Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Jong-Sun_Park_071920_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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Cluster-1 | | | | - | Cluster-2 | | | | - | Cluster-3 | | | | - | Cluster-4 | | | | - | GOES-8 | | | | - | GOES-9 | | | | - | GOES-10 | | | | - | GOES-11 | | | | B plot | GOES-12 | | | | B plot | Geotail | | | | B plot | IMP-8 | | | | - | Polar | | | | - | Wind | | | | B plot |
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View standard CCMC run page. | ?? |
Event Date | | October 05, 2006 |
Start Time | | 2006/10/05 00:00 |
End Time | | 2006/10/05 08:00 |
Key Words | | electric potential |
Model | | LFM |
Model Version | | LTR-2_1_5 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -8.36 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.43 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 77.30000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Jong-Sun_Park_071920_2 |
Minimum Dst Value | | -17 |
SW Source | | ACE-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 Wind for time period of this run.
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NRwkhhBCDo5sIW1patm7dqq2s2rx5MzbYvn27nee151dXQho7pfEoIYQQYnB0J3eB6IMFioqKBg4cGBUVhb8mrxZSYAlc2U72wSKEECItjhVYt2/f3rx585AhQzDf3Nz83HPPpaenYx4aCytbWlrsPK884VgaO6XxKCGEEGJw9DhYffv2nTJlSkVFBdYvWrTo0KFD6ma7du3CGjvPK084lsZOaTxKCCGEGDiSe08jjZ3SeJQQQggxUGD1NK5sJ/tgEUIIkRYKrJ7FSe20qIq6Ipjk8SghhBBioMDqaZzaTnOB5ahDEUIIIa4NBVbP4tR2UmARQgghnYMCq2dxajvNBdaAAQP69OkzaNCgoKCgrhyKEEIIcW0osHoWp7bTmhvKysq8vb39/f3Nt7fB/b9eQgghxFmgwOpZnNpOG25obGzs37+/Qw5FCCGEuB6OHWi0X79+Pj4+Jl/F6cR55QnHTm0nBRYhhBDSORwisNT5W7duBQYGDh48uIvnlSccO7WdJm7w8/MrLy/HTG1tLXT0smXLOn0oQgghxLWxFvj+85+b587tLyvb29Jyo6NHEB979vT0PHbsmLry8uXLjz/+eFNTk+3z2vOrK+GkdlrsPhUSEgLtjEU40t/fv7m5uRMHIYQQQmTAWuCDutLrdZigsew/AvRTYGCgh4cH5pOTk5977jn1p+XLl3/66aftnteeX10JaeyUxqOEEEKIwUECS8sjjzxSVFQkfnJzczt69ChmKioqBg4c2NLS0u557fnVlZDGTmk8SgghhBgc3UQICbV161ZRgwWioqKeeeYZg9J75+uvv7bnvPb86kpIY6c0HiWEEEIMju7kLhB9sARDhgzZtGnTk08+eefOHfvPK084dmU72QeLEEKItDhWYN2+fXvz5s0QVeqaEydOYIODBw926LzyhGNp7JTGo4QQQojB0eNg9e3bd8qUKRUVFeqvISEhopWwQ+eVJxxLY6c0HiWEEEIM9z/wzZgx48SJEx09rzzhWBo7pfEoIYQQYrjPge/o0aPakRrsP6884VgaO6XxKCGEEGK4n4Gvb9++AwcOzMnJ6cR55QnHrmwnO7kTQgiRlp4KfBRYAmnslMajhBBCiIECq6eRxk5pPEoIIYQYKLB6GmnslMajhBBCiIECq6dxUjutdZwKDAzsrxAQEGD/QdgHixBCiGxQYPUsTm2niRuCg4M9PDwaFDw9PbHY6UMRQgghro1jBxrt16+fj49PdXV1F88rTzh2ajtN3AB1lZiYKOYx4+7u3ulDEUIIIa6NYz+Vc+vWrcDAwMGDB3fxvPKEY6e208QNkM/qFyUxg8VOH4oQQghxbawFvpv/ubn/3P69ZXtvtNzo6BHUjz3b6IRDgSVwajtt+6xPnz7m29vgvl8uIYQQ4jRYC3xQVzq9DhM0lv1HaGpqCgwM9PDwMNnmwIED06ZNs+e89vzqSji1nazBIoQQQjqHQwSWlkceeaSoqEi7QUxMzJAhQ27dumXPee351ZVwajtt98Ey19H2H4oQQghxbRzbRNjS0rJ161Zt5C0rKxs0aFBtba2d57XnV1fCqe20+BZhXV0d3yIkhBBCbOPYTu4CtQ8WYvEzzzxz6tSpjp5XnnDspHZa6z4VEBBg/zhYJgd09DUSQgghzotjBdbt27c3b948ZMgQseju7n706NFOnFeecOzKdrKTOyGEEGlxiMBS6du375QpUyoqKsx/4luEFpHGTmk8SgghhBg4kntPI42d0niUEEIIMVBg9TTS2CmNRwkhhBADBVZP48p2sg8WIYQQaaHA6lmksVMajxJCCCGGngt8//rXv2z8Kk84lsZOaTxKCCGEgP/93/+9cuVKN5/0yJEjnp6eNjaQJxxLY6c0HiWEEEKAn5/funXruvOMUFf/93//l5CQYGMbecKxNHZK41FCCCEE1NfX//vf/36gu/jXv/7l6ekZExNj+6rkCceubCc7uRNCCCFOhTzhWBo7pfEoIYQQ4rTIE46lsVMajxJCCCFOizzhWBo7pfEoIYQQ4rTIE457k50d7VPFPliEEEKIUyFPOO5NdnbFK/J4lBBCCHFa5AnHvclOCixCCCGkVyNPOO5NdsIrAwYM6NOnz6BBg4KCgjq67326