcOHHj33Xfv3LlTx3LlCaBWbydEtLOz80svvfTKK69s2rRJZFZUVHh4eNjY2Nja2np5eeGj5fz6Io9/EEIIsVI0/B4s0Lx58969e2dnZyN/xIgR3377rbrZqlWrRo8eXcdy5Qmg1m1nZmbma6+9tn379hs3bly8eNHNzU3k+/j4tGnT5rwCEr6+vpbz64s8/kEIIcRK4Te5P1us204oqnXr1tXOt7e3DwoKEmkkHBwcLOfXF3n8gxBCiJVCgfVssW47X375ZW9v75YtWzZv3nzEiBHFxcUiv1mzZoWFhSJdUFBgY2NjOb++yOMfhBBCrBQKrGeLddvZtGnTYcOG5Su4urqOGjVK5Ddp0kT90jMksJnlfJM8Z5GnZhMhhBCiARRYzxbrtrNZs2YFBQUiDY3VokULNZ8rWIQQQmSGAuvZYt12Ojo6QleJ9LVr11SBxXuwCCGESA4F1rPFuu3ctGnT0KFD1UuE6mOiGzZsMPm0oLn8ynp2uTz+QQghxEqhwHq2WL2d8+bNa9Giha2t7fDhw9Wb3CsqKtzd3W0UPD09jb8Hy2R+JQUWIYSQxgUF1rNFFju1RR7/IIQQYqVo+EWjzz///Msvv+zq6pqbm/uE5coTQGWxU1vk8Q9CCCFWioY/lfPw4cMrV67MnDnT0dHxCcuVJ4DKYqe2yOMfhBBCrBQLoaqoKKmkJKO+RygpKRE/9tyuXbudO3eq+RcvXmzZsiX++8hyH/nfxoQsdmqLPP5BCCHESjEXqvLyovR6HV6P1FjGK1hXr1719PTs0KEDPoaEhPznf/4nMsV/x44du2zZskeWW5f/NiZksVNb5PEPQgghVoq5UJWbGyAEVmFhwiOPYIytrW16err41//+7//u2LEDiaysrFdfffX27duPLLcu/21MyGKntsjjH4QQQqwUc6GqouIBNFZeXlS9jlBQUDBnzhwnJyfx0c/P75133nnw4IGbm9uaNWvqUm5d/tuYkMVObZHHPwghhFgpGt7kLigtLRX3YFUqX3vUunVrd3f3N9544969e3UvV54AKoudTw5/i5AQQogVoa3AKioq8vb2trOzU3N27dqFDb777rt6lStPAJXFTm2Rxz8IIYRYKRp+DxZo3rx57969s7Oz1f/u2bPn7bffvn//fr3KlSeAymKntsjjH4QQQqyUpx2q3n///R9//LG+5coTQGWxU1vk8Q9CCCFWytMLVQ8fPty4cWPr1q3Vb2qoe7nyBFBZ7NQWefyDEEKIlfL0QhWO/MYbbxw/fvwxypUngMpip7bI4x+EEEKsFP7Y87NFFju1RR7/IIQQYqVQYD1bGoOdhYWFr732mnGfVVRUeHh42NjY2Nraenl54aPl/Poij38QQgixUiiwni2Nwc5JkyZ9/vnnxn3m4+PTpk2b8wpI+Pr6Ws6vL/L4ByGEECuFAuvZYvV2ZmRkvPXWW3fv3jXuM3t7+6CgIJFGwsHBwXJ+fZHHPwghhFgpFFjPFqu3s0ePHuL3Jo37rFmzZoWFhSJdUFBgY2NjOb++yOMfhBBCrBQNv2j0+eeff/nll11dXXNzc5+wXHkCqHXbGRYWptPpxK1Uxn3WpEmT8vJykUaiadOmlvNN8pxFnoo9hBBCiEZo+FM5Dx8+vHLlysyZMx0dHZ+wXHkCqHXb2bp160OHDok0V7AIIYQQFQuhKqkoKaMko75HKCkpUX/s2cKiAwWWwLrtNLewxHuwCCGESI65UBWVF6XT6/B6pMYyXsG6evWqp6dnhw4damzz7bff9urVqy7l1uW/jYnGY6dxn23YsMHk04Lm8ivr2eXy+AchhBArxVyoCsgNEAIroTDhkUcwxtbWNj093XiD8PDwd999t7S0tC7l1uW/jYnGY2eN78Fyd3e3UYDiNv4eLJP5lRRYhBBCGhfmQtWDigfQWFF5UfU6QkFBwZw5c5ycnNScU6dOvf322xcuXKhjuXX5b2NCFju1RR7/IIQQYqVoeJO7oLS0VL0HKz8//5133omLi6tvufIEUFns1BZ5/IMQQoiVoq3AKioq8vb2trOzEx+R2Lp162OUK08AlcVObZHHPwghhFgpGn4PFmjevHnv3r2zs7Nr/4tPEZpEFju1RR7/IIQQYqU8q1BFgSWQxU5tkcc/CCGEWCkUWM8WWezUFnn8gxBCiJVCgfVskcVObZHHPwghhFgpFFjPFlnsfHIs3NBHCCGENDSeSagqLCz813/9VwsbyBNAZbFTW+TxD0IIIVYKhM7p06d/40KnTZs2YMAACxvIE0BlsVNb5PEPQgghVsqoUaOGDRtWVlb22xRXXFy8YMGCFi1apKWlWdhMngAqi53aIo9/EEIIsVIKCws7duz43G/F7373O0dHxxMnTliulTwBVBY7tUUe/yCEEEI0RJ4AKoud2iKPfxBCCCEaIk8AlcVObZHHPwghhBANkSeAWredwcHBTk5OL7zwQsuWLceOHVtUVCTyKyoqPDw8bGxsbG1tvby88NFyfn2Rxz8IIYQQDZEngFq3nV27dg0KCiorK8vPzx8/fnzPnj1Fvo+PT5s2bc4rIOHr62s5v77I4x+EEEKIhsgTQBuPnaWlpS+99JJI29vbQ3iJNBIODg6W8+uLPP5BCCGEaIg8AbTx2Onn59exY0eRbtasWWFhoUgXFBTY2NhYzq8v8vgHIYQQoiHyBNBGYmdycvKbb76ZmZkpPjZp0qS8vFykkWjatKnlfJNY/sKPp2YKIYQQ0miRJ4A2Bjujo6NbtWp17NgxNYcrWIQQQkgDRJ4AavV27tq165VXXklMTDTO5D1YhBBCSANEngBq3XauXLmyVatWtX/McsOGDSafFjSXX1nPLpfHPwghhBANkSeAWredtW+NEr9qWVFR4e7ubqPg6elp/D1YJvMrKbAIIYSQp488AVQWO7VFHv8ghBBCNESeACqLndoij38QQgghGiJPAJXFTm2Rxz8IIYQQDZEngMpip7bI4x+EEEKIhsgTQGWxU1vk8Q9CCCFEQ+QJoLLYqS3y+AchhBCiIfIEUFns1BZ5/IMQQgjREHkCqCx2Pjn8LUJCCCHkCZEngMpip7bI4x+EEEKIhsgTQGWxU1vk8Q9CCCFEQ+QJoLLYqS3y+AchhBCiIfIE0GdgZyNo3Kdkwr2H9+7cv5N7K3dPzp6iX4oeVDwwt2VOWU5CYYLloxUcOVJ24cLRqVOjBw0qycgQmWU5OeWlpVpWWjIyMlZHRva5fDkkPz/u7t38Z10dQuqEhcGEkN+YRqAB6ggF1uNg2YS0G2k+Z3ySC5OXpC7xv+gvMrdlb/sg6oPgy8GVipCaenTqyIMjz5ScOVJwJP9u/uaszQGXAlzCXBwDHXuG99TpdUNjhzqHOo+PH7/05FL34+7rz6zH7lvPbp2RMGP5yeXYAK/vY1Ylz59flJR0Kzf3/p07xnU4v2sXNgmwt1c21MVPnBj1wQcpn32GdHCHDveKi9UtkT65bFn2tm11N/+Hk98tiJiRdzvPOPOMj0/CjBml2dmViv6DdbDx5ws/oxEull2EmaXlpbAU71XlPrwnMo0PAkNwnOupqXlRURCIar45UXj//h0onjNnfO7fLysry1Hzf/mlCC/1Y2lp9sP7987u3Zq9/4dfiopw5IoHVfHm4T1U5F6Nw2L7mzczRbqi4kFhYUJZ2YX4+AlxcWP0eh1e4eG98B4S0jU+fhIyr18/cfGif07JmXmJnvpLfiarihJrF1QXhO1QxjfS0h5j94YDWv7Cvn238/JgCDr6bn5+YcIjJgnWBdwe53t6cbo48RelLJqTNGdNxhqcuVF5UcLVi+8Vi7MAzn+65DTOEd9MX2zpleh1qvgU9sLMCnMnvIstLRQXlx/XOaTzhPgJAbkB289tx9zM+L9QVMhB/qDoQWsz1orBZHrCdJyY2aXZqACOj2En9mpsyvWUsCthOA0yFZ+vcZwaZyghT04j0AB1hALrcYAJ86JmeIZOCr0Q5B0x7WxJVlJREgYs8V/oJIgal3AXIYMmH52MQdAh0AHpfpH9MNKNiB0h/tU9rDveP4j8AO92AXbGme+Hvy8+ile7oHZ4x3hqnDlvVkf8De/VC++hzs65gYHQVUJpZfr6iq3ixo2DtArt2tUgrTp1EpkHhw0Lc3E5vX597LBhR6dOFZnG8fv27bykpDnQLkir0g1SIy8vKvGsnyj9k819vRd3D/92MSoQ4+oqDpK6eHFy/IENp74xrmffyL547xPZxz7AHgpy/on5GOUnxU8yNEh4n+4/OX7wY6foT6fAhBg3N+wR4uSkVgmlZ23ejPSxTz6JnzABGq68rAxBWlTpwoV9QvGEhbngPTnCO8K7d+L3cwP0dgH6tglbZ4Qv6ZEY6WXYQN9d76/T79cFjeugH6tLWPPpwYBh6TGrQrs74xW/c3zwj53SDi+PjR124sRCccwTJxbExLgdP+6uaCknkRkfPxHqCmIL6YCAtiIzOLgT3j8KcTL0o15XaBQXr6ekoJHRLGjwkM6d01esgI1XY2ONBfHl4GDYdTksLH3VqtyAAOySHxd3Jy8P6Yv79wc6Okb17y8a5Li7O/Rx1nffpa1YccnPL9HL6/C4cfmHD6OJik+dwu4X/asEPXQqiju3fbsoCC0Jzfrgzh1omto6r4Y6r1R0J4Q7NFDG6tU5e/Y83mmCw8IhhVZGTQ5PmGBw1549hS2BDg54T547Fw2CzSwcB+0A09DpkGWPVxNzQExAnWCqAHnx2Gs8kEFuMW7QMd1CuxnO3Ij3jU9nO70h0T+qP5x/+MHh8H8kxCQKZ4TxaeIUbPCfAdEDRFps+UP2D5BrkETGJUI2ocQJhycY777r/C5RmRVpK37K+QmjUIfgDmLc6BLSxXhLTN7wPjZurHEmDoh3nJUoF7ak3kiFKFycuhiZ3sneY+LGzE+ej1ayrPkaJjczM+E8mOGo48aTUPtkIfWlEWiAOvJsBJY5nnbRFRUVHh4eNjY2tra2Xl5e+Ph4x0FVxajk4PeeQRL93EGonzWhc744MHVw9GB8HHHQoKLEmIvXxCMTscGYQ2PER9cYV8xrhZYS4yxGwxXpKzCKnS09iwllYlEiBjVMbXuF98KO85PnOQV3XHBsWlu9rnegY2hu0M85Px3y/ETfXxc1sZ9+vU6/QKfvrdO76bK3bamsjm3qIlDaji8CFzqkbFmUtHlWysbPxKAa1LE9dg/u2tmgabp2DtnSJWCn3bmjOzPjfdNSvhDSIXRZt0Bvh4uR/lcQ/mNXImefXtdxjyIEdxpsd96l+3qpbuMsXUSfPv4dHaetNcjKwVs6wqjRcaNFIEF0McQMRX+or64Bho/t/OzFxxWK5ox4/33jGAzdZpAXH3xgvBoX1r073kVIvn49BVoqEELnwHsGxbPT3lDtvTpReb2f4T1gj4MhfcCuKvNnZctdypaQXLt0+p1V2wf87FC1jdErNNQg3QIDHaKjB0dHD7qtrNvdu1ecnb0tPz8OggyZoaHO2Ga+YmA3ve5m2cXy8lJoFEglaCAjo3V6OwgwXWS/frDr0MiRcWPGRA8aFNSunZDIxluG9+ihNoj6EqIkRJHL6kvoUQg48TF2nFvE6PeFmMZBIMhUfSYS0KmQZalLlkCEJc+fn7J4MTJPLFgQ2afPkSlTzmzYgMzDH31kqGffvmLHwmPHEKWg0iB0Co4dw45QcveKi5FZXloKCYV0aXb2L0VFaiYcJqta5QcoVsNDDPXs1s04U1iNFkA7oDXU6IXWQzhEfRKmTxfbRw8eLCovNigtL80oMVz4RtTHe/bh8LzURCTu3i2rcbZCORUZLWcaMydpjsEVQ7t2D+3mEto9pSglNDdEHPCRYDNMq3CSuh93Fz3RKbiTKl8wa4LEwWxqbtJcvI88NNLY+TsGd8T7kJghUDNQXdgS53j30O7qbETVZ+2D2uN93OFxolCIHv+L/hgrxGwNpQsT8PI47oHjTIyfaFzQ+PjxKH3t6bXY8vPUz/GOE1PM07qFGYYmMfFTK981pKvx7iJT1FYkoPkg4IbFDoMwNW4KNHLK9ZS6i1RseaTgSGb1OjGkPCR4WU4OXAhdDzGEhOXd0Q5oDRS6J2cPnEH0Go6AQ8FL4Utnf/jh4MiRJ5cuFdYc6Oeysa/u1NdfY5aCKU1dKonzF5WBrIcrwjPh/5hsYCA6+sknJ5ctwySn7OJF+Lk407EB3B4vVACZeMcYdf3ECWyGjUV+HRvHAqIaat1EiU94TFHhx1tffzwosJ5mkc+ucX18fNq0aXNeAQlfX9/HOw5M6Lhb57BP13OrYRx8/0fDNPG9A++JYejrA1Pirx3GEHA+71Rh2dW+ezo5/+yQmh51NTb2SEZo/91dPPxHJyfPT0iYkVZ4xDfTN/dWLkbqGjEAgerUxtWXo8KOHfo0MnRkTKQbQnhkeJ99StSPjOyHoB4aO2ylXhcU+r6QAmv0OoTKY36zxRHKynIQ5rOyNqekLIqI6KVoBWdl3cU+YeFMDD0RO3vjY8TefumJq1IPLq4SGbsMQiRge1v9fp1+d5XICPRx1O/QBa5xrFra2b7i8A9rhh9wNAisaqsHRfTuFNShx05DZqc9dkenTk1ZtOiXcsMtZXhtOLEaknF1xupt2dsmBA3v7N9+5ayeMz10X41sO2CTw8iNnVZtGDNxbZeTR4LyDoeXl5WlRvulh+ytur45YQICbdbm78KmO0dM72VQWnaGzIOfDjv55TK9ky6gs71+rEFiBvsa1pkCoZNm6/QeSBhWmILXdtYv0gWMbXvi0MKTR5YGB3Y0rEj92MWgrrZVqa7gbZ30+3TRWwcH/GwXvrm3foIOr+jtAwP87I7vnBns3Slh7afGvYMAcDk2WoyYSOvP/zT90OiEy8ERSd5nsrcHB3cIDHSMmmLQhUc+/jikc+fjM2dikE2aMwdqBooHjW+skGKHDDEs0U2bZiyexKJj3LhxCTNmZPr6YgTEeH12yxYIEXGpN8TZOXbEkLC+PYXyiJrYX79OF7DUwWCXXhez3DV8Rq/4KeONCwrt0qW2Pgvq0EFvtLppXLpQusHt2+Olr14rhTlVOyq6MGrAAFWKQTMZtrTTRSsrmhG9exvrwkxFliEmIZTCHKj/rM2bYREaBIJPbAlhBz2dtnw5evnQqFFVClIpMVLRZ0jjCKWFV6Eb8L9PYiY4HLAfv3dg2/269nsMyh4J7++Hd91p5/3jqMUxXssPeWMygy3XnVozM+Sj3ae+nxY53iP644uHok5/882nYYZFoPaKJxvk/n6D3J97YEJ+XBwCPIKZcdRRLysDiCpoI6Gl8JpweMKE+AlpN9IgOxDxLt28gNP/ekZ6/slkw9LduHFhO1YMW99u+caROBG+Pr48sTARJ37e7TxxPQ4bQx/gI0QDTpbNWZsP5x/GO86XUYdGGdaQkrwx9Vpzak3VbC1+IjQWhIWozJmMw0eO7hOqC/Mxw1kZ6rzs5DKvRC+TC07Bl4OnHJkCfSOGHVQbM7rjhceXpC4JvxIO0yDFREELkudPiBzz3cn1Xf06DDJM4BTNpzc0V7cDTnMWO69e7jZwn0tHP4dhgYZJ1MTQUTXKMim5MLjtu7BPHE0/fzJ6XCyBYz6AiQe6GPMKOMDZzZszVq8uTEyEn1zYtw/iBtL/VFb85yEzv0peIXYXC4TDD/Sz89dN29LPa7pu/hS76V66get0n0/rMHqZbslHdpPn6abO1mHExpZjVjp02aGbMcdwcBzwzMaN6B14IwoqiI9HZ6mZ0GGqz6MyocrEoGrCo8wNDKdGR8M1hINDh4p/ofJwZjFniFSmhUGOjmJLzKnwnvbllzAhNyCgJCPD+IqBsWuZAyLvTl6eqI8YQNQSixITEVyEMK1UBBNe+CimOrAICVEipCfOI7QnDMzatAlDCkwWp/lxT89T69ddi4lBU0AUPrZuE7IPNVFv/DXud0zGrpflU2A9zSKfXePa29sHBQWJNBIODg6PdxyYcCE8+HxkSH5yYqjvZ2Ezx0MrLJivE6ed73qD3x/98mP95veC1rWrCuHTOurddJH9DUFCP7RKuCSGzMYon3/4MOTIGR8f+D08+8LPPxvUw/IRhkj5Y/VSirLuErSz3ZG4ycePe4jMvsrgMiywfUhI593R/cWI80XgcOx+MnyFYfugqtKjoj4wBN2YweLj0aMfx8YOi4zsq1z86lK1VPODc+APjgE/GERJwFZ7PWa2HXSB/oaVHr999qv0uv377MJn9Tq4cFTi8VkxMW5xR6cgc2GYi/GUd0Rg+9EIZj93FBkxbm4YLiEshICAdRlr14q1qLixY9FKyEF7IrSI3afHDNmk122LG4005sr+OyYc2NgtP/1waWl2bm7gRr0O/43S9w/0cwj+1nBVTv/de6KgEwsWwOqC1GM5OXtulmThNDbEyF+K8q8dzt62xRC5x1WtAeBQp879ePtGXva+7TcyU5OS5uAFJYqTX71aWnuJBS8x4mAzKIPN306FvB62xn7otx0gENv6Gzpi1IEB2ODq1VjRnkEz2huvuBiD8Q75GevWQThirIQEFXfFYf6N4QnHx4hfduECgoq5eXxxdvrtm1fDwlyg5FKSPgsP6hEf99GvFt6Cu+P9cPRHMAqjalFSEob14vR0jJ4X/fxgVOywYWHdu6MLTq9di8pkb9uGzjo2fTpGcHTQwb3rF+0Ym5IWibrdSE0VLSC0lJCDBs0ED+lWJcKqWgnN4GPQ5aEfddX3gswahHJhFGKD8R11NcBYjG1QH7FsZlBRihBEEWEuLhCUdwsKsEF+SvyhdWPStqza0UW3qa+9naLsO+01SCJ7f+NFQl2HPYZ/2R2o+ii2dPq5rfGWg9e+12OLbvXkLgsn6DYMtBv5hQ7BGH1qUAkrOwiJCdfFKzcwEOfm+Z07EcmOzZyJ+IQXnFOnrEM7Bjh4HJmJqAknx5aYVKAlDZJx/PhfeVG1qBXOf+3QIfinMNzyygEESubNzEUpi4wNDM0NKc3ORtuiyww6YLBOP1q36KsPnHe8t2m7e/AOj6zon+s6lpkh5XoKxGL8pwbRHz1woCgZ8mXiAt3URY5QsQN97Gu3ebed9nvWfnpk2xqvbweM2thpWexcB33bpYmfTQoc/lm0Z2qM375tC/asnvHhEp3H5oFiR19FtoUrwkVdhdUbrVULEaO+Bn5nkHft91bN6+z9DO9Ou+3UtPpy2m/Ysu0B9Vqt4gb7DZPhtv7v9d2oc12t29Nep5YbpMwi/m+OoZSuKqSAtm3xfmTSJMOZu2YNutjwUqYlQnUFKhuoxxHr7jgvxJZijiEsUhfjk729sdmpr74yuNaMGXAeeJHxDbLi7ICr5MfHYy/40pa+bT/7SHfgA8PydmB13YKVNeyjU6bgODjfDVva24s5j7jpokYb1lgsx3/RDqumdTWMaaveG7fYcC6k7NyEcuGchQkJxqMQhkF8xJQPZzTmS4Z7ACIj4f+X/P1RVtLs2Tg4KiYUMyqDMyh+/PjVy4d8tqTXpim9oX3Hr+tMgfU0i3x2jdusWbPCwkKRLigosLGxebzjwITs7G2nT3+TlxeVmrrkYrwfxtykubNjD3oeiJgU2NVwLgWs/PX1JmVlKOjbDvovdUHz2+u3G+JQsGt79awzvPrp9CN0gTPa6jfpAtdX7y62nOGkn6uL/ngwfDeib289xtvVut5+hgX8wZH93Y9/uiKtako3+6t2i7/T7fmmvdgd2isgwD4vL/rGjbQHD+6cObf7/Pmfput1mAGFJ8xMT1+VlfWtWNaae9xrTNyYwyd2b/1h6PGE3ZjcfxG/YPzhcd1Du7qFGqbFbqE9DDOjGyfFkVNTF+OYvzy481PWprCcXZP17/XX674P62a4BzzYJWR45zBXF+N4KRY89Mpd9nhHHBLzrZs3M0tv5fZUFiTclIsR3fVVo2d35ZamScGd0EwjgjqIzEF6HUaLTw+07a3XeR2wy9r2HU5yy1PAG3kX1fSE+AkYflamr3SLcfvq1FdTMQYcnYp5/J37dyDLIC9SPvsMszq8Fqzu32vze19/99GwbxyXrR/xyaouk752cl/UsdcmXf8tjsZDedfthvc5X/bC8R8+vJee8XVS6udXjxrmgoigNSpzX1m0uH07D1tWVDx4aOaCVGFhwsmTy0pKMsSWaGpIN/RgQcGRK1cioKsiIqpWLoWMxsfg4A7QzTk5ezMzfYV6jjo4IiovChEa9qzOWL0923DvDgKnaC6MnjVGc3DtVl7ypSODogcZmjp6kMi8FOCX5vulYQKaElFakh0bOfRo/NRgvWEtMOXw/Bg/1/Qjq4L9OoUfcBFVigjpY5B3MeNRf/GsJawuvleMok1erYOMiL0am3YjLdHLS8yw48aMwczbuFsTEmbgmOsPdLTz1yHALxqvw2C93KNbPx/d/M+6ewdO/jxk5oIfxwze1mnJj+O77rSb9G0PbIaY4TlDh4g+Zbkhlr6/+T2nnbrOP1Z13OjvDJ55aORICH3I0LCty5Yu7bfFe+jQVbpFHztUxUsRGpUrtuprjncnlLtlzhBI6/Dqf4nAWSN6HRo9Guds6tKlcK0jkydXSQdlOeSQsg4BewuPH0cwy/zuO4Sos9u2QWuiPhDZaAHMvlKXLNkWvRK79QxwTruemnjtWLxyN5vQu/q+1Re4JxtKD5qlnPj7dfHTJ2JSgVMDDo5YeD0lBXERXo0Z3fUTJ9DC4soXfEBkZm/fjtJzdu1CO0DZw3UR7COU9ZIwRUNDIkAmwkbo4P1tdV9/McSgVPzeG7eq3cB1uvULB388V+e51NlY2rbbZziR2+3/lRjqrIghp5/sNu2deyB8/f6FE7+a7nzl2GGcfZhUwFhUBlVC6QkzZqhmotwNE52h8D5caxgi+n1nv2awQZxtd2m7aqjO9/MR/b9r67VzuCKk7MS9bh7HPfBxeKwhDY3jd8EPp8DunN09Q3uMCx0mquS+svukRXaBn46DRdBJO50Mkmvv1KFLx7fduXP+Bz87fxXhvXGXx5af5lw5GJOyfrV6F9f9Oxgw7qw6/Nkg/17bjq0du7vv+rCFY3f2xiv++P6t++an5yTMC50aenp/3OVYvDC9gW9DS+mr12L/T+4ow6P6Um95RJdhkDwxf74q0Pc56Dr6G0Yer8iPl28bFx2+VfitGFFryFOhCCGzsJe6Pg1nwGZpy5fDJw9+OGbxOB0mGGP1g9Foffb96ka9xR5OaJNYV9d1A3X7enfB9BheBw2Hfx4cPlxfPXNQBWUNK8S6uDgXcIQqf1BksfNOOwqsxkmTJk3Ky8tFGommTZta2NjCvWKgOrYZhrPDh8cZh0mMDjEfuZ7cuzzwZ8eYfa4QYTnZP4UGOyvrCs5ix5jJQ6IG9hNTw7gPP4S7R47rUzVQ+hsWq0L2dzka/fHpk+sx7uTs33Pn6tXLwcHi2pBeuXaDk+rEscBt2dvmJc8T7htyJSQuP66vMmPro7f7OHrglwmfFty5mlZ4BNHL/bj7lrNbMNCIiwh4zUuYibh7puTMqpTP1qatFJm9I3qr7+pL3EnWPbQ7pAkm9WHxk8LCXIqKkoybC4Lg/PldN2+ehfTMzv5BiLakVd5x40Zf2Lv3yOzJZzZsCGhnD0tvns28mhR9/XrK8ePup06tFlb763U7ENGVu0M6BjhgZJ1ZXXoHZaHuPePT13AXsEFvYU5X46Gn2uzJ2YNqz0iYIT6KtQfnEGfjo7lGuyJ/34V92AAKYFjsMHHPr0652qJOfw3VUILHBzs6uu7v9Xmk5wc/dnp/V4cYn6X+E4ec8fFBEI1c7NHd36mzf/vTRenG1YBCgjZKSpqDZjl+/FMhicLDe4WGOpeU/GotHc0IhRQa2lVcC1Zu4e9eJVwi+iiZfas17qLk5PmnTn2Fg+Tk7DF2wrKyHHTEd6fX6aovo+iqb+jpE9kH/qDeNy3unsHHcYfHeSd7i/YRAmvS4Y+U46/G8VHtw4cNi2TR0QOMZw7i9n9oO/ERMiguboxYMRX/wo5RUQOhCCcqdyWiYdHCxvc5VSj304gaqjflVCo3uqWkLMrIWH0wY93muA8Pxo/H0RZX36+9+1vPgyNHFiUnFyUlmVwEgjhL89+ZFeoPnQGvO7djx5Ef1hWnp5/3338pLMT72OxuQV3RDrVvfJ50yHDd0F5v9+O6GfvWuAe83319f13CzJlRY0ZkrF0b4/FJ1MzJYkFCSKsABwfMkRBLxOl8YuFCKCTDolfoT1n+mwzLVCUX1SohZGL2LwJPVUSsDlQ11rqMoxeOv6OLDmIOOi+kc2exIBHxyfsBu+3CtlcNKUf2TQ5Z2TVyW9+qmwuVdgrs46Cfrgvr31XvpAtsVyUZqy65Kisc