Formats: - HTML - YAML - JSON - 2026-10-15T23:11:08.667497
Query: /api/g2c_plots/?_offset=0
Show schema

{'id': 3086, 'label': '10048.a.10048.1', 'plot': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAoAAAAHgCAYAAAA10dzkAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi4zLCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvIxREBQAAIABJREFUeJzt3Xd4VHX6/vF7QgkthC7FgKC00CEBpCsKKAKCICACouviCirrb1X8qou4Kuqq664bddWVImBbigIKKNJr6ChVQUBcqpKEFkgyvz%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%2BlSAIQoAiAAhJiUlBRFR0crJSXF6VIAhCgCIAAAgMsQAAEAAFyGAAgAAOAyBEAAAACXIQACAAC4DAEQAADAZQiAABAiEhISFBsbq/j4eKdLARDiPF5OEgWAkJKcnKzo6GglJSWpZMmSTpcDIAQxAggAAOAyBEAAAACXIQACAAC4DAEQAADAZQiAAAAALkMABAAAcBkCIAAAgMsQAAEAAFyGAAgAAOAyBEAACBG0ggOQV2gFBwAhhlZwAPzFCCAAAIDLEAABAABchgAIAADgMgRAAAAAlyEAAgAAuAwBEAAAwGUIgAAAAC5DAAQAAHAZAiAAAIDLEAABIETQCg5AXqEVHACEGFrBAfAXI4AAAAAuQwAEAABwGQIgAACAyxAAAQAAXIYAGABer7R/v9NVAAgGaWlpevrpp1W9enUVLVpUNWrU0HPPPaeMjAynSwPgIgWdLiDcpaRIv/%2B9tHixtH69VK6c0xUBcNLLL7%2Bsd955R%2BPHj1e9evW0evVqDRkyRNHR0XrkkUecLg%2BASxAA85nHI61bJ%2B3bJw0eLM2YIUUw7gq41vLly9WjRw917dpVknTNNdfoo48%2B0urVqx2uDICbEEXyWYkS0qefSkWKSF9%2BKb36qtMVAXBSmzZtNG/ePG3fvl2StGHDBi1ZskS33nqrw5UBcBNGAAOgYUPpH/%2BwqeD/%2Bz%2BpdWu7ALjPE088oaSkJNWpU0cFChRQenq6XnjhBfXv3/%2Bir0lNTVVqaurZz5OTkwNRKoAwxghggPzud9Jdd0np6VLfvtKhQ05XBMAJn3zyiSZOnKjJkydr7dq1Gj9%2BvF599VWNHz/%2Boq8ZM2aMoqOjz14xMTEBrBhAOKIVXAAdOybFxUnbtkmdOklffcV6QMBtYmJiNHLkSA0bNuzsveeff14TJ07U1q1bs31NdiOAMTExtIIDkGvEjwAqUUL67DOpaFFp7lzp%2BeedrghAoJ04cUIR5/3kV6BAgUseAxMZGamSJUtmuQDAHwTAAGvQQHr7bfv42Welr792tBwAAdatWze98MILmjVrln766SdNmzZNr7/%2Bunr27Ol0aQBchClgh9x/v/T%2B%2B1LZsnZMDEt6AHdISUnRM888o2nTpungwYOqXLmy%2Bvfvrz//%2Bc8qXLhwjt4jOTlZ0dHRTAEDyDUCoENOnbKdwGvXSs2bS4sWSZGRTlcFIBQQAAH4iylghxQpIv3nP1Lp0tKqVdIf/%2Bh0RQAAwC0IgA6qXl2aNMm6hbz9tnSJUyAAAADyDAHQYbfcIo0aZR8/8IBNCQMAAOQnAmAQeOYZqWtXWxfYq5d0%2BLDTFQEAgHBGAAwCERHSxInSdddJu3dL/fpJaWlOVwUAAMIVATBIlColTZsmFS8uzZsnPfGE0xUBCDYJCQmKjY1VfHy806UACHEcAxNkpkyReve2jydOlAYMcLYeAMGHY2AA%2BIsRwCBzxx3SU0/Zx7/7nbR6tbP1AACA8EMADELPPefbFHL77dL%2B/U5XBAAAwgkBMAhFRNj5gHXqSPv2ST17WhgEAADICwTAIBUdLX3xhW0OWbHCzghktSYAAMgLBMAgVrOm9NlnUoEC1iXk1VedrggAAIQDAmCQu%2Bkm6Y037OMnnpBmzHC2HgAAEPoIgCFg2DBp6FCbAu7fX9q40emKAABAKCMAhgCPR3rzTenGG6Xjx6XbbmNnMAAAyD0CYIgoVEj6z3%2BkWrWkvXul7t2lEyecrgoAAIQiAmAIKV1amjVLKltWSkyUBg2SMjKcrgpAoNAKDkBeoRVcCFq82DaHnD4tPfaY9MorTlcEIJBoBQfAX4wAhqC2baV//9s%2B/utfpXfecbYeAAAQWgiAIeruu6XRo%2B3jYcOkL790th4AABA6CIAh7JlnpHvusXWAd94prVnjdEUAACAUEABDmMcjvfuurQc8flzq2lXatcvpqgAAQLAjAIa4QoWkKVOkhg2lAwekLl2kw4edrgoAAAQzAmAYKFnS1gDGxEjbt3NGIAAAuDQCYJioUkWaM8fOCly%2BXOrXT0pLc7oqAAAQjAiAYaRuXWnGDKlIEfs1s38wAADAuQiAYaZ1a%2Bnjj6WICOmDD6T/%2Bz%2BnKwIAAMGGABiGevSw3cGS9NJL0uuvO1sPgLxBKzgAeYVWcGFszBjfCOC4cdLgwY6WAyCP0AoOgL8YAQxjI0dKjz5qH997rzR9urP1AACA4EAADGMej/Tqq9KQIdYtpG9f6ZtvnK4KAAA4jQAY5jK7hfTqJZ0%2BLd1%2Bux0TAwAA3IsA6AIFC0qTJ0s332wt4265RVq3zumqAACAUwiALhEZKU2bZsfEJCVJnTpJmzc7XRUAAHACAdBFiheXZs2S4uKsX3DHjtKOHU5XBbjPvn37dPfdd6ts2bIqVqyYGjdurDVr1jhdFgAXIQC6THS0NHu21KCBtH%2B/dOON0q5dTlcFuMdvv/2m1q1bq1ChQvrqq6%2B0efNmvfbaaypVqpTTpQFwEc4BdKmDB6X27aWtW6Vq1aSFC%2B1XAPlr5MiRWrp0qRYvXpzr9%2BAcQAD%2BYgTQpSpUkL79VqpZU9q920YC9%2B51uiog/H3xxReKi4tTnz59VKFCBTVp0kTvvffeJV%2BTmpqq5OTkLBcA%2BIMA6GKVKlkIvPZaaedO6YYbpJ9/droqILzt3LlTb7/9tmrWrKk5c%2BbogQce0MMPP6wJEyZc9DVjxoxRdHT02SsmJiaAFQMIR0wBQ3v2SB062FrAa6%2BVFiyQrr7a6aqA8FS4cGHFxcVp2bJlZ%2B89/PDDSkxM1PKLHNKZmpqq1NTUs58nJycrJiaGKWAAucYIIFS1qjR/vlS9uvTjjxYGmQ4G8kelSpUUGxub5V7dunW1Z8%2Bei74mMjJSJUuWzHIBgD8IgJBkG0AWLJBq1LAQ2L69rQ0EkLdat26tbdu2Zbm3fft2VWMXFoAAIgDirKpVLQRee61NB7drZ2EQQN754x//qBUrVujFF1/UDz/8oMmTJ%2Bvdd9/VsGHDnC4NgIuwBhAX2LfPdgVv3y5VrmwbRWrXdroqIHzMnDlTTz75pHbs2KHq1avr0Ucf1f3335/j13MMDAB/EQCRrf37pZtukr7/3o6M%2BeYbOzwagPMIgAD8xRQwslWxom0MadzYDo3u0EFavdrpqgAAQF4gAOKiype36d8WLaRff7Vp4UWLnK4KAAD4iwCISypdWvr6azskOiVF6txZ%2BvJLp6sCAAD%2BIADisqKipFmzpNtuk06dknr0kD76yOmqAABAbhEAkSNFi0pTp0p33SWlpUkDBkgJCU5XBbhLQkKCYmNjFR8f73QpAEIcu4BxRTIypIcf9oW/UaPs8nicrQtwE3YBA/AXI4C4IhER0ptvSs8%2Ba5%2BPHi394Q9SerqjZQEAgCtAAMQV83hs1O%2Btt%2Bzjf/1L6t1bOnnS6coAAEBOEACRa3/4g/TZZ1JkpDR9uh0cfeSI01UBAIDLIQDCL3fcIc2dK5UqJS1bJrVubX2EAQBA8CIAwm/t2klLlkgxMdK2bdL110uJiU5XBQAALoYAiDxRr560YoXUqJF04IDUvr30%2BedOVwUAALJDAESeqVxZWrxY6tLFNoT07Cn97W8SBw0BABBcCIDIU1FR0owZ0tChFvwefVR68EHpzBmnKwMAAJkIgMhzBQtKb78tvfaaHRPzzjvSrbdKv/3mdGUAAEAiACKfeDw2%2Bjd9ulS8uPTNN1LLltL27U5XBoQuWsEByCu0gkO%2BW79e6t5d2rvXjov59FPp5pudrgoIXbSCA%2BAvRgCR7xo3tmNhrr9eOnrUNomwOQQAAOcQABEQV10lzZ8v3XOPlJFh08P33EP7OAAAnEAARMBERkoffCC98YZUoIA0YYIdIr1nj9OVAQDgLgRABJTHIz3yiDRnjlS2rLR6tdSsmfTtt05XBgCAexAA4YiOHS38NWkiHT5sm0L%2B%2BlfWBQIAEAgEQDjmmmukpUulQYNsXeDjj0t33CElJTldGQAA4Y0ACEcVLSqNG2cHRxcuLE2bJsXFSRs2OF0ZAADhiwAIx3k80gMPWB/hqlWlH36wQ6Pff58pYQAA8gMBEEGjeXNp7VprG3fqlHT//dLAgVJKitOVAQAQXgiACCply0ozZkgvvWRHxUyaZFPC69Y5XRngPFrBAcgrtIJD0FqyROrfX/r5Z1sf%2BNe/Sg89ZFPGgJvRCg6AvxgBRNBq08bXR/j0aTs/sHt36eBBpysDACC0EQAR1MqWlaZPl9580zqJzJwpNWxoB0kDAIDcIQAi6Hk80vDh0qpVUmysdOCA1KWL9PDD9BIGACA3CIAIGQ0bWveQ4cPt8zfftDZya9c6WxcAAKGGAIiQUrSoBb8vv5QqVpS2bJFatJD%2B8hcpLc3p6gAACA0EQISkW26RNm2y1nFpadKf/yy1amWBEAglY8aMkcfj0YgRI5wuBYCLEAARssqVkz77TJo4USpVSkpMlJo0kV55hdFAhIbExES9%2B%2B67atiwodOlAHAZAiBCmscjDRggffeddRBJTZWeeMJGA7//3unqgIs7duyYBgwYoPfee0%2BlS5d2uhwALkMARFioUsWOiPngAyk62jca%2BNxzdoYgEGyGDRumrl276qabbrrsc1NTU5WcnJzlAgB/EAARNjweacgQG/nr1k06c0YaNcp2Cq9c6XR1gM/HH3%2BstWvXasyYMTl6/pgxYxQdHX32iomJyecKAYQ7AiDCTpUq0uefS5Mn2zrB776Trr/e2sgxcAKn7d27V4888ogmTpyoIkWK5Og1Tz75pJKSks5ee/fuzecqAYQ7egEjrB0%2BLP2//ydNmGCfV64s/eMfUq9e9BSGM6ZPn66ePXuqQIECZ%2B%2Blp6fL4/EoIiJCqampWR7LDr2AAfiLAAhX%2BOYb6YEHpB9/tM9vvdXOE6xRw9m64D4pKSnavXt3lntDhgxRnTp19MQTT6h%2B/fqXfQ8CIAB/MQUMV7jpJjs38OmnpUKF7CDpevVsk8ipU05XBzeJiopS/fr1s1zFixdX2bJlcxT%2BACAvEADhGkWLWseQTZukjh0t%2BI0aZUFwxgyJsXAAgFswBQxX8nqlTz%2BVHn1U%2BuUXu9eli/TGG1Lt2s7WBlwOU8AA/MUIIFzJ45H69pW2bZMef9ymhWfPlurXt1B49KjTFQIAkH8IgHC1EiWkl1%2B2swO7drUWcn/7m3TddVJCgp0lCABAuCEAApJq1rROIrNnS3XrSkeOSMOHSw0bsj4QABB%2BCIDAOTp3ljZutNG/cuWkrVul7t2lG26QVq1yujoAAPIGARA4T8GC0oMPSj/8ID3xhFSkiLRwodSihdSnj60bBJyQkJCg2NhYxcfHO10KgBDHLmDgMvbulf78Z2n8eJsKLlDAeg7/%2Bc8SLVnhBHYBA/AXI4DAZcTESGPH2tRwt25Serr0/vu2UeSRR6T9%2B52uEACAK0MABHKofn3piy%2BkpUul9u2l06etr3CNGtJjj0kHDzpdIQAAOUMABK5Qq1bS/PnS11/busCTJ6VXX5WqV7cgeOCA0xUCAHBpBEAgFzwe6y%2B8fLk0a5YUFyedOOELgiNGSPv2OV0lAADZIwACfvB4pFtvtSNiZs6Umje3EcG//92mhn//e9tNDABAMCEAAnnA47FOIitWSHPmSO3a2RrB996z3sJ9%2B0pr1zpdJQAAhgAI5CGPR%2BrUyc4NXLzYRgczMqRPP5WaNbNp49mz6SwCAHAWARDIJ23a2PrADRukAQPs/MB586RbbpEaNJD%2B/W/p1CmnqwQAuBEHQQMBsnu39MYbdobgsWN2r3x5aehQ6Q9/kCpXdrY%2BhA4OggbgLwIgEGBHj1oIfPNNac8eu1ewoNS7tzR8uB0z4/E4WyOCU0JCghISEpSenq7t27cTAAHkGgEQcEhamjR9uu0YXrLEd79RIxsRHDBAKlHCufoQvBgBBOAvAiAQBNatk/75T2nyZN%2B6wKgo6e67bYq4USNn60NwIQAC8BcBEAgiv/4qjRsnvfOOtGOH737z5tJ990n9%2Bkn8ew8CIAB/EQCBIJSRYe3m/vUvmyY%2Bc8buFysm9ekj3Xuv1LYtawXdigAIwF8EQCDIHTwoTZhgx8Zs3eq7X6OGNGiQNHCgfQz3IAAC8BcBEAgRXq/1Hh47VvrkEyklxfdY69a2XrBPH6lsWedqRGAQAAH4iwAIhKATJ6SpU21kcN48mzKWpEKFpM6dpf79pe7d2UUcrgiAAPxFAARC3C%2B/SB99JE2cKK1f77tftKh0223SnXdaS7pixZyrEXmLAAjAXwRAIIxs3mxh8OOPpR9%2B8N0vVkzq2lW64w77lZHB0EYABOAvAiAQhrxeae1aWyv42WfSTz/5HouMlDp1km6/3aaJy5VzrEzkEgEQgL8IgECY83qlNWuk//xHmjIl68hgRIS1nuvRw8JgrVrO1YnLoxUcgLxCAARcxOuVvvtOmjbNrnPXDEpSzZq2brBrVztnsHBhZ%2BrEpTECCMBfBEDAxXbvlmbMkL74QlqwwHfgtGTrBDt2lG65RerSRapWzbEycR4CIAB/EQABSJKSk6W5c6Uvv7TrwIGsj9eubWsHO3WS2re3XsVwBgEQgL8IgAAukJEhrVsnffWVNHu2tGKFlJ7ue7xgQalFC%2Bmmm2yUsEULposDiQAIwF8EQACXdfSo9O23NkL49dfSzp1ZHy9WzLqR3HCD1KGDFBdnh1IjfxAAAfiLAAjgiu3caR1I5s2zYHjoUNbHixWz3cXt29tmkubN7WBq5A0CIAB/EQAB%2BMXrlb7/Xpo/3zaSLFwoHTmS9TmFCtmoYJs2NlLYqpVUvrwj5TpuzJgxmjp1qrZu3aqiRYuqVatWevnll1W7du0cvwcBEIC/CIAA8lRGhnUkWbhQWrRIWrxY%2Bu9/L3xezZrS9df7rvr1pQIFAl9voHXp0kX9%2BvVTfHy80tLS9NRTT2nTpk3avHmzihcvnqP3IAAC8BcBEEC%2B8nptynjJEmnpUrs2b77wecWLS/HxtqGkRQubNq5SJfD1BtqhQ4dUoUIFLVy4UO3atcvRawiAAPxFAAQQcL/%2BKq1cKS1bJi1fLq1aJaWkXPi8ypUtFMbH2xRyXJxUtmzg681PP/zwg2rWrKlNmzapfv362T4nNTVVqampZz9PTk5WTEwMARBArhEAATguPV3assVCYeb13Xc2nXy%2Ba66xINismdS0qV2h2s/Y6/WqR48e%2Bu2337R48eKLPu/ZZ5/V6NGjL7hPAASQWwRAAEHp%2BHE7izAx0Xed28f4XFWrWhBs0sSuxo2lq6%2BWPJ7A1nylhg0bplmzZmnJkiW6%2BuqrL/o8RgAB5DUCIICQcfSotHattGaN77pYKCxXzoLguVft2naIdTB46KGHNH36dC1atEjVq1e/oteyBhCAvwiAAEJaUpK0fr0Fw3Xr7NqyJWvnkkyRkVK9elKjRhYIGzWSGjaUSpcOXL1er1cPPfSQpk2bpgULFqhmzZpX/B4EQAD%2BIgACCDsnT9oawvXrfdfGjdKxY9k/PybGgmBmIGzY0I6pyY/RwgcffFCTJ0/W559/nuXsv%2BjoaBXN4WnZBEAA/iIAAnCFjAxp1y4Lgxs22LVxo/TTT9k/P3O0MDMQZl7%2BHmDtucjCxLFjx%2Bqee%2B7J0XsQAAH4iwAIwNWSkqRNm3yBcMMGGz08fjz751eseGEorFtXKlw4cDUTAAH4iwAIAOfJyLDDqzduzHrt3GkHW5%2BvYEGpTh3fNHLmVbFi/tRHAATgLwIgAOTQ8eM2Opg5Wrhxo40eHj2a/fMrVMgaCBs1sqBYqJB/dRAAAfiLAAgAfvB6pb17fdPHmb/u2JH9QdaFC1vf48aNfecWNmwoRUXl/L9JAATgLwIgAOSDEyek77%2B3MHjuTuTsWt55PNJ119lh1ud2OLnY8TQEQAD%2BIgACQIBk7kRety7rETX79mX//My2d5mt7%2BLipFKlCIAA/EcABACHHTxooXDtWt%2B1c2f2zy1c%2BCdFRq5SSkpfzZ2bpDZtSiqHxwcCwFkEQAAIQr/9ZqFw9WrftWtX5qPJkqIlJalgwZJq1Ehq0UJq2dKu664L/j7IAJxFAASAEHHkiAXBxYuT9cIL0SpXLkmHD184BVyunHT99VKrVnbFx4tRQgBZEAABIMRkrgE8ejRJR4%2BW1MqV0ooVdq1dK6WmZn1%2BoUK2hrBtW6lNG7vKlHGmdgDBgQAIACHmUptAUlNt6nj5cmnpUrv277/wPRo0kNq1k9q3lzp08L/FHYDQQgAEgBBzJbuAvV5bO7hkiV2LFknbtl34vPr1pRtukG680QJhqVL5UzuA4EAABIAQ4%2B8xMAcPWhBcuNCuTZuyPh4RYVPGN90k3XyzrSOMjMyj4gEEBQIgAISYvD4H8PBhC4LffivNm3fhCGGxYjYq2Lmz1KWLVLMmu4yBUEcABIAQk98HQe/bJ33zjV1ffy0dOJD18Ro1pFtvtatDB3YYA6GIAAgAISaQnUC8XmthN2eOXYsXS2fO%2BB4vWtSmirt1k267TapUKV/LAZBHCIAAEGKcbAV37JhNE3/5pV0//5z18RYtpB49pF69pNq1A1oagCtAAASAEJGQkKCEhASlp6dr%2B/btjvcCzhwdnDHDrlWrsj5ep450xx12NW7MukEgmBAAASDEODkCeCm//CLNnClNm2ajhOdOFV97rdS7t3TnnVKTJoRBwGkEQAAIMcEaAM%2BVlCTNmiVNmSJ99ZV08qTvsZo1pb59pf79pdhY52oE3IwACAAhJhQC4LmOH7cw%2BOmn9uupU77HGjeWBgywMFilinM1Am5DAASAEBNqAfBcKSm2XvCjj6TZs6W0NLvv8UgdO0qDBtkGkuLFna0TCHcEQAAIMaEcAM915Ij02WfSpEnWpi5TiRK2VvDee60LCesFgbxHAASAEBMuAfBcO3dKH34oTZhgH2eqXVu67z5p8GCpQgXn6gPCDQEQAEJMOAbATF6vHTY9dqyNDh4/bvcLFZJuv1164AHrPhIR4WiZQMgjAAJAiAnnAHiulBTp44%2Bl996TEhN992vWlP7wB%2Bmee6TSpR0rDwhpBEAACDFuCYDn2rBB%2Bte/pIkTLRhK1oZuwADp4YelBg2crQ/O2rPH1pEuWWJ/Jlq3drqi4EcABIAQ48YAmOnYMds0kpAgbdrku9%2Bhg/TII9aTuEABx8pDAKSn2//7pUt9oe/cloRPPSU9/7xz9YUKAiAAhIhgawXnJK/X/uF/801p6lQLBZJ1HHnkEWnIENtNjNB37Ji0cqUFvqVLpeXLfaPAmQoUsA4zbdpIPXtK7do5U2soIQACQIhx8whgdvbutRHBd9%2BVfvvN7pUubesEH3pIqljR2fpwZfbt84W9pUul9et9AT9TVJR0/fU21dumjdSiBWdHXikCIACEGAJg9o4fl8aPl/72N%2BmHH%2BxeZKRtFnnsMRsdRHDJnM5dtswX%2BHbvvvB5MTEW9jIDX4MGTPX7iwAIACGGAHhp6enSF19Ir7wirVhh9yIirP/w//2fVL%2B%2Bs/W5WXKy/T/JDHwrV144nRsRITVs6At7rVpJVas6U284IwACQIghAOZM5pmCL70kffWV7/7tt0vPPCM1bepcbW7g9Uq7dlnQW7bMrk2b7P65MqdzW7Wy0Neihd1D/iIAAkCIIQBeuXXrpBdflKZM8QWQbt2kZ58lCOaVU6ektWt9YW/ZMunAgQufV726L%2By1amUjskznBh4BEABCDAEw97ZskV54QfroIykjw%2B716CE995xNO7qO1yt9/bX0ySe23bZ5c9tCXabMZV/6yy%2B2Izcz7K1dK50%2BnfU5hQpZwM4Me61bsyknWBAAASDEEAD9t22b9Je/SJMn%2B0YE%2B/a1IFirlrO1BcypU3ZmyuzZWe9HR0szZkht2569deaMHca9bJmFvuXLs9%2BsUaGCBb1WrWxat1kzO7AbwYcACAAhhgCYd7ZulUaNkj791D4vUEC69167V6WKs7Xlu8cek159NduHMkqV1qy39mjJ%2BhJavlxavVo6eTLrcyIibDdu5vq9Vq2kGjUkjycAtcNvBEAACDEEwLy3YYP09NPSzJn2eZEi0ogR0hNPSKVKOVtbvjh5UqpcWTp69KJPGap39K6Gnv28dGmpZUtf4GvenM0aoYwA6Aev16uU8/evA0AeS01NVWpq6tnPU1JSFBsbq7179xIA89iKFdKf/2zHk0gWekaOlO67z9azBY0jR6SPP7Z52JgYqV8/qXz5HL30wAHp%2B2nbdeMT8Zd83n9K3aeF3V9XixYW9q67zkb9wklUVJQ8Lh2yJAD6IfOncAAAEHrcPIpOAPTDuSOA8fHxSkxMzNX7hNoQzA8cAAAgAElEQVRrk5OTFRMTk%2BvRh1D7/frzWr5WOcfX6uLOHwH873//q%2BbNm2vz5s2qkouFak78fkPxz1RcXEs9%2BOAKvfCCdPiw3Wvb1s4VvNxh0vn2%2B127VurY0beF%2BRxej0dDKjZStxcWavVqadUqm9o%2Bc%2BbCt4mNlcb92k219y%2B6eCErVkh16/pfc5C%2BVnL3CGBBpwsIZR6P5%2Bw3lQIFCuT6p4hQfK0klSxZMlevD8XfL1%2BrwLxW4mt1JaKiokLmaxWKf6YKFpRGjCip%2B%2B6z0Pfaa3awdNu20u9/Lz3/vFS2bN7XfMnXfvBBtuFPkuT1qt9/a6rvvVlfW66cHa6cuX4vPl4qWVLSmtel9u2th975/vAHe1Fe1Bykr3W7MJvNd86wYcNc9Vp/hOLvl69VYF7rj1D8/brpaxXKX6eoKDs7cMsWqXdvy1/vvCPVrGm/pqdf/LX%2B/HfPlZEhff%2B9lDR3xSVf20Ir1ayZNGyY9OGH0o4d0sGDtrnl6adt8PBsXmrWTFqyROrRQ97/ncScUb269I9/SAkJftcc7K91O6aAccXYgZhzfK1yjq9Vzv38889npzavvvpqp8sJWvn1Z2rhQunhh6WNG%2B3zZs0sL13BgNllHThgG1FWrLCp3MRE66O7To3VWBsu%2BrqM2nUUsXXLFf/3kv/7X9WoXFk7jx5VSda2uwJTwLhikZGRGjVqlCIjI50uJejxtco5vlY5l/k14mt1afn1Z6p9e2nNGuntt62n8Jo1NrX6u9/ZVHEOmmhkcfy4tapLTLTAt2KFtGfPhc8rXlxaXb6PGv908QAYcWefK/zdmMgyZTR81ChFFimSq9cj9DACCAAhhtHS4LF/v/T44zbdKtl6u1dflQYNyv5A5IwM60KybJkdrpyYKK1ff%2BE0ssdj%2By9atrSRxRYtpHr1pILJv9oivp07L3zzqlXtDStUyPvfKMIOARAAQgwBMPgsWiQ9%2BKCt05OkDh0sCFaoYFPFixdb%2B7T1620q93yVKlmua9HC10Ltov9r9%2B2T/vhHado0KS3N2pd07y698YaFQCAHCIAAEGIIgMHp8GHpqaekf/87%2B40hmYoW9YW9zF9zldsOH7YwWLlyjg%2BBBjKxBhAAgCuUmmpn7K1ZY7Ouy5bZ1G52ihaVunSRunWTmja1M/jypKtIuXJ2AbnAMTDI1tSpU9W5c2eVK1dOHo9H69evv%2Bxrxo0bJ4/Hc8F16tSpAFQcnHLzdQxnXq9Xzz77rCpXrqyiRYuqQ4cO%2Bj5zzuwinn322Qv%2BTFWsWDFAFSPYvfXWW6pevbqKFCmiZs2aafHixRd9bm6/R2Wu2xs/Xho%2B3NbllSxpI3cPPiiNHesLf1dfbUfFJCTYppCiRa3t7ldfWfe2%2BvWDq6XcokWL1K1bN1WuXFkej0fTp093uiQECCOAyNbx48fVunVr9enTR/fff3%2BOX1eyZEltO%2B/H4CIu3lWW269juHrllVf0%2Buuva9y4capVq5aef/553Xzzzdq2bZuiLtFVvl69evrmm2/Ofl7gf2eWuU1CQoISEhKUfqn5RRf55JNPNGLECL311ltq3bq1/vWvf%2BmWW27R5s2bVfUic6qX%2Bx7l9Up79%2BpsJ42VK22UL7u27%2BXKSXFxNqrXurX1yz1/QO7JJ%2B1M5blzpccek6ZMscBYp47fv/08cfz4cTVq1EhDhgzRHXfc4XQ5CCQvcAm7du3ySvKuW7fuss8dO3asNzo6OgBVhZ4r%2BTqGq4yMDG/FihW9L7300tl7p06d8kZHR3vfeeedi75u1KhR3kaNGgWixJCRlJTkleRNSkpyuhRHNW/e3PvAAw9kuVenTh3vyJEjs31%2Bdt%2BjDh3yemfN8npHj/Z6b7vN661Qweu1GJj1KlLE623d2ut99FGvd/Jkr3fHDq83IyNndWZkeL3vv%2B/1lixp7xUZ6fW%2B/rrXm5aWq992vpHknTZtmtNlIEAYAUSeOnbsmKpVq6b09HQ1btxYf/nLX9SkSROny0IQ2LVrl/bv369OnTqdvRcZGan27dtr2bJlGjp06EVfu2PHDlWuXFmRkZFq0aKFXnzxRdWoUSMQZSNInT59WmvWrNHIkSOz3O/UqZOWLVuW7WtOniyklJRmKl36RZ061VAeT5xOnrxwOUHBgjZVGxdn073x8bZur2Au/8X0eKT77pM6d7Zp4TlzpEcflT7/3KaVq1XL3fsC/iAAIs/UqVNH48aNU4MGDZScnKy///3vat26tTZs2KCaNWs6XR4ctn//fknSVVddleX%2BVVddpd27d1/0dS1atNCECRNUq1YtHThwQM8//7xatWql77//XmUv1ogVYe/w4cNKT0/P9s/T/v37dfKkHbmyerVvOnfbtrvk9Q7Q0aNZ36t69dNq3bqw4uJsGrdJEyk/Vq5cfbWtBXz3XQuACxdKDRtK//yndPfd2Z8bCOQXNoFAkyZNUokSJc5el1pEfSktW7bU3XffrUaNGqlt27b69NNPVatWLb355pt5XHFwyquvY7g4/%2Btx5swZSZLnvH/lvF7vBffOdcstt%2BiOO%2B5QgwYNdNNNN2nWrFmSpPHjx%2Bdf8QgZHo9HZ85YJ41335WmTr1Fu3dPU8mSUqtW1rJtwgRp61bJ6/UoJkbq1cs6dsydm6H69dvqttv%2BpA8/lB55xM7gy89lyx6PNHSonQ14/fV2JuCgQdJdd%2BmCYArkJ0YAoe7du6vFOU0sq1SpkifvGxERofj4eO3YsSNP3i/Y5dfXMVSd//VITU2VZCOBlSpVOnv/4MGDF4ziXErx4sXVoEED1/y5Qlbp6dKWLdLKlRXk8fxTgwfX1p49diyL8S05qVDBpm/j4uzX%2BPjzm2REqGXLOo78Wbr2Wjsc%2BsUXpdGjpY8/tqNkJk2S2rQJeDlwIQIgFBUVdckdmLnl9Xq1fv16NWjQIM/fOxjl19cxVJ3/9fB6vapYsaK%2B/vrrs%2BtCT58%2BrYULF%2Brll1/O8fumpqZqy5Ytatu2bZ7XjOCSkSH98INvGnf1atuRe%2BKEZP98DVNmdouOtoC3bt17ateuqN54427FxFx6WtXp71EFClgv4c6dpf79rbtb%2B/bSqFF2oLRLN7sjQAiAyNavv/6qPXv26JdffpGks8cmVKxY8ewZbIMGDVKVKlU0ZswYSdLo0aPVsmVL1axZU8nJyfrHP/6h9evXKyEhwZnfRBDIydfRLTwej0aMGKEXX3xRNWvWVM2aNfXiiy%2BqWLFiuuuuu84%2Br2PHjurZs6eGDx8uSfrTn/6kbt26qWrVqjp48KCef/55JScna/DgwU79VpAPvF5p925ff9zMsJeUdOFzixe3o1eiorZpzpy/6C9/6aEePerrvffe1fLl7%2Blvf/teVauGzveo5s1tveKDD0oTJ1oAnD/fRgMrV87f//axY8f0ww8/nP18165dWr9%2BvcqUKXPRo3QQJpzdhIxgNXbsWK%2BkC65Ro0adfU779u29gwcPPvv5iBEjvFWrVvUWLlzYW758eW%2BnTp28y5YtC3zxQSQnX0c3ycjI8I4aNcpbsWJFb2RkpLddu3beTZs2ZXlOtWrVsnx9%2Bvbt661UqZK3UKFC3sqVK3t79erl/f777wNceXAJ9WNgMjK83r17vd5p07zep57yejt39nrLlr348SstW3q9w4d7vWPHer3ffZf1%2BJSEhARvtWrVvIULF/Y2bdrUu3DhwrOPheL3qPHjvd7ixe33Xr681zt3bv7%2B9%2BbPn5/t96hzv24IT/QCBoAQE2q9gA8c8I3qZY7s/W9TeBaFCkkNGvjW7cXFSfXqBVfnjEDYvl3q08c2ing80tNP26ggU8LISwRAAAgxwRwADx%2B2gHfuVO6%2BfRc%2Br0ABC3eZQS8%2B3sJfZGTgaw5GJ09KI0bYzmZJ6thR%2BugjqXx5Z%2BtC%2BCAAAkCIOLcV3Pbt2x0PgEeP%2BsJeZuDL7khHj8dan2UGvWbNpMaNpWLFAl9zqJk0yY6NOX5cqlJF%2Bs9/7HDqs06dyt9zaxC2CIAAEGKcGAFMSbGz9s4d2Ttn70AWNWtayMucym3aVCpRIiBlhqXvv5d697azDAsVkhJeOa7fHX5Jnn%2B/b3PpFSpYq5Enn5Q4iQA5RAAEgBCT3wHwxImsXTQSE6Vt22xbxvmqV7eQlxn4mjaVSpXK85JcLyVFGjJEmjXlpOapo1pp%2BYVPiouTFiywbdLAZRAAASDE5GUAPH1a2rQp6yaN776zA5fPd/XVWadx4%2BIkuvEFjtcrzeuVoJumD7/4k157zfrMAZdBAASAEJPbAJiWZl00zg17GzZYCDzfVVdl3aARF2f34LCWLaWVKy/%2BeOPGNlcPXAYHQQNAGPJ6pR07sk7jrl2b2UUjq9Klswa9uDgb7btUFw045MiRSz9%2B%2BHBg6kDIIwACQIjzeu2olcREadUq%2B3XNGtule76oKFund26P3OrVCXshIzb24rtvJHnrxor/lcgJAiAAhJhff7VfX3nFDgtOTMz%2BYOXISKlJk6xhr3ZtKSIisPUiDz34oPTFFxd9%2BC%2B/DdOIZCnIjodEEGINIAAEsRMnbElX5sjeqlXSjz8mS4qWlCTJ/qXPPFi5eXMLevHxUv367uui4QqjRknPPXfB7VcLPKHH0l9SgwbSzJkSrXxxKQRAAAgS6enS5s0W8latsrX%2B2e/ItQDYp0%2BSWrUqqebNOVjZdVavlt5/X/rpJ0t6992nVZ4W6t7dWu9VrCjNmGEjv0B2CIAA4JCff7aQt3KlBb7Vq63jw/kqVrSRvczRvdq1k3XNNcHZCg7O2rNHuu02O9qnWDHp44%2Blbt2crgrBiAAIAAGQkmIB79zA98svFz6vRAkbtckMfM2b%2B3bkBlsrOASnlBSpTx9pzhxb7/mPf0jDhjldFYINARAA8lh6urXtWrHCrpUrrZ1XRkbW5xUoIDVoILVo4Qt7deva/UtxohUcQsuZM7Zf5P337fPHH5fGjGEDEHzYBQwAfjpyxBf2Vqyw0b3k5AufFxNjYa9lSwt7TZvStQv5o1Ah6d13pWuukZ5%2B2naM79snffCBVLiw09UhGDACCABXIC3NNmYsX27XihV24PL5ihWz9XotW/pCX6VKeVMDI4C4EuPHS7/7nf3ZvflmacoUOw8S7kYABIBL%2BPVXC3rLltmvq1Zlv1Gjdm0Leddfb4Gvfn2pYD7NsRAAcaVmz5Z697Y/u3Fx0pdfSuXLO10VnEQABID/yciQtm2Tli71Bb6tWy98XsmSvlG9Vq3s49KlA1cnARC5kZgo3XqrdYurVUuaO1eqVs3pquAUAiAA1zp50v5RXLrUF/p%2B%2B%2B3C59WqZUHv%2Buvtqlcvd4vpz5w5o6efflpffvmldu7cqejoaN1000166aWXVLly5Ry/DwEQubVtm9S5s7R7t1SlivT111Ldcoek6dOlY8dscWrr1k6XiQAgAAJwjUOHpCVL7Fq6VFq71nZLnqtoUVu717q1hb6WLaVy5fLmv5%2BUlKTevXvr/vvvV6NGjfTbb79pxIgRSktL0%2BrVq3P8PgRA%2BOPnn6VOnaQtW6RXio7S/0t/WRGnU31PiIuTpk61XUsIWwRAAGHJ65V%2B/NHC3uLF9uv27Rc%2Br1IlC3uZV%2BPGgW2flpiYqObNm2v37t2qmsPeXQRA%2BOvwYemDZgl6fM/w7J9Qt66dJn25M4kQsjgGBkBYSE%2B3f68WL/Zd%2B/df%2BLx69SzotWlj1zXX2CHLTklKSpLH41GpUqWcKwKuU65Mhv6kv178CVu2SF98IfXsGbiiEFAEQAAh6cwZac0aadEiu5YskZKSsj6ncGGbzWrb1sJeq1ZSmTLO1JudU6dOaeTIkbrrrrsuOZKXmpqq1FTfFF1ydocMAlfixx8VsWf3pZ8zbx4BMIwRAAGEhNRU66ixaJG0cKFt2DhxIutzSpSw0b22be2Kj7c1fU6ZNGmShg4devbzr776Sm3btpVkG0L69eunjIwMvfXWW5d8nzFjxmj06NH5WitcJidnFAVyLQQCjjWAAILSqVMW%2BBYssGvFCrt3rjJlLOi1a2dX48b5d/ZebqSkpOjAgQNnP69SpYqKFi2qM2fO6M4779TOnTv17bffqmzZspd8n%2BxGAGNiYlgDCP80aGCnml/MvHnSjTcGrh4EVBB9qwTgZpkjfAsWSPPn2xl852QeSdJVV1nQa9/ertjY4O5tGhUVpajzWi5khr8dO3Zo/vz5lw1/khQZGanIyMj8KhNu9eyzUp8%2BtmPqPAvUXnv33aiBga8KAUIABOCIM2ek1ast7M2fb2v4zh/hq1jRgl6HDnbVru3shg1/paWlqXfv3lq7dq1mzpyp9PR07f/fTpUyZcqoME1aEUh33CFNmCCNHGmNgiV5CxbUqmp3qvuPb%2BvYYMuGgwY5XCfyBVPAAAIiI0PauNFmlb791tbyHTuW9TlXXWWB74Yb7KpVK7QD3/l%2B%2BuknVa9ePdvH5s%2Bfrw4dOuTofTgGBnkqLc1%2BAjt2TGraVBkVK2vYMOmdd%2Bzv37hxhMBwRAAEkC8yz%2BGbN88X%2Bo4cyfqcMmVsZO/GG%2B3X2NjwCnz5hQCI/JaRIQ0fLr39tv2dnDBBuvtup6tCXmIKGECeOXTIwt4339i1%2B7xTJkqUsE0bHTta6GvUKLjX8AFuFREh/fOfFgT/9S9p8GDbYNWvn9OVIa8QAAHk2smTNnP09dd2rV%2Bf9fFChax3bseOdjVvzskSQKiIiJDeessOWX//fRsBLFTIlg4i9DEFDCDHvF47NWLuXLsWLrxwp27DhtJNN9nVtq2N%2BiFvMQWMQMrIkO69Vxo/3kYBp02TbrvN6argLwIggEs6dMhG9%2BbMsdB3fnu1KlUs7HXqZKN8V13lTJ1uQgBEoKWn2wjgxx9LkZHSrFn29x2hiylgAFmkpdmhy7NnW%2BhbsybrMWFFi9qGjU6d7Kpbl40bQLgrUMA2gpw6JU2fLnXvbj8Qtm7tdGXILUYAAWjfPgt8s2fbaN/5PXUbNpQ6d5a6dLFv%2BJxJ7IyEhAQlJCQoPT1d27dvZwQQAZeaKvXoYT8cRkfbGZ5NmjhdFXKDAAi40Jkz1kv3q6/s2rgx6%2BNlytjoXpcu9mulSs7UiewxBQwnnThhPxAuWSKVLy8tXmyHtCO0EAABlzhwwMLel1/aT%2B/Jyb7HPB7boXvLLRb64uJsygfBiQAIpyUl2VFOa9dKMTEWBqtWdboqXAkCIBCmMjJs/d6sWdLMmfbxucqVs5/ib73VRvnKlXOmTlw5AiCCwaFD1pt761YbAVyyhO8joYQACISRlBQ7gHnmTAt%2BBw5kfbxZMwt8t94qxcczyheqCIAIFnv32rrgvXvte8q333L0U6ggAAIhbvduacYMuxYskE6f9j1WooSN7nXtaqGvYkXHykQeIgAimGzdKrVpY60eb77ZfgAtXNjpqnA5BEAgxGRkSImJ0hdfWOjbtCnr49deK3XrZqGvXTu%2BEYcjAiCCzapVtibw%2BHHprrukDz%2BkzWOw4xxAIAScPGk9dj//3H66Pvcw5ogI%2B%2Bn7ttss%2BNWuzbl8AAKreXNpyhT7PjR5sp0c8OqrTleFS2EEEAhShw9b2Pv8cztw9cQJ32NRUbZbt1s3m9otW9a5OhF4jAAiWH34oTRokH38t79JI0Y4Ww8ujhFAIIjs2mWn7E%2BfbjvqMjJ8j8XE2On73btbJw6mdgEEm4EDpV9%2BkUaOlB591FpF9unjdFXIDgEQcJDXK23YYM3Vp0%2B/8EDmxo3t1P0ePexjpnYBBLvHH7ddwQkJFggrVbJlKgguTAEDAZaebl04pk%2BXpk6VfvrJ91iBArZxo0cP6fbbpWrVHCsTQYhWcAgV6enSHXfYEpYyZaTly6VatZyuCuciAAIBcPq09cycOtW%2BIZ57Pl%2BRInYgc8%2BetoCa9Xy4HNYAIhScOCHdcIPtEL72WguB5cs7XRUyEQCBfHLypG3emDLFjms5etT3WKlSFvZ69rTwV7y4c3Ui9BAAESoOHpRatrT1zddfbwdFFynidFWQCIBAnjp2zHrtTplinTiOH/c9dtVVNq3bs6f9VMwmDuQWARChZOtWC39Hj0p9%2B0offcR65mDAJhDAT8nJNsI3ZYr01VfSqVO%2Bx2JibB1Mr15Sq1a0XgPgPnXq2PKXTp2kTz6xs0pHj3a6KjACCOTC0aMW%2Bj77TJozJ2v7tWuvtdB3xx3WG5OfdJHXGAFEKPrgA%2Bm%2B%2B%2BzjiROlAQOcrcftGAEEcigpyTZwfPqpre07c8b3WO3aUu/edjVqROgDgPPde6%2B0bZv0yisWBGvUsKlhOIMRQOASkpKs5%2B4nn1wY%2BmJjLfD16SPVq0foQ%2BAwAohQlZFhS2I%2B/9zWRScm2lIZBB4BEDhP5pq%2BTz%2BVZs/OOr0bGyvdeaeFvthY52qEuxEAEcqOHZNat7aD7xs3tq5HnIQQeARAQLZbd%2BZMG%2Bk7fyNH3boW%2Bu68k9CH4EAARKjbvVtq3tyOiend237gZhYlsAiAcK1TpyzsffKJjfidOOF7rFYtC3x9%2B0r16ztXI5AdAiDCwdKldiTWmTPSc89JzzzjdEXuQgCEq5w5I339tfTxx9aKLSXF91iNGhb4%2BvaVGjbkp1EEH1rBIdz8%2B9/S735nH0%2Bfbm0wERgEQIS99HRp8WI7fPQ//5F%2B/dX3WEyMjfT16yc1a0boQ2hgBBDh5KGHpH/%2BUypRQlq5kqU2gUIARFjyem132Ucf2RTvf//re6xCBdvE0a%2BfHc4cEeFcnUBuEAARTs6ckW6%2BWVq4UKpZ03oHlyrldFXhjwCIsLJ5s4W%2Bjz6SfvzRd79UKTuYuV8/qUMHqSAnYCKEEQARbg4dkuLipD17rE/655/zw3l%2BIwAi5O3ZY2v6Jk%2BWNmzw3S9WzNaT9O8vde5M712EDwIgwtGaNVKbNrZBb9Qo6dlnna4ovBEAEZKOHLE2bJMn2/q%2BTIUKWdi76y6pe3fOlkJ4IgAiXE2YIA0ebB/PmGGjgcgfBECEjBMnrCvHpEl2QHNamt33eKR27Sz09e4tlSnjbJ1AfiMAIpwNHy4lJEjR0dLq1dJ11zldUXhihh1BLS1NmjNHGjjQNm/0728HNqel2Qnyf/2rTQEvWCD9/veEP4SWoUOHyuPx6I033nC6FCBovP669QhOSrK12%2Bee0Yq8w1J4BB2v137qmzjR1vYdPOh7rEYNC4EDBliHDiBUTZ8%2BXStXrlTlypWdLgUIKoUL2xKfpk2tXdyDD0pjx3JMV14jACJo/PijTe9OnCjt2OG7X66cHc48YIDUsiXfBBD69u3bp%2BHDh2vOnDnq2rWr0%2BUAQadKFTvCq2NHafx46x18//1OVxVeCIBw1JEj9pd84kRp%2BXLf/aJFpdtvt9DXqZNt7gDCQUZGhgYOHKjHHntM9erVy9FrUlNTlZqaevbz5OTk/CoPCBodOkgvviiNHGmHRTdrZqOCyBsEQATcqVO2ju/DD6Uvv/Rt5oiIsJ/27r5b6tlTiopytk4gP7z88ssqWLCgHn744Ry/ZsyYMRo9enQ%2BVgUEp8cft57BM2bYAf5r1nBIdF5hEwgCIiNDWrTIhvArVrS/yF98YeGvSRPptdekn3%2BW5s6VBg0i/CE8TJo0SSVKlDh7LVy4UH//%2B981btw4ea5gLcOTTz6ppKSks9fevXvzsWogeHg8NgV8zTXSzp3SvffaOnH4j2NgkK%2B2bbORvkmTpJ9%2B8t2PibHp3YED6fuI8JWSkqIDBw6c/fyzzz7TU089pYhzWhykp6crIiJCMTEx%2BuncvySXwDEwcJvERFsHeOaM9MYb0iOPOF1R6CMAIs8dPmy7dz/80Ho6ZoqKspG/u%2B%2BW2renzQ/c58iRI/rvuY2pJXXu3FkDBw7UkCFDVLt27Ry9DwEQbvTmm9LDD9ua8KVLpfh4pysKbawBRJ5ITbV1fRMmZF3XV6CA1KWLjfR1726bOwC3Klu2rMqWLZvlXqFChVSxYsUchz/ArYYPlxYulKZMsZMh1q5lPaA/CIDINa9XWrHCQt8nn0i//eZ7rGlTW8vXv78d4AwAgD88Hun99y347dpla8o//ZSjwXKLKWBcsZ9%2BsmNbJkzIel5flSo2vTtwoJTD0y0A5AJTwHCzVatsPWBamvTOO9LQoU5XFJoIgMiR5GQbdh8/3obgMxUvLvXqZaN9N9xgU74A8hcBEG732mvSn/4kFSligbBBA6crCj0EQFxUerr07bcW%2BqZOlU6etPsej3TjjRb6evWSSpRwtk7AbQiAcLuMDOm226SvvrKTJBITpWLFnK4qtBAAcYEtWyz0TZwo7dvnu1%2B7tjR4sE3zxsQ4Vx/gdgRAwPrEN2ok7d9v08DvvON0RaGFAAhJ1pLt448t%2BCUm%2Bu6XLm0bOQYNkpo3Z7EtEAwIgID55hvp5pvt46lTrYsUcoYA6GJnzkizZ1vomzFDOn3a7hcsKN1yi3TPPVLXrlJkpKNlAvifhIQEJSQkKD09Xdu3bycAArJ2cX/9q1SmjLRxo21IxOURAF1o40Zp3DjrznHwoO9%2Bo0YW%2Bu66i6NbgGDGCCDgc/q01KqV9Qm%2B4QYbFaTRwOURAF3i0CFp8mQLfuvX%2B%2B5XqGAt2QYPtgAIIPgRAIGstm%2B3vvInTkivvCI99pjTFQU/AmAYO33aunKMGyfNmuXrzlGokNStmzRkiNS5s30OIHQQAIELvf%2B%2BHQ5duLC0cydTwZdDJ5AwtH69b4r38GHf/bg4m%2BLt1086rxsVAAAh7b77bBNjjx6Ev5xgBDBMHDpkgW/cOGnDBt/9ihXt2JZ77qE7BxAuGAEE4C9GAEPYmTO%2BKd6ZM31TvIUL209A99wjdepku3oBAAAyEQ1C0MaN0tixNuJ36JDvflycrevr18%2B2wwMAAGSHABgijhyxXbxjx0rr1vnuX3WVNHAgU7wAACDnCIBBLC3NDmoeN0764gub8pVs12737hb6unRhihcAAFwZokMQ2rzZRvomTrQeh5maNLEp3rvuYhcvAAf6HWUAAASxSURBVADIPQJgkPjtN%2BvFO26ctGqV73758nZQ85AhUsOGjpUHIAic2woOAPzBMTAOSk%2BX5s2z0b5p06TUVLtfsKD14L3nHunWW21XLwBk4hgYAP5iBNABP/xgI33jx0s//%2By7X7%2B%2BjfTdfTe9eAEAQP4hAAZISor02Wc22rdkie9%2B6dK2pm/IEKlpU8njca5GAADgDgTAABg92ppTnzhhn0dE2AHNQ4bYbt4iRZytDwAAuAsBMACKFbPwV6uWhb6BA%2BlTCAAAnMMmkAA4dEjasUO6/nqmeAH4j00gAPzFCGAAlC9vFwAAQDCIcLoAAAAABBYBEAAAwGUIgAAAAC5DAASAEJGQkKDY2FjFx8c7XQqAEMcuYAAIMewCBuAvRgABAABchgAIAADgMgRAAAAAlyEAAgAAuAwBEAAAwGUIgAAQYFu2bFH37t0VHR2tqKgotWzZUnv27HG6LAAuQgAEgAD68ccf1aZNG9WpU0cLFizQhg0b9Mwzz6hIkSJOlwbARTgHEAACqF%2B/fipUqJA%2B/PDDXL8H5wAC8BcjgAAQIBkZGZo1a5Zq1aqlzp07q0KFCmrRooWmT59%2BydelpqYqOTk5ywUA/iAAAkCAHDx4UMeOHdNLL72kLl26aO7cuerZs6d69eqlhQsXXvR1Y8aMUXR09NkrJiYmgFUDCEdMAQNAPpk0aZKGDh169vNZs2apQ4cO6t%2B/vyZPnnz2fvfu3VW8eHF99NFH2b5PamqqUlNTz36enJysmJgYpoAB5FpBpwsAgHDVvXt3tWjR4uzn5cuXV8GCBRUbG5vleXXr1tWSJUsu%2Bj6RkZGKjIzMtzoBuA8BEADySVRUlKKiorLci4%2BP17Zt27Lc2759u6pVqxbI0gC4HAEQAALoscceU9%2B%2BfdWuXTvdcMMNmj17tmbMmKEFCxY4XRoAF2ENIAAE2AcffKAxY8bo559/Vu3atTV69Gj16NEjx6/nGBgA/iIAAkCIIQAC8BfHwAAAALgMARAAAMBlCIAAAAAuQwAEAABwGQIgAISIhIQExcbGKj4%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'}