KkIIIYTYiTzhuFfaWVZW5u3t7e/vb7Le9hhoPXKphBBCCFGRJxz3VjsbGxv79+9v//byeJQQQghxWuQJx73VTgosQgghpNchTzjuTXb6+fmVl5djpra21sfHZ9myZfbvK49HCSGEEKdFnnDcm+wMCQkZPHgwfPP444/7+/s3Nzfbv688HiWEEEKcFnnCsSvbyU7uhBBCiFMhTziWxk5pPEoIIYQ4LfKEY2nslMajhBBCiNMiTziWxk5pPEoIIYQ4LfKEY1e2k32wCCGEEKdCnnAsjZ2u4tH//OdmQ0NuY2NZaenu2Nhper0uLGxETs67f/xR3NOXRgghpHeTk7MuNnZKSsqrly/H/fe//2DNrVuX//67wYGncJlw3C7S2Nm9Hr0UFxc5Zoxep4scPTpp9uza8PDOHQfJGolbuwapH6LKfMrP3+SIC7fMzf/czG3IrWqqun+nIIQQYpGqqmOlpbuuXUtDAdviBs3N11Dkzsh4/dSplUVFX/z558VOn8sksqSk+OFvaOgwFOybmqoQaPLzN/7xRxlO0dhYfvNmOSKU0GH2Q4HlajjEo7dv/4XEhL+Yv3IlsaxsL/623Lhxo6ioJiQk59130xYvzlqzJsHXF9LKZCoLDm4sLy/46KOcdeuuJCT856bl5wRAjeEIcdOmZe56E8laJPGkpNnx8S/m5b2fkrLQosAqLPy06wZaY2n6UtgwKmLUjZYbXTwUVNrzUc/jaN+Vf3fTSmZBCOkRGhvLkK0VF39ZX5/d0ahJ7ge//56fnOyn5vPR0d6IQZju3GmBqMIE3ZOb+25oqJtJRLh0KbpzZ0xMfNliiImLe8HiekwFBR916BQUWK6Aw/tgxcUZm+RiYiZVVPyoJuiw4cPN5VS7U+aaNVBmJseH6jr7+efqNpEbvcyTcmSkV3T0BDGfmbkKD9jly3EXLuitlWw6RMPfDQlXEtblrNuUv6n0j9KWOy1i/bS4aeKaLt9bndZRoKiC8oPUuzAualzilUTxE458rflaVw3oVfz9dwMcV1+f2dMXQkgrGRkr1KwGSqunL4cY8vM3mUWBofh76tRKUfxGRLAoelT3ITSIegFkOA0N+bm5AcpeY25ZysyvXy+8di0dU2bm6rAwd5OTWptwDWfPbrNfkVNguRqd9mjVsWPZa9emLvKL+ux5C2nrpBUJ5eZ2atWqv65cqc/KylixwuI2oSNGhLu7YyZj5cqmqqo/L15MmjNHu0HCmlmxUVMtlSSmFRZ+igdPfUK0VWv2cKzq2NL0pdvObvvn3kdifvJ87SVuPbNVu31AbkBNU03nbqMABzS/EWMixoyOGC3mC68XduX4vYvsbH/h0JiYiddlMpx0G0pMNbbsaFf+/ns+lL3IPRB9kfYqKo6ePr0pOtpbm89ERIy6r/XixDZXr6bATcXF24U7EhJ8w8M9tFVZJnEhJmZCYeFnBQVbYmImIUbA7wbFv1FRliKXXic2MDmj+AlqSazB2dPTl2ZkrNTWY8XF+UREeCqTR1jYSLWuIS9vfYt9TRwUWB3mwQcfdNSh7gc2PNrcfO3UqVVIRiYJ7o/i4jAIoLE6va9Ov7w1eYVqhHz0LxP0c4zCIHzUqLjp06GT8jdtKty69fz3318vvBsv/3PzZs66dVHPP48toyZOTPHzE7rqnmno0NBhw9TFrLVr05ctM4qwYcPO53xXUrKzqurYmdQtYaHDcd7EhNkmJoiqtfj46XbeDbVGanrc9GOVRvHkpncbGjrULdRNe1lYr+6iv6AXKzFj7bDIspOS5uJi6urSLW6wKX+TOMii1EWeEZ7mYmtc1DiIOTutcEL+/PNiRsYKJCeLpUNkdteupSFoJSbORnoTnRvElJb2Kv5GRY2/di1TaOUrVxKrqn5paqoRRc/GxsqbNytRsmxoyLl6Nbmm5iQ1GTEHWgr5mFqfnZw8vzXjCnW7cOG3+voctTkpLm46kqI2ZrfVRozGT63V82HDMF9Z+dOdtsps4liQY4g8s7b2nn66eLqFC5CZQBCLh72m5lfFlUNDlUAQGnq3yH3BSraMzMSiuoLqMs+jcBC9pR69CJFISDjLlbYGBy1qGjMRZzagwOowvVFgibrT6uoTaqqCAM/O9kfw++OP4ir9z/oNOv2Je9Jl+E4P/Q6d/pAu4ahvXU1GQ25uY1lZRy/m7LZtUePGtdV16fQv6PSbdfognd5LB0kHlXanpSXxQ1/9Nzr9Vt3V7BTsUp+ZGermph9nVHupq141OaB6ee2e+vKtyxn1Gb7xvtYaL0dCdel140N1o8Pcp0SNfz/7bdFQuLdsr9hgr1nDwT///WddzjqIto8yXrf4fKqUNZZBY31a+OnN/9zE/IpTK4bqh4rDDgsbZq7qepzGxrK8vPdRWIyNnaJmYTdvnkfBLiZmYnj4SPwtKPioqOjLrKw1mZlvYFHcgaystWr+hVwpJ+ddZKMmwSw+3icx8SW1eKr9KSxshI0KeTVkqnX4OHjP3STiLNTXZ4mUc+rUSlGXIIpeHZqQAULTm+xoT9QkncCipoFKzsx8U6xPSVlo3v1D9Q78gh3N66JUoIwRzkQzYljY8IgIz6SkOeXlB823RD6feTXpl/TXsD0knf0moPiXnf22porLsg7TQoHVYZxfYCEVxsdPR1LLzFyFFIBMJCZmshLbWvv0IWqqyT0ybEzkrjGmIS1wmF5T7ZK3fr2NvurtAnFWlX08+uSku2XHzWPOHv/8999PIzYnhs0UK+uvZv73n3/Of/+9et64adP+bmi4dflu+SMv7wMk6zNtLXoW2V26W624wvRC3Asm0mqo8ndZ28W0CUBdbPY7JSU7vouZOCF8JI6Qf++zB3V1vOq4ehBPve4Hve7cuf123gTIrMz6zJqmmvLG8lERo3CElRkri3toyAlRaXTjRvG1a+kVFYeRGPLyArV6KDl5nj3SR6OTRsIv5pUE2sxIvChaWrq7o4HQZILGEq/zIJ3f78qtv27/BX+lX0uH++7riYidnD9/2KQPcmTkmD//vFhWFpyQMNO8Aw0CrWZ+VFLSywirJSU71ViO7BGlAu02KDM0WnK3w9/hlwpIGVFMwv2/ejVFrESZTd9azzRW5BImGquq6hi2x2Y2uj3hyKdOrYCowhFMFA8EXELCSzjs5ctx6sr3ct8TeXgnHmrIuMrKIxERo9UE02yzQy0FVscP9MADD1qiT58+jjoFCAwM7K8QEBBgzyVpKSvbq7o/JmZSRsZybXaTkjI/Lm5qZuZbYk2IXrfxF51otPMPc1+r122IGHVy/D2a5LNXdON+Gj4s1Fj1AvlicnY8AzijxSwJeiU6erx5rheu6VQonjr8xcNQ+OmnxubC4cMjx4zBFDt1qn6oUQ6d239Xx6DACkFQdjHs8q3LomfVjZYbhdcLcWGTYyePjxpvIqeWpi8tulE0NnIs5tdkrUmuOv6zXncYIjJyjLiwGcpmbnrda3rd9tChPylXZV6rfPj8YfNqsLCLoR12rXLB4nqgtDqxe4eAIefPH4Jgio72huyOj59hUbUkJs7sqNARtffWJqS0tLTFZ89+KZppEhNf1l5SYuIsqLHw8JHKcdxiYqaKQBgaOgwrIyNHR0c/j8AZGTkWCRjr4ZRtet0mJD+RfpQdxVRR8YPSM682K2tNauoiBFqLrZYd5VrzteXpy0eEjVB9PSF6QnBZMFJa8LlgJKS12WtXZa2aEjNlauzUkOoQ7YuiEr7H0A1A3Jh0xxExVUlsxoCXn7+prRoDKccLaaymJuTSpaj09NeQ/ktLd1l7PwbBu7Gx/PTpDdqD5+cHNTTkq9092zLVoTEx3iaNXF0Bpbjchtx/XOg1RrigvPwgbpf5Y4isWxTb8JiLNSgqi7uN511vJeNtFxvvK6j1CHn5G1G43Vyw+b2st2fFzRBPdK71+rB2QV5qzwVTYHWYbqjBCg4O9vDwaFDw9PTEov37KgJrn6VwOOzeYp9XYeGn+LtYIxc8wj1adcPxz/M3bYo/scPzpDsWx39v2l3p/M3zEcVfZZ/ecPbs5/q2Kgrz+lKT6vewsGHx8S+aX1tM9ISzBz+LnTYtrK3PVkNubvrSpeql4WLUY36VNMerrRYK04jwEWrrm3ZyC3XzjPBckLIgva2bFJ78S5fioC/FSU+dWoWMFRIwImnusvCRd2u8FHFw9WoSfkX2ihJzXvHXeXXpiKliA58ID3XjxWmLOzdolnoE9zD3+9fh3UbHT5MpLs4nNzfwwoXfTNYnJc05d+7AzZvlKPSnpr6akuKXlfVWUdG2CxdOKtUGe01cHBMzpbR0J/I1tS+L6Ghc/0cpFOresr3a8S9wh01qBRr+bqhsrLz458W/bv+F8iVywKtN1Vsz3xLiHtPwtlIBJDKE8hd6XRC0V4TneL1uorJSCbceNTW/iiJvRVPFwtSFnuHG+tjRkaOXpi2FyyDeRZrxivSamzT39fTX385++7Oznx2pPPL52c9xkWeun1mbtdZa47LFaXjYcBzqs8LP1NpTnGVu8tzx0eO9o7035m8Muxh2sQtj9siAeBUfSUL0er5xo6i4+OvY2CmiZlT7Ello6FAUFQoKPoqJmRgR0bo+vctt7ubtjJB0UFqlpbtTU++OGuOoofiOVR0TSQUJzyEH1IIHEDcT2RdUJu6kQ16+NihPqPqGNTIuPKEtd1qgXXaW7NxdsvNs9a9paYvEXYJgxQVcaMhRS8JADUMiXyoqMralXLoUjTiCm4882f4XmAQolqekLFBdo9aNCa5fLxRnfDt1gfZpRZjxz/bv0Og5KVdTdpfs3l68XbwPDtOQ+7U7QgQFVofpBoEFdZWY2CpWMOPu7m7/vvCoiDEIltr+LtnZ7yAFQ15ERY1XV0JwzAofZaELdvS4jwo++rLoS/OfJsVM8on3cVPi01S97hW9br5et1Gv+0CpXcjJ8UfuU1eXjpIZJmR5aoaYkbEcCgzPeUTEKFHDgZxRVG/En3hRPUPYsGGpCxc2X7uW7e8v1kSOGZOzbt215OSz27ZBab0cPrrdaDcv8eW4nHdRPNK+66FejCieakse357br+47vq1YXFl55Ny5/b/odWM1R56jtAx+FzNRrdt4WVM3Yz+/1vw6I761IGWjN30XsdbxE+XImJjJyOOioiZAWqnrsQtiCUr8OTnrOtT6BhVVVXW8puakSXkO2fGxymOQLEhOOks92yBPX0p4CSrTeOejxlvUyibTSKhqUR5o09nq8CEoLQTqdc/rdRP0uv1R3l8kvtwhkWRxQqljQvQEey6s3clN7wYx18URQDoBnoKrV5PLyw8VFAQh4v7115Xa2ujTpz8MDx/VJqM70LMNwTK8NhyJtov1Lqq2RkzFs4YwKao37n1n3sKExKkOL6nW1kN+VXX5rRFcCZJxQsJLFs+LTEzUeUP22dYruOFCKdo+nY3unl1HfSlPMw1F3ouMFyFAUTNvFBV9YX8nJMiRA+cOiNeDfBN9J8dMbg0W4XcLnHjuZul1s/W6t5S4MKpt/RglyqDIcary6JkzW5KTX3GIJlaqxIypJTbW6vtGt5qv+We+KXIY7WQixWwDKand1/76aQqsDuPYpkCL9OvX786dO2IeM1i0f18hsPRK1aXo7xIdPfHKlQS1DRuZSGrqYrENcoE9yfN8FZ00InS4iAHalKSNK0faLcQr2+CwH7dJh32le2401Zi80YrMUX39R/S+Lz2wRz1M+tLWR+7vhoYLev3VlBTtW4eY1nw/Tbkw3bC7F6kbGe7+QtT4JTh1uMfP5/Yn5b4nDFT7axtrqiJGqXmNSWXbX7f/Qh7nlzxvUYrfvqzWxtMvMlZOjBzz/L02fqP8hCz40p8XWwVZuEdVfZZB6TuJ8lxZY1ljYxnOe/PmeduegsbC7hBqSVeTLv558X4MRgqnFxZ+CsFUULD54sWwCxd+RXHW/MIija2lxt4njjovbubitMVTYqeo6Wdo6FCTWIJ7HlwWPC5ynJ3qZFT4KO8Y7w4JmmEd2djidKzqmJARUIqbCza/GP+iV6QXyhjrT6/fWbxzy5kt+8r2vXHqDaw0eWpUe61N3tHeu0t3/9XB8ro54r1Lk7FLRDPNmTObz5z5RJELbvcKBdOhGvVtXUlQIkeJH0Ln0qWourq0iorDNTW/4IEV9ZFIouWN5R8XfixMGBs1FmUwe4bkxWHxRFy/fiY3NyA29gUo+7ZG3qFhYR7aBt92J5PmOfG6mfZJ7wTi+w0/VvwI1YinGE8NZGhCwkxtjiEmZGXixUPEdRRWcZP/+KNUFVuYKSnZmZj4cmTkaEXzjbHxMn/ilcS12Wt94nyQnFDGwPyOkh17yvasyFiBdD4rcVbClYTQi6GLUhdNjJk4P3n+/nP7txRuwZb4Ccnvx8ofIdaXpi9Nr0tH7jE3aa5nuOeYqDEvxL2AktvitEVfJM372ezuiarfA0opUXNLI8V4nrbv0rqcdV18mnRKYVI73lWpWYeTDqEWIKEXxRo8UCaf4kB5pjU3CHXziZ02PXLcuFC3uUqF95SYieGWWnvP3zyP61QbFpADoJSotQKZtp3NDhRYzoiJV8wl3QM2QbFAdEcwP7J4Dw4J68O0xSg1IisRXZogOIr/