6vViUVDIr68UH1/qcXjTh1eSI0syMsTdUeKyuGg0dBa60jhzdcjcqrNmjwPUrfvSLr19ddOWdIDMFZMQvPrvNZxQH+4wrPpA0Ngrzjkncc7IgyM3ntn4QdQHmObdeXAHR0Zzic7NyUg4l5sqPPPzo/P1Py4tSE9BC4vbtjBCqg4ANxZPNwsHy71leCoCyr7GKIH8AWH93CIGi2MOix2Kaow/NM4xwAEvceeZuH9UvRkOYwKE2tasravSV4mrqzhrqowNcTY+y8Qta2IIbRvYVmSKJ3sSChPExTsM5pBcJ5cuhSec2bjxoCLx4Q/4eDPTcAqUl5aKBSqxPIYug72nv98s7p8TN+o5hThNOzYNI9ul1GPwq7zwcBxHXAnBx2sxMTjmj4nfOujbjosePSlw+KSAYYW388VV419ul8H5Rd2EjVCiQ0MGfpG81CW0u3NI18E+bTGTcdto0HMdf3rvZ0eD+33X1272VN2ayV0xu5g+3wGSevwi3fI5LsO/1K1cNRQad7ZPf/+1Xju+/jgj0n/Txk8Sgrd7fNXjS9+qxykwQ8D7jKhJFFhPnbS0NAcHhxdffPG3vMldwxUsBAwROZQrbtMQYA5X34h65MgUZJ4+/Y3xLjdx3mT6nj+/E3tFRw+qUG5NyDm7JzpkUM65vYnHZp86tar6+t0UHO38eRPPVWHSedzdHTM8DD3q7cA4T3DmY2ASY0o/JQJ1VUKprvomVvEYUaeQTiLTJdzwfRD9IvvpjG7DH3ZwmEuYizh1e4T3wAaQYrMTZ2NkiciL8Dnjo349RNKvpVVtzp3bLmyJjXWDLeJBvPj4j0JDukVG9BVLL0IroBmr47ThSmXkqa+WpC45cHq9yPRJ+2LqkUmbTn0Fo9acmAepFJAbgAEOVVpzag3GmmUnlz2ysybEK/EywF48cL7r/K6pR6duytoEremR4AElgZcYZ7Elivj2zLfCTAz02GbhiYX479AoN6d9Dh32t50W+mG7A233pW2vXZC4aWPZ6KpAstJ/BFwiP/9wfn5cQUFclXpWHjwUN8OpryNHJkFpXbp0AFtevhxifFU3Onrgr9VMZ7wfPDgcOgbu9EjbfTN9he3CDbwSvWDRtIRpIvNc6dmzxelTjkwxqK6IXz3Rhu5GFAlJWeCq101EVFP07n7lYcnQ0G6Q1wcPjoSLpqWtSE39HJnoYugqvAvHhppMTV2Cl3HlhylXk9+PeN8hoC308ZS4D3uHddt7Yv4Kvd2X1U+0HczZd/DMxvLy0oTLgSczv/XS6+YiSin/mh7Zb+mxaeHZP34a2nVRZJ+792quvVmgXk9+wUPQOENihxjPLqYdnYYzYtKRSWhAJOKjd6YuWSKWl65ERZw7uyM7a9vtsssXT/78yy9FFy7su3IlBGe6el2+RmfdSEuDzCpKSUlZsRCns2j1I1OmBHfqkL5ypbiqIjKjlfUbcY9aSPUiQepnn6HcY9HTRMNeuqTHLE48SHvo0IiUmMWXTgfEfOgaNsQlaI9hdTNol6NBcu3Q6dfZ6TfpwscaYnbkB331boaLvEIsJnp5Yc6WNGuWUF3i/p7I4L6Kv42sqNvd69AxW06sD78QItJQPzDzZlbWudCAwrTU8DMHvj24HKchZNBFf0ypdFCNVRMeZRrTLrCdaPPuYd3FMjPOwa9PfY0Gdwp2Ej68OWtz3bvSMphaiNmmeMyobUCVGHIMMqiKiUcMN7pNPTbV+LwQz4arsmlivOHRJYgn1HbMoTFiMKl61iFmqK76kVJVxGDgQokYtTJKMtJupK3OWI2iw66EQapi9P6l/M6t2yWibhBhQoUHfOX5yU+u2+PXYoaM8ze9OB2zkcUphqc7OwdXPVSOcQyzIwg+Y+sw90bm6EOjjcWfGN49Ez3RpGMPVZ10K9NWYhBQdxd3BArh2y3Y8NBDW31b591tO++2w7zR0DtBv3oSwrgH1Zfx81vYILkwGSbDJTCq4PgUWE8dOzu7hQsX3r59+7csVMN7sMrKLty9m49xB8opKWmOGOnEI2ZiNo94Y3LfcqPvlRFbirUKMVBeuRJWx7HMGIxZ6s2kmMDtyv4h4FIA3Fp4ua76ySaP4x7QFivSVmBj7ILTD5lQZjrlGUZx7QZjH057nPA4GWrcoIqJIIaGugxw9+/fyc7elpW1qVoWOCtaqp1xuI2NHYr3Y8dmQI0hID18eM/4i6wQoUt//Wi6ZVBtjDuBuYEwB+IAtuCFIQYDx96cvVBOP57/EUo0Lj/O5O6GW+/jJ3xy9BMxL/zw8IcY2dWLWeILOO4pX5lloQ6FCQkYYI/Ocv9wqeGenl16g5b6IbwbNMqngW2H6HX9YPixmZtiXM9f8k9JWXThws94hyhZFdD2Q71uebATtnQPbHsgwH6fXgdlBteCR0Gm5OTsUa4MhhUXp0O4GzdUbSB/MWRfLLsIsZiZf+iLsJ57j0y5VnIm7XIIPBaH+kIx0yC+AwzvXZS1wPfDe3QJ7jgselBgbsDG0+sLy86hUxb/Orp4xk/4OKJf1LkdKML4W9DKzXxVUmbxqYFhPSYdHPZJ9KA+QR23xk+cj6YI7W58zK5K4Hk/wG53+kr/0+vErSIDlOlB9+owJu5Y6aY8pNk5qIO/4j9Xr8YalwXT7tVHcgmKipLi4ydkZ/+AUzg5ef7t21fRzhXK2RGVFyVKF3G3+6+rrX6/HYC4MZ4kCE2szhyEpI6LG3vmjA8Ojhe2R1UhpnNy9kKE4UQ4EjY5LnjsieQF2CszcxO84uJF/+uZJ66lHMRUSixpQKzcLytLWbQIOv5MyjfQ32fObMA7qi2qATWPgsRHtIaoQESE8iBLWC/jUy8xwSs+dFJy/FxD9Q7YR0UOwMynsDARVbp/v+zsia2FVxPPZm1JSV4MuaacqsMwJcCAVlh4PDc3AKeq+Ja4W7dy7z9q/dhS4yv350FnoDE3n92MkD8veZ5bjNtHhz8SjeykuIFjte6BVyM8P0ZBqCTqrI4wGFjUMRZnNIaOhMIEnP4/ZP+Aoe+b098IEaN+ARiUAcZDMZiIZzZdqm88VceTYiPfwwH3XdgndCSOj23gS7OTZosnRo29SLzE3EY8SYpxWF3ETTn+WUTQ+2NjhhiLP/HwJkZmHPZU8ak+yi2B4l8TDk/AhCrscpjIFLoHKgqmrctYJzKFSBUPkOKVWJSYUVLzVnQBRg/siDbHcIo2Edt3CTVM1MfFjUM90U2osEGoKbOjWYmz8HF4bJWBYqVtYPRAob1qjJwUWE+dF1544datW79xoRs2bDD3FGG9urzGxlADGN3UJSsMoBivr/96PmGSkyeXGZ7pS/BQrvv0MXc7zuOBcx7nIU5InCE422vf+4JMaA6855TlFNc/ONWFjIzVaBkIx8REr5ycn48enYqWOYcInTQHg90vZh6erzswEGPZ/gv7xSNU6sCnrtngJS4OquvhFsZoyEeTw0F9uZuffys395u4D4fo33P79ZdTdFeGNig5wxXb7C0YtTF4dQw0zJidqvWEc0iX9kHtIRahZTH0Y0v0IN4hiMVXtqrCFyJYLPijB9G/kM5iyQqvnmHK19WG96gO84ZbAMX3owaH91yo1y2srtLEIMeP9botoV38q65C9jI8AhlluA64KWpA5xCn/lH9RfOKcVnMm9HC4vstT5ecRj0x1iONQILuWJW+ClETmUtPLjW2fYqiP/YGtRuv1xnuAgx4ryv0vTIQuygzje3VW3ZSVFd75bIsCgrODdyV/b13sjc+Do4aYHjAIm5MZua30Kbnzu3Ex5SUxTiPUO3Tp9cjMy8vEqoUcgEOBvGHaAopgHfIKXxEfmFhAhJ4F99nptdXP0wabLimCX2TlbW5oChx63GP7YlzwhWh6Z/9g2tYt5XHvRYemTIvfmJhyRlIjbt3r1++HIziqnfvqJzI4vJoZ/g5phm5uQbnT0iYqaiuqhsrw8KcjS/1Vr/sjFc3sTGMwhFgi/q1txDcJSUZQjxB9xh7HQzEQCTSsFQcJCvLF8NRael5CC8cCvaq3yqiXnfWV313bk9l3bS/uKorMk+d+gpCtsZKZEyMq7JUNlKYiW1gYFbWVnTEBeUiex1BbdX786A7449+cvlyCGqLicRsvQ5TjumBjnZ63UcBdsJhLlzSo7UfPLiDjrt3rwRTBWyJHWEX+heS9M6dPHQuBt60tBVonNzcQGVyshuVDAtzEU9SHz78oViTq3s9xb2SwotQ573xH2Vkb/ONn7DlyJS790puKVchhYOJF1wL7Y+9hL8JVW1wvMLjoTl7uwV1GF/98OnUox/3DHMZIxaZAqpuQvhJuXYB1x1pOAV0Y5V7T/sEOToHd3IJ6XKuMAGNADWckDADLZBxZkNmpu/kuHEOAW2HKk/LOlRLMbeYwVA/P+fsRTUg6NE+53L26i8dmJ3opb+kHxXj5nt6g7gHFE4FZ0YNhVxGosbIjHHGK9Fz+rFpZ0vPYiBVvzQOCSFDxSgkMrEBRgaIy13nd2FQgl6s/V21FFhPnddffz2n1v2/T5uKigp3d3cbBU9PT+PvwXoSgfUkCJ8Wi2FaHVMecCaL0UQogMlHJkMeia8w1SkPeRkeRVQWGzDhe6TAwniBGVuNb6h/bBwV2dQ/qp9DgP3Q6IEjD44cFD1ILKT3COthrDzEIuKUI5OwZd/qO+TEhQb162qNZRNmlr3Ce005OgVWw0AcWVd911SNLcfGDoOoiosbWx3XeyihcRSELwbcDcemz4txC1cipVh3USOruN6EOCS0phgo5yfPNwzcsW7GBQlbuob+6qqBWO/pEd5DfB3ax0c+hvaNOrcDUeHKlQhEQagEKGxE08tlF6EyD2X6inJ3nVr1+fGZ0Rf3esUMiT6/C8O0+kUD4l4xUR+cL8aLRqpC0ld9dZnhSYugoHYQIurTAGKBR9il7njkyGSYHBc3DppDeSTTQV31EbdXGsmmPvpaXy0rGg3xGwoG5sAoBPs7d64i8N/+tRdh9qU3+rpasTvKhRw8e3YzikYFoFQgC1JTlxqrH1GN2NghEDGnqy+dHz/uge0tq5nz53edOeNjcnER8xyx1oVtCgqOYraDxhGtJCQ42gRaU3k4JqpSuZ8PGyQmzqpu3i5GLa+rrqdYjHfGljhyaupiZWZ1AAbiHTloAchWlIVCYWZKymd6o/vzROlqmwsJmJw8Tx/irD40LXpHtLmopzpzEL0jZKuRGzjrjZ6kFlsK3wgO7oDGOXdu+/XrqahPWdl5dFxJyWnoDPQdhAuqfeHCHvh/WtqXwjeEbhYCVPW3cGUCEx8/UanYIGymvLrrq1fo1VYSmeK6v7/ebpnylTphym0S+2OGYIazMtBxsl4HKXnq3I/ijBOn0qiQTtsVx/NXblQVFz2qzVcnBp32Qa4pI0Zn/XtDMbPCwePGBIW5HDs2XalG1UUStDzaHG6vr77Wb/i6H6WhDh4chY7A4CDOmvPnd6anr7p27SAcz8hFV6JNzp7dhvf09JX4F3wpM9MHhz1/frey5Vb8C02RmroIu2RkrMNc6OTJZXhHZnb2DxgBLl3yp8B66qxfv75v375Xr159VhV4EuTxjwaOKpsi8iIgtsStrIjB35z+xjfTV/y2o/HGj3eJ4fGYkTBDp9wyYlyHjJIMVGz7ue0QRoOjB4tv6z5acDRHXLxQLvUuO7lsTtIcIZhGHRqFbQZEDRgaOxSiSlzzVa/8ipe4dV189T8EXGJhYlReVN6dPPG7K6JchA2Ek1u3LkNX1ZieYgqLGfb9+2XYBhIBgRDRpbj4FIJN7SVGKB7xAyw4uFCQA6MMVwHE/XywRdztN+yg4SmtkXVeJxA/ElCXRV91exEqTpxYiJCTkrJExO+DB0cgMz5+khKE3jeOrEJcCh2gSiUEfjHDEasUmOvjICdOLBAREYdSpEZHNV4K7aWvXuuq/qKTznVZe1bWXYrxrqyypGZm+qoirMbDpLdu5T54YLjIDh2MgKcE5l89WFCvhSKT1L7KXFqajSrdvJkl3ADNcrvWTOPGjTT8t7DweErKomvXYhGAz537EeIG8RgdgXYQj0Gor+oHIDrVzlR1T3XgH6IozqqfoiouThcrQwLUBw5ZfdGzl7FUFceJjOxvLLCg7aAGxGOnhw6NgKpDjL90yQ/v+fmHU1OXpKWtMHYDoc9ERxtJsa7GIkZkop