KEaqOnnhpNocI6b1eevfjJ8RqKTjce09P+uVzTYkvKiueTvRdKgFc27/9Vf5wYPFX3/9R2kp5k1+DdOM9fDCHuO/+cnzMgq3ioaDw4qqU3tjiKxWbdoXVbjQl2IxPNw9LW1JQ0OejYtBOMEN/C1lwcsJd99AHBXh8WLctHeixoVGTSwu/gYaBc/2e0qJTSi8GVHj5iXNERt/q3QnQvZqfvA7LS0Nubnq2BZ4+FGqE3t5hHt8mP9h1yMuImVm5pvIcaAp7dxFKEKHfOQRFql9SM2njfkbK5sqT9ac/LDgQ3VIMJNpZNjIUUp5d3jYcDEzLmqceB9TLfGLX1tdoxSgh+uHWzvpWL3uE73uuF73kdLNbrVe95nSqQvhZ69S87pEP3RJ7NTV6ctmJ7z8StIrohufb4Kvqq7sIe5SnKjUhI24CZAdEbURiJch1SEIjW9mvqmW+E2mNVlrPj/7OeLrzpKd9vS6xTOLJzc3992srDeVjiCtHRwR18WYT//881dp6U77JQumnUr1c3LyPIsNyojKR1IW+p9aZV4NoKRb96Dsd45UHkHuEX05GuGt5mIoxIeojtIe0KSXgsVJ1TRCo0RHe5eW7mpSCmnnzu2HoDHP1rr4rgOEzsyEmao5nhGeMxNnzk6a/Wrqq4fLgjOLtiE3SE19NTvbv7r6hMHs+yqKjeOQz8AvarajTpWVP4qS7bXmaybVHtoXcaxN1p4R7eQe7q7tKXiPa0J188M9Fkd4+IUOn6TU+GqLHKP0ulcV17fdec/Q5HnZZXtLyvacu5ZWfrM8rz7vm+JvFqUtej3j9TlJc8y9r/bTcFOesqGWrmGoZj1yUUSZs2e3qRm1ST0fHhzx9Yttdr/LiXsOB6ny+oO8D9RTQ3pCLn9z9nMRP14KHS5SIPLGoLZtNt3b2gsfQcuK0tEw/TDkRTqlF4fY2C/F78W20LY6czUuMqz6uEknd/EJXdUuCqxOUl1d/eijj2o7vDuwZquLNVgW1yNUIPmW/lEq0se0NslvDgrrwWXBr6W/hsD2cuLLKA38/nt+UtJcvSJltul1AXrdVr1uV8q897LXvpO5xi/5lZcSX/KOfl4ceX6E5xilHUcszo706pDt5tSlp6e9iqzAOJS8+vAYFCVRVrZH1L5oM2gIBaRy0bRfWXlU+87RqVOr7DkjYrmqe8RkXoePUyD3t/CpoLZaLr2lsSSKt28XW11RmoARjUz2bbe5EO7Irs+GH81rDnBDIP7U6gr1xT38hDKu6Jr9VuZba3PWYga5A0pvMZdiviz+EtbVNNXgYiIvRW44vQHxZnTkaBSFT1SfiKyN/KTwEySDBSkLthdtP1xx+Ovir3+o+AH7Yh5/tRIEF28SNobqh46NHCsaQ0dFjELR0D/b38RkhIes+iykOuye2N5rz0jDOQ05uNRzjeeQOW49s7W6qRqLlTcrtxdvx5VPiJ6AQv+8pNnuigIbG+Z+umQncmE1nUREeCQkzMAiIoraRtYW1MckJPjGxk6JijJ2rkdMhZfNO4pZAx7RdjcxByLMJF2ZBsuwEfOSXlmdsfyl+Bf8kma/nuC7IO6FqbFTdMY62pEz419cjdiv14kOZ7P0upl63WRlfoLSMOrV9twNV1pREVB9lLFIpuh1i8KGH0l6OS5t0fTQoaP1unlhI3YnvCj0ygdJs8XZ50Dt6XVvKDuKNd563Rgrl2rjqw7jlOahrUrwRnbxqV63T3OTtyrd5n5qfUnCqA5PIjMJ9/gxfdmZmt8ammq+yw8KzFixtXDrgfIDx6uOp19L177OgqRyvPr47tLdmws2I9126EUwpLGfq35+K+utBakLlqYvRZJGFmdbvnjHeGfWZ2rdirQUEjEaJqxSpsV63YvKO8Ve+qGzFe3eVpYzJi087a/Gz1CdjtMh/WsH4RumdxthvWzQPdNIJeWYjVho2emvR47ernf7QHHifqXoEhA15lDSrNBQN2OHyIwVyCWQySxMXQhLvyv/Dvf8l9jJ3yjdJT2U+uwfzh8SRXrxyoK2IKrmh5AyH5z+wDvae0rslIOWhlowKHnaiowV8KOor4KWevneLgHICtTsCAnylzbXoPx5LHOV6OWirVCHl5E8bJiPDEo0O2inH+79Vo+2rx7MpMDqJI899tiBAwdUGeRYTPpgYdH+fbUePVl8dIHed23Ua1AMnxZ+itTgFeE1LmyMyMpRVliTuSb6UnSDHcEDMUYtjIaHuyckvGTS0qQOrekW2prypipZ7cepi+y/eFsXcPny3w0Ni9MW48irNDqpri697UMKoxERTfbS9lo16XdlA7VW2UvJQJeGjzyslFNzc9/T9r24ffuvXTnveN1b4TdcyT2/SplfU/OryWFvnj+ftvjuSwXlBw/izqPAhHKqWkhal7Mu+WoyMg7YqO2sg1wed3hHyQ51y3GR4yCSsBJbrsxYCc30RswkHH2F0iXO2AoQNTEodBhC5iJNhaLDJxQZd5XugtJCViWGnxCTf5Y/xJnI+4S4F4pQfO1RTNj+4zMf25P8OgEyXPWkBqUpLT9/k0m3vNracNvjJyGpq686QpbFxk6NiBiNByE9/bUzZzbX1hpbvoqKvigu/qqm5jecor4+MydnXXT0eEg0pEbzDi5VVceQv0fEvqDVMd02qdV+YoI8rWuueyv9NfuPMEJRcq8pCukNTTmq3WmS0vdgRFuT8ZgILwjHNzKWf1u049UUP3Uza/V8OmUAOfOecAtTFtrTRll4vXBj/sapsVOt2hU2wifOR5uATaZpsdM+PP0h0ioeN9uWTonw2pL7zk+57662UqmjTmP0o77x1X07Uffdrxu3FGyZnTjbN953U+66PVlr5rUNLjMmbFjYxbCA3AC/ZL83M9/8quSr785/90bmG1B+L8a/OL6tWOum1x06/VFubfSnCTMDFPHtbqWR2j3cHXlI5/oU+lp6RtodqkYMhKFWGuEmL0lbggztsKKtcYSUqynQLqL7vKjB0iZU8VoVlM17ue+tzV77UcFH8CayFOR+YgMhktRMG/uadHTB9EZb+SomxlvoIZwupDpkT9ke5F3IhEUt4PORzw9XusqIy1Anj3APNUPO/z1f+9MPyquLKIYhM0GBH2FCvTMnTn9AgdXZwz3wwH1SV4a2twjr6uo69xahmEE6mHy0tfvhewmrkabF/FfzRvjsuifxzXXE4I0Ipasy72Y945QmmMr23o7BXii1dDHENjaWNTTkWmwSFWPvhobq4uNn2P/d9T//urxYyU3WG0PsPWM7mY90h0crsvCzRUpBdn6b+a9FeyemLcnKektbgRwxSun0ObQ111V7mxkUNbCzZGdrXt+m2CZGT3w3913RS2B6/PROZIg9Mg0LHXak8kiLlS4dyFg3nN6ATBP2OsNYBsj9ESFiY6d1qCeQlWmoyYgkMTGTIcrT05empy9LSfGLiDAdcG69kmxQFJmn1Et1v7NEXBkRarmNSZ1Ghg71VtpYT97TNDb+eKTn8jD3F0KHTleuf0x7kuJ+TFAMu0t3W0tvBs23GaxNyzKWiTf2/7r9V159HlImgjcevQnRE0y27PS7DkNDLXTLe/en1gyjbG9rPQr0uvrSySd63Vq97tv4GfX1OXFxM0RbZErKgpKSr/PyPoiJmRgVNeG3CC/IlG/1uqOhbnFxU9UG1oQE37MXQ6E8UO764PQHnxR+crD8oKgLFDcKqvRY5bFFqYvuvUjdMMXAEUpllbtSP7pUr1sAIavX7dJUAsXHT0cZG2m7qanGng/zXbmSeCRm0uh7y6KYVsVMPJnT2qNgVuIsZB0QfyZdLV/PeH2Y2Y5aIS7ewYTvRH2VeD1Qq5CCCoJOl+1DUSopaa62Ktr8sGKC8ML9MTZ5X4r+6x9jzZZJB9ntxdtXZ65+59QbSyI8AqOev3b9DCKdpiLcKyLC80CM9/ORYyiwOsmAAQOam5sde0wtAQEBnR4HC8/VT5U/mTSZu4eOGHly2NhfPfw+0S3Yck96stFc2CGglkSSXZP5VknVzygobDv7OQ6OaFr3V536bAuQZFGmFLXlthUenpzjVcchEO18sbam5tf8/E1C24kvlNkvrQTYq621fnpzc536VpEYrMviLqWlu/Fc7dE0nUwVDVJhHmlpS3AxVceOqbdcfE3o9IYN2jFUkyuO2Midtd/b8YrwGqkZV8KeCaV/yLX1p9d/U/zN5jOb12atfTXtVeRoKNPPTprtHW3M0VBKmxgzcV7KvOCy4Oz6bOQgL8S9MDNx5mvpr31+9nOUsF9JfsU3wRfbYxust9iJZEb8jM6NW9HjiM4T589/L4ZgPX/+kPLWmPC7rRG/OjdB9CPBpKYuVLpSzYyOnhAVM3FX2MjpykAh74d7vBM28pVwj/lhwz5Wqot264dC9PvpdSsivX6q+mlf2b4vi7+EN3eU7Dh8/nBaXVrClYSwi2EZl+Ou1GdW3ygqv1medi3teOXx/ef2Y5sXYltrRPCE7indsyBlgYnjjlUdW5ezDsFsXvK8LWe2IMBAc0DWY0JRDUHUOPhc2b7q6pCGhnzzvtuiIRXr4f3DFYfXZK4ZHzUeiRYJzKQyQNem6kwmtb8RUjuSHEpri9MWIwUitXto3lMbEzkGaQ8XiQxhdOTdLkpfF39tUWMhFmrP4hXphWwEN+TQ+UPfln+LIGqjVReFAdwoXJjJl7V0SmPfnOQ5uF3r89Z/VvjZkbLdx0v3LEp91dwubBZ69ljaxx9kbN2w+/T2RSl+G/ICxaU2lpVlrFiBgpb4SAYKYyaJJDNz1cWL4Z1IXe0OH6CCQk5OQw4sLW8sF3WBeBCuXk05e/bzlJT54eHubUWFCeXlB69cScADoh2EpaOYtOKpb1LrlNbY1jumdGbFHUY6v/jnxV2lu2zkbNBAFt0Ht+KJgPZKsf62oEmIVJOlna9172979xwpfGzEKN82AWocIL7p2vBfjVKVAquTfPHFF35+frdv33bsYbsOPKpNNCND7mYNo35qKxN8PfbwOF3QW54rkl9DLubAj+Kdv3ke+bIqg9QYLNIuIjR+xWRScsKzhCcce+GpgJwSdcW4Kuz+UvxLJhX77Y4Zo+YyJSU7oLQ613fbOILLBb2qzG7jqsw+JWtCXV16evpriZoc5J5cTwlwCS++WHnEeP3R3t56ZQSKqqpjGRkrxZdn1rd1eXGzVBMwum3m+/LvjJ/fyViBSPN69IQ1SjvmfOXvkghPBJ6pcVM9w0d5hA3zQpBOfmVt9to4zUDGjgL+gnQWbzyJC0Ow6f4xCO4f4gU9pAF4HxHr/PnDCDzXrxdCwRcWfpaT8w5UUXT0+NTURQiE6ihNKSl+UCG1teEWX9bDpIw3dtKa6P/993ykNLVWANGusbG8Hk/HzfMiTbb7dqoN4B1RW4ynDBJN6AaPCI8P8j7o9DHbpfiPYhHJ8OSK12xxGXje8YD7xvtOiJnwds7bIgqm16WjcGgtIpr3E992dpu2T5v4ZDvk5vS46aJQgXKI2tgEpQiTz3fq7uG8e8r24FJFAdJGFgQDtxdtR6aqdACaujZpTtyptae+XCGuMXL/WDUZIAmpPRaaqqryD24M1avjpnqKAt6pU6va1VLKiL6L1MXo6ImXL8fZU6tkD8g8y8r2duUNTROQ8CJqI/xS/KCb4bvx0a3jQuOOwTuiBuvsjbNqpdEXpzaP048WBYMF34x8/QPd5P13C42vJy1JKouAO1D8E0176VYGa7DI99ten/OV0aHDf9Ed2LIg73yy+n0ze3bfrxncR0zBcT7RmW9dupZcUdXajEiB1Unu90junUYrsKYG6z5d6rHGXzfiF+PipG/vyYlA1bFj+Zs2XY5zfPQVaDvcqMVTk2p2tXgqMi8EbJHvW3xlCdPaY3Mh0iye7u8/G2KOTxTNNGqLT9eHH+wo63LWTQ6fsOTbkfqQe3PDOXdHTG21ZoZpdnlEr9sTOeaQUu3/vlJjoRo+W+lYiin1+Bt5RzaEKp3Z09IWK8Z6IsaXlHzToU9rORAx7JkrDUjdCcTwmGovPaii4uLtubnvnT694dy54MrKI1euJNj+sEY3I4Zy7fqLqz0IYmFQfpBa87GzdKfFTANFtfvU1c8GEMStz/U3bRdy+N7nfZ/xa2BpixeHjRqpD9Sp+ZXaD0Edui8pac716wVIYDk57yq1nmvKy7+rrv4F6a2l5YZ4sbSkZGdDQ76jBhTtBlTvIKs/eeEktHW0WcXb+KOt+rjqQmHOunVij7X+uje/m/HT8Y+OeOncTt7j6A6NKGaSTDJXrkxfujTrrbeg5O3ZHWlvU87b5iXhURGjFiYveONjz8VBFFguBzy6LH1Zqxbx10VPmoTZnz10vy5+KWvLpuOJO/QoBCsPIZKRSBJ4yO/TxbTcafmu/DtxMebV7Ci+/Fz1s9o5zMZkTLIpC0U1WOBK44eiLZ6uMuOoyI/Cj4xUP5Jg55uDgv/+88+ty5dbbrTfbdY2EFLGC/fU6Wfr9DvbOi7smNF0qUZsULp7d4y3t97nnh48KSkLLl2KRrm2uPhr7duR2xVddVjdEnnxO3d3TE6e38WrJaT3cqPlxsLUhdaGKsC0ImNFj1xYY2NZ68gU29quZZ0u7ISmuVl8fGuiTv+lsvib8e+5tAPqEbIj12BNWMjwutLMHjHhviLajj1C3RNeemnC962l7twT39ZGRpbu2lW2b19dZubMvcZitsfPupMvTsTvOe++qw6LGOnldXicqa8jCzrQGoPAZzzO2NaRpGOnTBEzCB12HuFqZdI3yie8llhKeB//7EaB5WrAo5eK8zZs83lvq3fO/q//vHixsq33DxLQma1bEftvnjfWk//d0CASK9L3fb0klJILrxcmXklc0Pa9Ar8UP7UuN7M+U7wbaKyqDW17eUR5FfHF+BdXnDK+iKt+FFl9uiye6FJetKg0ivx89JWEhLRPl8QH+V5KjbR2YUqbwz2FlVOrVumVlrsuaix1OIact9+OXzU97OBwkXtqx6Yq3ve1HnYH6XLj3oGuMm8zunOnpampprr6eGnpzpqakMbG0ux0/9ZasUM6/cnWbDrOQV3oCOm9aHsErs1ae/HPi3i2yxvLTbp+djMNDbnpx5fFfjU57ZvFecffj/l4ol50zvZXHmGIp6PD7qnn9tWFjRwJ6RA/Y0bpnj2Js2er8Rq5d9S4cVHPP3/qjTfK9uypy8hABn77r79QIDQfO7AriELm1dTUqykp1SEhue+/n7FyJc7YVFlZc/IkZsq//RZnv56fX7BlC6KJtiOpNWp+/VVIosJPPsl4/fWosWMTfH2P+E0OWqzbo/SdmNjWuvLD2HtUSshw3fE5k3+Z6CkW05cuxem0G6z1183arpv5tW71Ot0vI+6+LgDqMzNxeWe3bbvTcjcB4F6VBQfHTp2aNHfun7W14u5VHTsW7nH3pd5TK1fmBQZWHjmCO3Bu//7ygwfPfPZZxGhjHw0UjO/xb26ufplOf9w4NM/ziF8hxuluOmQToWtg0sldTSgitUErCF0So9Rm6ZVP+zVVVUFXRU+ceOaTT4Te6gb++e8/epQOlOGSTX4Sn7Uq+aNkb9neE9UnkD9afLvwSmIijKpLt9rQXpscqfcernfTqVIs3N09299f+4wBtbYZU+5774lOpoa2Mg0me3ING4gBRf8obtWFanVaRMTI2Nipp06tqqj4MTv7Hds9UuE4HATlOTEwKY4WO08zpgDy5Y914cEeub+825VLJcQFOHz+8MKUhS8mvPhh/ofO8HaqAM991K93+10ZJ7XP/b3NhcYee7t1+nvlRTtT2/vIEZ6eUePHQ77EvfBC4syZxvmxY5Nmz06ZNy96wgTMp/j5Zb755tnPPqtLS2ssL2+qqEDBEnkUcjnMV/zwQ/7GjcgksWPYsM58/iBm8uT46dPTlixRczwBtBpkyun163FVto+w28colT57xcJPap6MCWoJhz2zdWt42+jTlceOQfMVfvqpWIR0wzzOiy1xQ8TKa+npxnaJP/6AVFJXGi/b2/tK23BI9hsLZaYqWtxGY2/adbrwn0YYPTtcd9JN9/EC3fOHdeN+M6ouCixXQyuwqk+cECt/z8/Ho44HSaxHAlUifqvY6tkL7igoQxhruJTMBc8tinrIGrQVTqq00n5jp/jrr/HUiQ0gLmOUPubaZwYr8RPKK/gpfOTIuKlTrfX0ssZ/bt4U3/aBekOmkPfBB+pPf//dkJ3tb62bKkq3cJD5AbWDZsX5+CCXNA5J+I0uVB0LYFxrBtTxu0iIS3H+8OH0pUshIxrybH2noTtBucj48B6693n/xlhBnvf++2khxt6T8fHT8/ODxFjkTdXVanOVOkWPHw/Z1AnR0yNT5LhxCb6+sCJ81ChtnZC1KWzEiKhx49Jff/16fn59Xl7uu+9C5EEUpi5YkDBzJsRQ7JQpamG4NvzuZ20gjBC5UNhWc/XLiYmtxxw2LPre7B0C1PjX0vWo4a94+3Zj+nnjDXvMxCXdrKysz8xU3rKdDkcj8y/ZsSN28uSYSZMKNm9G7Gi8WF5U9CUFlqshBBZUAiK9mvhULkVHQwQgNSBNCP0hXmrrReAxsJjoc997T6+07tWEhOABEBkTnnZ1AyR9/Gos+rSV/LQKLHTEiKtJSTg+HlqxxqRuWUVUoVf/8gvupLZyXlsrJiaTHcWgXKbTBp3eQxc+YgSUIspe9dnZ8I5Bqd9G1mPR0jz9+qTI2fognToENPIp5ERaRYgLw2J9VpZaFQfXQ2HDxr8buru3b68Atx137HJ0NP6KBwfPSG10dF1m5o2iopvl5eqdNA79gXiQnW1nZ1jSDWjrOUQfGninUfGaxafY2H60cSMyk9Jdu7re59IiKDUZr8dXF3lwjNqBvVEz9PyVK4mik5b6aVQkwj8vXkTCy9+wIeGll5LnzSs/aBzH/I/iYhiFx7nm11/z1q9PmT/fWBOj5GPaL4k5aoIWgUiK8PKC1slcter0xo1iZBnc5ORXXoGkiJk6FXmpcaat35I9U/L8+TETJxZ+9lltVFTWW2/h5tv5fpV5Xw5zkOOZ6Coh+CxY5+mZsWKFyPy1TYoGpeUBSgsldlyeMSi4ucHe9GXLUl999czWrVlr12qPo+bPJgfRQoHlatjvUcSJLjaE9QjIcfRtNVjaKWz4cDV7be1jrtNBbAnhZT6JcT6xsbbSOGrs2MzVq9XF2KlTz2zeXHn0KB6hwo8/zg8KwvMmykNigioq27ev+Kuv0l97TTTSq1PSXNPBve7caWlsrKysPJqV9VZCgm9MjPep+FXmF4ZMwRgtFANxTBTp9BpjGzR1XU1VVUlz5qg/pS1ZUnXsmKiKy/vgA3U9tKY263FIjRdyIhQoMf2j9AKB/tDmgCJONNXUXMvIgF4RlY5CBVYqL64iFxPBD9kilF/Znj0Qf7jJBR99dHr9ekwoSmYsW4ZsLuvtt7GYvXZt0qxZKfPmQcUi2IjWjcZ7T9o5EMwSZs0yaRlBAENssydmIJuOGDUKdiFVICFhL7gAPsKdyVqzJvHll2MmT47z8clYvrwgKKjwk0+QIFH2xZ0RMloYIu6eUHi1kZGqwrMH3I0Obd+LEO3s4oZgHreoPiMDwgh+x73CDB5e3D3YjgQGKaA6BYWo8FGj1KcGcV30gkBiu5KQkBcYmDBzpvZpRTGs4scftRraUVSfOIFUXV+cZf4VAVBWtlcIr7KOvPtmgqg4v/Dbb/V5eVdTU89///3FsDBIscqffsJjhfRWl5GB+YLNm42pEYVML6/wkSOFvIhQ6pkgnjLffPPMli14BjvxQGEXXED5oUPajPSuLzw8Mt96q+iLL9TGuPsHbkXOu++qpz7z8cfVbf2P1bI0zBR6WoS/jj44alukdrJhGgWWK2DSB6unL6ebQGhB9lG6Zw/KUndLJ6NGYf35w4fFIgqReJAgjEweCagftfCEiKgt/mK+tW6/CxNKmXb2PL2akqKtZrOoAqGZKg4fznv//XP795vkCGpv+rsh380tbvp0rQo0nyp//FEELfU4yGsQCbLffrvkm2/q0tNxVac3bDC+t7xkCQ6IWGUssM6YYaz8HzkSk8XDouCL84a1Zd9aFXL39vr4dPHemk/G4vXQobjOxFmz4Gtteyvmq376qfLIEcg4IT21IA1oXd/NEwoJaqnAZMIdjvDygtSOf/FFaHeUlaEYjO0pXl6Qy5jBNoiXUZoWJWyTunAhIiVKBeKeR3p6wrroSZMgJsQumMFeOe+8kxsQkLZ4sWjEwTaQswjM9dnZTdXVolevxVofRwH1H+PtjWSPJF0bEVFz4gQuKXnu3Ky1a2tOnoQogQCyv2JGbYrCAZOsyGJjVcTcuVEaEWZtgqyHGsDjdi09HVIYf43lq337oMCgV0p27RItAOZGIXXhJ5H2ULpA1oQHCjrbRgg3r8Hq1Ri7xqekQKVdDA9HQRI3wbG97+1BNC/U/PorfIE0jAmJGY5oqqgwNtuVdeDLlRbBAZGZIBMTDxT+NpaW2thennAsjZ3SeFSLCJPauhk8ZtrSGJ58ZHkN+fmig6fJ7njw0l9/XTwzokc8lE2YFRmhV4rIxthmVouGSC8aYTvU6IDT3SgqKtq2DcEvXCOMUhcssLMfGB5yC0FlxAjInbtVfUOHxk+frhWjRkNGjAjz8ECIsqaZHD5pX4y6fxMCatT48SYqE5oD8gul+bPbtkFKIpwLLXLXfePGRd8bg+HQmMmTjarR3V0kD3EcKBXz9ggXmNRkkPbaa1A/p1asgGJDqf3s558XfPQRFEZ1SEh9Xp5J8kYoxfMFtQoVUvXzzxAlJTt3luzejRn8hLQtUt3F336r+eUX9TY6fMp66y1IH9GYpRf6deRIaxIWU9wLL2hf+7d/QgEGkvTsZ59dOHny/KFDp9evRyJRT4S0F6GpyxFtfMTFQMJGPi9eP7KBPOFYGjul8agW8bqyxZKl/WB3bY8N6LDzhw8nz58P3ZaxfLmx08CyZSh846ESJTPMFH7yScq8eRBGZ7ZuRYDpeovV3w0N9dnZ5YcOQah1qPoaT3uOv3+spj4mdeFCgyI06zMzryQkiNKbtR5stqdQSysjR48WX1c0NjS4uxsruu4N1dAlEWPHhiqBB+cVdfLiruI6japO2R1REDcZAjd9yZLURYsQ8wq2bCn64ouCzZvPbN5c9OWXWatXI8yXHzhwLjg46ZVXWitjFF3Yiehowbphw64mJ6t3En7E2Yu/+caeRg1IDSQDuMzYKysr6/SGDcbOuaNHQ3/jskXNGeyF2sjftClt8WIh+7QNWEZDIHOVuxQ9aZLxTS7rmsDC5OYmbmN3TvAplCgESsykSWH3+t3GZLtW1douELKRimYKUwoMWBTHgde0r6rkrFsnnj61eVqowNrwcG0lJZQx0ljpvn14KERnxD+Ki/PWrzfWC96fMoaNDjrE5ZEnHEtjpzQeJRaBPkBEV+OHCb/n5+cGBEDfmPQY0yuj1OS8807i7NnG4XbGjUuaNw+qsXj79qspKYhV9Xl5NSEhlxMTb1rpOKwGNpO+LEK23r/GAjGYhbEn0/nz5w4cML56qalZNHb8mjo1afZsaxVO+LXbhikxwUTQa9eLO3k1NbVsz56y3buvpaU1VVY2lpc3Ko1WTVVVxvFK9uy5FBcnvIyDwOO5770HeQqpDakheuLXZWYiPTTk5OBE/yjvPRR/9VX+xo2QsGe3bYP4w5a10dHZb78d5+PTWntqt2DqylS6d2/FDz9A6yApJs6Zk7VmTcmOHcZeazNnwiOnVq6EbLWngKH2BbTRpolbgZQMBQZ7bb/hgbt6ZsuW9Ndei33hhajnn48cMyZK0ZHGns6vvZYyf37SnDk22i611Z/REycm4wlq6/FD5ESecOzKdsrZB4t0HTEQjugw0cX6P6cCEkT0hlbDm3GAwb17UxYsQLDMfPNNSElEXKiNrnfLcBmUD6PnIiUYv6C1cSPEQeHHH0P04HZl+/unL10KhZH48svm0tyoUydPjp0yJd7HJ3r8+JgJE5LnzoWohUYRtU2YaW0ZHDoUh+rVKQ1Jq/LIkYKgINyK+Bkz0pYsyXzjjdJduyCIhSJEgUT0vu/pKyU9jzzhuDfZ2RXBJI9HCSE9wu/5+RfDwq4kJV1NSjJ/dcAiYqABylkiFfKE495kZ1e8Io9HCSGEEKdFnnDcm+ykwCKEEEJ6NfKE495kJ7wyYMCAPn36DBo0KCgoqKP73qerIoQQQoidyBOOe6WdZWVl3t7e/v7+JusfsEmPXCohhBBCVOQJx05tpw1t1NjY2L9//w4dynHXRQghhJDOIE847q12UmARQgghvQ55wnFvstPPz6+8vBwztbW1Pj4+y5Yts39feTxKCCGEOC3yhOPeZGdISMjgwYPhm8cff9zf37+5udn29uyDRQghhDgV8oRjaeyUxqOEEEKI0yJPOJbGTmk8SgghhDgt8oRjaeyUxqOEEEKI0yJPOJbGTmk8SgghhDgt8oRjV7aTndwJIYQQp0KecCyNndJ4lBBCCHFa5AnH0tgpjUcJIYQQp0WecCyNndJ4lBBCCHFa5AnHrmwn+2ARQgghToU84VgaO6XxKCGEEOK0yBOOpbFTGo8SQgghTos84VgaO6XxKCGEEOK0yBOOXdlO9sEihBBCnAp5wrGT2mlNFQUGBvZXCAgI6OgBHXd1hBBCCOkM8oRjp7bTxA3BwcEeHh4NCp6enljs9KEIIYQQ0v3IE46d2k4TN0BdJSYminnMuLu7d/pQhBBCCOl+5AnHTm2niRv69et3584dMY8ZLHb6UIQQQgjpfuQJx05tp4kbTBb79Oljvr0N7vvlEkIIIcQm8oRjp7DTmgZiDRYhhBDiSsgTjp3aTtt9sLDY6UMRQgghpPuRJxw7tZ0W3yKsq6vjW4SEEEJIb0SecOykdlrrPhUQEGD/OFjsg0UIIYQ4FfKEY2nslMajhBBCiNMiTziWxk5pPEoIIYQ4LfKEY2nslMajhBBCiNMiTzh2ZTvZB4sQQghxKuQJx9LYKY1HCSGEEKdFnnAsjZ3SeJQQQghxWuQJx9LYKY1HCSGEEKdFnnAsjZ3SeJQQQghxWuQJx65sJzu5E0IIIU6FPOFYGjul8SghhBDitMgTjqWxUxqPEkIIIU6LPOFYGjul8SghhBDitMgTjp3UTosdpzrap4p9sAghhBCnQp5w7NR2mgssRx2KEEIIId2PPOHYqe2kwCKEEEJcCXnCsVPbaS6wBgwY0KdPn0GDBgUFBXXlUIQQQgjpfuQJx05tpzU3lJWVeXt7+/v7m29vg/t/vYQQQgixhTzh2CnstKaBbLihsbGxf//+HTpFJy+OEEIIIQ5CnnDs1HZSYBFCCCGuhDzh2KntNHGDn59feXk5Zmpra318fJYtW9bpQxFCCCGk+5EnHDupnRa7T4WEhAwePBiLjz/+uL+/f3Nzc4cOeH+ulBBCCCH2Ik84dmU72cmdEEIIcSrkCcfS2CmNRwkhhBCnRZ5wLI2d0niUEEIIcVrkCcfS2CmNRwkhhBCnRZ5w7Mp2sg8WIYQQ4lTIE46lsVMajxJCCCFOizzhWBo7pfEoIYQQ4rTIE46lsVMajxJCCCFOizzh2JXtZB8sQgghxKmQJxxLY6c0HiWEEEKcFnnCsTR2SuNRQgghxGmRJxxLY6c0HiWEEEKcFnnCsTR2SuNRQgghxGmRJxw7o53x8fFeXl59+/Z96KGHFi5cWFdXp/4UGBjYXyEgIKDd47CTOyGEEOJUyBOOndHOSZMmxcTE3Llzp7m5efXq1RBbYn1wcLCHh0eDgqenJxbtP6Y8HiWEEEKcFnnCsbPbCZnVp08fMQ91lZiYKOYx4+7ubv9x5PEoIYQQ4rTIE46d3c6IiAi1Bqtfv37QW2IeM1i0/zjyeJQQQghxWuQJx05tZ2Fh4bPPPltdXS0WTbyi1mypPGCTbrpoQgghhFhBnnDsFHZa1EDJyclPP/10QUGBuoY1WIQQQkivRp5w7KR2hoSEDBw48PTp09qVJn2wsGj/AeXxKCGEEOK0yBOOndHOHTt2PPHEEyUlJSbrxVuEdXV1fIuQEEII6Y3IE46d0U4b3acCAgLsHwfL5JiOvkxCCCGEdAx5wrE0dhJCCCHECehpRdBNyGKnQSbVLJDNXoN8Jstmr0E+k2Wz1yCfybLZa5DJZFnsNMjkVIFs9hrkM1k2ew3ymSybvQb5TJbNXoNMJstip0Empwpks9cgn8my2WuQz2TZ7DXIZ7Js9hpkMlkWOw0yOVUgm70G+UyWzV6DfCbLZq9BPpNls9cgk8my2GmQyanSQhe7PHSxy0MXuzzyuFgWOw0yOVVa6GKXhy52eehil0ceF8tip0Emp0oLXezy0MUuD13s8sjjYlnsNMjkVGmhi10eutjloYtdHnlcLIudBpmcKi10sctDF7s8dLHLI4+LZbGTEEIIIaTboMAihBBCCHEwFFiEEEIIIQ6GAosQQgghxMFQYBFCCCGEOBgKLEIIIYQQB0OBRQghhBDiYHqxwAoMDOyvEBAQYM96R+1Lug2L7oiPj/fy8urbt+9DDz20cOHCuro6+/e1sZ70CDbccf369SeffNLGkDl0ca/AmjsKCwvHjh3br1+/J5544uDBgx3aly52Kiy6o7q6etKkSf0UMFNRUWH/vjbW9y56q8AKDg728PBoUPD09MSi7fWO2pd0G9bcgWc1Jibmzp07zc3Nq1evhtiyf1+62Kmw7Y41a9Zs3brVmsCii3sF1txRUlLy1FNPRURE4EFGGWnlypX270sXOxXW3DF48ODNmzffVggKChoyZIj9+7qMi3urwMLdT0xMFPOYcXd3t73eoBk9thP7ku7HHncgd+7Tp4+6SBf3Lmy4o6ysDAEYWbOJwKKLexfW3OHn52et1oou7l1Yc8eDDz6o3axv377qvDwu7q0Cq1+/fgiuYh4zWLS93qBxaif2Jd2PPe5ACVhbg0UX9y5suGPKlCnHjh0zmH1Vgy7uXVhzx4ABA3bt2vXYY48h7vr6+l6/fl3dhS7uXVhzx4wZM4KCgu4obNq0CYvqLvK4uLcKLJNsV63GsLbeUfuSbqNddxQWFj777LPV1dX270sXOxXW3JGcnDx8+HCL27S7L13sVNhw06JFi1paWpqbm5csWTJ79uwO7WtxPekRrLmjtrZW9KEEmLl69ar9+7qMi3urwOqK8nV51ewa2HYHYvDTTz9dUFDQoX3pYqfCmjsGDx6ck5Mj5q0JLLq4V2DDTZBWYh4yS9t+ZM++dLHzYM0dY8eODQoKUvtgWews6/Iu7q0Cy6SNFou21ztqX9Jt2HBHSEjIwIEDT58+3dF96WKnwpo7HjDD/n3pYqfCmjs8PT21AstiBKWLewXW3GFS7WSxFsrlXdxbBZZ4y6Curs7i2wfm6w2aonAn9iXdjzV37Nix44knnigpKTHfhS7uXdjjDmt9sOjiXoE1dxw8eHDJkiXNCosWLZo3b566C13cu7DmjiFDhmzatEntg6V9i1AeF/dWgQUCAgIsjpNhbb02p+7ovqRHsOgOG9UbdHGvo113WBNYNvali50Ka+4ICgp6+OGH+/btO2vWLIud3G3sSxc7FRbdUV5eLgYsBJjBovqTPC7uxQKLEEIIIcQ5ocAihBBCCHEwFFiEEEIIIQ6GAosQQgghxMH0VoFl44u/Hf14pD3fHDVo+labrLfzm5QWN2v3XXRCCCGE9EZ6a1C39sXfjn480p5vjmoxkUF2fpPS2mYUVYQQQohL4goBXvvF345+PNLGN0ctYiKJ7PwmpbXNKLAIIYQQl8QVArz2i78dHXrfxjdHLWIiiewc0d/aZjgaLgDqcNCgQUFBQXZbTAghhBCnptcLLJMv/nb045H2fHNUi41hDw3Wv0nZ7mZlZWXe3t7+/v62z04IIYSQXkHvFljmX/ztaA2WtW+OWut4bmcNlsnu9lR0NTY29u/fvyPWE0IIIcRJ6cUCy+IXfzv68Uh7vjmqxXYfLGvfpLRnMwosQgghxGXorQLL2hd/O/rxSBvfHLWIxbcI2/0mpbXN/Pz8xBeaamtrfXx8li1b1sHbQAghhBBnpLcKLBtf/O3oxyOtfXPU9hnbPawJFjcLCQkZPHgwjvb444/7+/urdWmEEEII6dX0VoFFCCGEEOK0UGARQgghhDgYCixCCCGEEAdDgUUIIYQQ4mAosAghhBBCHAwFFiGEEEKIg6HAIoQQQghxMBRYhBBCCCEOhgKLEEIIIcTBUGARQgghhDgYCixCCCGEEAdDgUUIIYQQ4mAosAghhBBCHAwFFiGEEEKIg6HAIoQQQghxMBRYhBBCCCEOhgKLEEIIIcTBUGARQgghhDgYCixCCCGEEAdDgUUIIYQQ4mAosAghhBBCHAwFFiGEEEKIg6HAIoQQQghxMBRYhBBCCCEOhgKLEEIIIcTBUGARQgghhDiY/w9h5n0lDnD/uAAAAABJRU5ErkJggg==)
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