6KIh8DY5UnP8TCsIux+A4KclA1UGCgmumo9iPUpHCtgID/21LMB5CpngWr0le5xbjFXPRTllS/q3a8jkpDjcaWkETVLmpo4cjogev0Or+QrqibuFlTFXaiICPTXIzrJnZXn0o2tqLGMmf1ImtX40wxK6txX6nIrKXC24lMeQLoM7PzmXyTu1ZYUVUbPZAs2fW5W+u3xMLvuKm/TGduwQwbQBGqi/ACGAvtGHI5BPJrfvJ8qLcVaSvC88IhyFKup0ClPfKZSg1BzRMgGh7ei70ai3KTipJEBfAubj152pUxuTwjMiEXoGYgUCC8xL1uUDZnzvhAHEDJiauE+Gjy57ohd7ABdhe/aIlDQdDgsIZftHx4D8EeL5EJCYL3et0sWF/EXZ6QxeLhmJycvRDKT3Lnk+aIi2IiDXGAQBsT4woFoEicT5UFnkmQDsrSTk9FE8/Dx/T0FVCQly8Ho4+OHp0q+guHUgSc6V+oRLOjHSAB0adIQ+1BJqIHMT3AOzqirOyCuGio7oKmM3llAEXoqxbq/m8lUhUTQgYlJc1FPRMTZycmekGioWjIcfHtzZWKIscL9UdmXl6kctvcfvGleteuHYJrFRWlKP5m0NNXr8bC8VBtOAyOgB3hV6gzXBE7Xr+erNiVKTLNtTNMNnyjTWk2NkYdRDWMXRQNCNvxLuqGho2K+uDSpQOiGtgXRzh/fld8/IS8vAhkop6oLayDnMXuBQXH8K+zZzejntg3Onqw0ncTxW2CycnzRDsYvngvZYnyUNd4OCTUYWKiJzLRXIqLuh45MllZ+VuJ0tPTvxKyG12MTLFyhvmbPAFUFju1RR7/IIQ0BIT+eNa1eDRqJUVCLIIafjlKWSMUDyI0BENu3cqFmsFLfL0c3lFVCETxnSmi2g2hns8KMZeorG4KFdEmNXpZvJt00RqLu+Jo8gRQWezUFnn8gxBCCNEQeQKoLHZqizz+QQghhGiIPAFUFju1RR7/IIQQQjREngAqi51PjpXej08IIYQ0HOQJoLLYqS3y+AchhBCiIfIEUFns1BZ5/IMQQgjREHkCqCx2aos8/kEIIYRoiDwBVBY7tUUe/yCEEEI0RJ4AKoud2iKPfxBCCCEaIk8AlcVObZHHPwghhBANkSeAymKntsjjH4QQQoiGyBNArdvO4OBgJyenF154oWXLlmPHji0qqvrVpIqKCg8PDxsbG1tbWy8vL3y0nF9f5PEPQgghREPkCaDWbWfXrl2DgoLKysry8/PHjx/fs2dPke/j49OmTZvzCkj4+vpazq8v8vgHIYQQoiHyBNDGY2dpaelLL70k0vb29hBeIo2Eg4OD5fz6Io9/EEIIIRoiTwBtPHb6+fl17NhRpJs1a1ZYWCjSBQUFNjY2lvPrizz+QQghhGiIPAG0kdiZnJz85ptvZmZmio9NmjQpLy8XaSSaNm1qOd8kz1nkqZlCCCGENFrkCaBWZqdJfRMdHd2qVatjx46pOVzBIoQQQhog8gRQq7dz165dr7zySmJionEm78EihBBCGiDyBFDrtnPlypWtWrU6ffp0jfwNGzaYfFrQXH5lPbtcHv8ghBBCNESeAGrddta+NaqsrKxS+b4rd3d3GwVPT0/j78EymV9JgUUIIYQ8feQJoLLYqS3y+AchhBCiIfIEUFns1BZ5/IMQQgjREHkCqCx2aos8/kEIIYRoiDwBVBY7tUUe/yCEEEI0RJ4AKoud2iKPfxBCCCEaIk8AlcVObZHHPwghhBANkSeAymLnk8OfyiGEEEKeEHkCqCx2aos8/kEIIYRoiDwBVBY7tUUe/yCEEEI0RJ4AKoud2iKPfxBCCCEaIk8AlcVObZHHPwghhBANkSeAymKntsjjH4QQQoiGyBNAZbFTW+TxD0IIIURD5AmgstipLfL4ByGEEKIh8gTQxmBnYWHha6+9ZtxnFRUVHh4eNjY2tra2Xl5e+Gg5v77I4x+EEEKIhsgTQBuDnZMmTfr888+N+8zHx6dNmzbnFZDw9fW1nF9f5PEPQgghREPkCaBWb2dGRsZbb7119+5d4z6zt7cPCgoSaSQcHBws59cXefyDEEII0RB5AqjV29mjR48dO3ZU/rrPmjVrVlhYKNIFBQU2NjaW8+uLPP5BCCGEaIg8AdS67QwLC9PpdOJWKuM+a9KkSXl5uUgj0bRpU8v5JnnOIk/FHkIIIaRRI08AtTI7a+ib1q1bHzp0SP2XuhlXsAghhJAGiDwB1LrtNLewxHuwCCGEkAaIPAG08dhp3GcbNmww+bSgufzKena5PP5BCCGEaIg8AbTx2Fnje7Dc3d1tFDw9PY2/B8tkfiUFFiGEEPL0kSeAymKntsjjH4QQQoiGyBNAZbFTW+TxD0IIIURD5AmgstipLfL4ByGEEKIh8gRQWezUFnn8gxBCCNEQeQKoLHZqizz+QQghhGiIPAFUFju1RR7/IIQQQjREngAqi51PDn8qhxBCCHlC5AmgstipLfL4ByGEEKIh8gRQWezUFnn8gxBCCNEQeQKoLHZqizz+QQghhGiIPAFUFju1RR7/IIQQQjREngAqi53aIo9/EEIIIRoiTwCVxU5tkcc/CCGEEA2RJ4DKYqe2yOMfhBBCiIbIE0Ct3s6UlBRnZ+eXXnrplVde2bRpk8isqKjw8PCwsbGxtbX18vLCR8v59UUe/yCEEEI0RJ4Aat12ZmZmvvbaa9u3b79x48bFixfd3NxEvo+PT5s2bc4rIOHr62s5v77I4x+EEEKIhsgTQK3bTiiqdevW1c63t7cPCgoSaSQcHBws59cXefyDEEII0RB5Aqh12/nyyy97e3u3bNmyefPmI0aMKC4uFvnNmjUrLCwU6YKCAhsbG8v59UUe/yCEEEI0RJ4Aat12Nm3adNiwYfkKrq6uo0aNEvlNmjQpLy8XaSSwmeV8kzxnkadmEyGEENJokSeAWpmdNfRNs2bNCgoKRBoaq0WLFmo+V7AIIYSQhoY8AdS67XR0dISuEulr166pAov3YBFCCCENEHkCqHXbuWnTpqFDh6qXCEePHi3yN2zYYPJpQXP5lfXscnn8gxBCCNEQeQKo1ds5b968Fi1a2NraDh8+XL3JvaKiwt3d3UbB09PT+HuwTOZXUmARQgghTx95AqgsdmqLPP5BCCGEaIg8AVQWO7VFHv8ghBBCNESeACqLndoij38QQgghGiJPAJXFTm2Rxz8IIYQQDZEngMpip7bI4x+EEEKIhsgTQGWxU1vk8Q9CCCFEQ+QJoLLY+eTwp3IIIYSQJ0SeACqLndoij38QQgghGiJPAJXFTm2Rxz8IIYQQDZEngMpip7bI4x+EEEKIhsgTQGWxU1vk8Q9CCCFEQ+QJoLLYqS3y+AchhBCiIfIEUFns1BZ5/IMQQgjREHkCqHXbee7cuV69etkoIIGPIr+iosLDwwOZtra2Xl5e+Gg5v77I4x+EEEKIhsgTQK3bTnt7+zlz5hQrzJo1Cx9Fvo+PT5s2bc4rIOHr62s5v77I4x+EEEKIhsgTQK3bzj/+8Y+lpaUiffPmTXwUaSitoKAgkUbCwcHBcn59kcc/CCGEEA2RJ4Bat50DBgyYN29eSUlJcXHx3Llz8VHkN2vWrLCwUKQLCgpsbGws59cXefyDEEII0RB5Aqh123n58uXXX39d/HYNEleuXBH5TZo0KS8vF2kkmjZtajnfJM9Z5KnZRAghhDRa5AmgVmZnDX3TpUuXWbNmqfdg4aPI/w1WsAghhBDyGDy+CLAqrNvOF1988Zncg/V4/AZexSIaSBGNwAQWwSKs6/gsQrYiGj7W3QQQTHPnzhUrWLNnz1YF04YNG0w+LWguv7KxOByLaCBFNAITWASLsK7jswjZimj4WHcTZGVlde/e/f8puLi4ZGdni/yKigp3d3fx/Vienp7G34NlMr+ysTgci2ggRTQCE1gEi7Cu47MI2Ypo+LAJfjsah0+ziIZwfBbBIqyuiEZgAotoUEU0fNgEpH7wtGkgsCMaDuyLBgI7ouHAvqikwCL1hadNA4Ed0XBgXzQQ2BENB/ZFJQUWqS88bRoI7IiGA/uigcCOaDiwLyopsEh94WnTQGBHNBzYFw0EdkTDgX1RSYFF6gtPmwYCO6LhwL5oILAjGg7si0oKLEIIIYQQzaHAIoQQQgjRGAosQgghhBCNocAihBBCCNEYCixCCCGEEI2hwCKEEEII0RgKLEIIIYQQjaHAkprg4GAnJ6cXXnihZcuWY8eOLSoqUv/1XDXm9q2oqPDw8LCxsbG1tfXy8sJHy/nEAuY6wkIHqbAjtMVcmwcGBrZv3/4Pf/gD8keOHHnt2rXa+7IvNORJGpMdoS0W2o2RwgIUWFLTtWvXoKCgsrKy/Pz88ePH9+zZs8YGFk4bHx+fNm3anFdAwtfX13I+sYC5jnhkB1WyI7TGXJt36tRp3759xcXFpaWlCxcuhAirvS/7QkOepDHZEdryyHZjpDAJBRapAmHjpZdeqpFZ+7RRc+zt7RGHRBoJBwcHy/mkjpjsiNr57IjfAHN9Afn1xz/+Uf3IvngaPEZjsiOeEo9sN0YKk1BgkSr8/Pw6duxYI9PCadOsWbPCwkKRLigosLGxsZxP6ojJjqidz474DTDZF7du3Vq6dKnxaiL74mnwGI3JjnhKPLLdGClMQoFFDCQnJ7/55puZmZk18i0s/DZp0qS8vFykkWjatKnlfFIXzHWEufxKdsRTw2Sbi9tN/vrXv549e7b2LuwLDXmSxmRHaMsj242RwiQUWKQyOjq6VatWx44dq/0vC6eNzPOSp4S5jrDQQZXsiKeDhTa/efPm/Pnz27VrV/tf7AsNeZLGZEdoy2OsYD1yXxn6ggJLdnbt2vXKK68kJiaa/K+F00bmK+tPA3MdYbmDKtkRT4FHtjk0lsl7s9gXGvIkjcmO0JbHuAfrkfvK0BcUWFKzcuVKTNNPnz5tbgMLV9Y3bNhg8hkQc/nEAuY6wkIHsSOeEubafPjw4RkZGeXl5ZcuXZoyZYrJe7DYFxryGI3JjnhKPLLdGClMQoElNc/VoqyszOS/jHcRiYqKCnd3dxsFT09P4283MZlPLGCuIyx3kEiwI7TFXJv/9NNP//znP//lX/7ltddeGz9+/PXr1413EQn2hYY8RmOyI54SltuckcIcFFiEEEIIIRpDgUUIIYQQojEUWIQQQgghGkOBRQghhBCiMRRYhBBCGhzmfnW7vj8eXJdfTLewO0hJSXF2dn7ppZdeeeWVTZs2matw7Ru9VQoLC1977TUL32VAGiXsb0IIIQ0Oc7+6Xd8fD67LL6Zb2D0zMxPaaPv27Tdu3Lh48aKbm5vlaptUUZMmTfr8888psGSD/U0IIaRBY/yr20/yxZXmfr3bwu5QVOvWrat7VWurqIyMjLfeeuvu3bsUWLLB/iaEENKgMf7V7Sf56RVzv6RuYfeXX37Z29u7ZcuWzZs3HzFiRHFxseWq1lZRPXr02LFjh8l/kcYN+5sQQkjDpcavbj/2jwdb+MV0C7sjMWzYsHwFV1fXUaNGWa5tDRUVFham0+nEHV0UWLLB/iaEENJAqf2r24+3glX7ODXuSbdwWHwUaWisFi1amNzd+LDGH1u3bn3o0CGT/yKNHvY3IYSQhojJX91+jHuwHvnr3RZ2d3R0hK4S6WvXrqkCyxw1VFTtX16yvDtpTLCzCSGENDjM/ep2fX88+JE/aW95902bNg0dOlS9RDh69GjLx7EgoaiuZIP9TQghpMFh7le36/vjwRZ+Md0YC789PG/evBYtWtja2g4fPtzCTe6PXKmiwJIN9jchhBBCiMZQYBFCCCGEaAwFFiGEEEKIxlBgEUIIIYRoDAUWIYQQQojGUGARQgghhGgMBRYhhBBCiMZQYBFCCCGEaAwFFiGEEEKIxlBgEUIIIYRoDAUWIYQQQojGUGARQgghhGgMBRYhhBBCiMZQYBFCCCGEaAwFFiGEEEKIxlBgEUIIIYRoDAUWIYQQQojGUGARQgghhGgMBRYhhBBCiMZQYBFCCCGEaAwFFiGEEEKIxlBgEUIIIYRoDAUWIYQQQojGUGARQgghhGgMBRYhhBBCiMZQYBFCCCGEaMz/B4V0WwsMlZHTAAAAAElFTkSuQmCC)
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